{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## WeRateDogs Twitter data - Wrangle, Analyze, Create Visualisation \n", "\n", "### Table of Contents\n", "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## 1. Introduction" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In this project focus in laid on wrangling data from WeRateDogs Twitter account using Python, documented in a Jupyter Notebook (wrangle_act.ipynb). To this end, goal of this project is to wrangle the WeRateDogs Twitter data to create an interesting and trustworthy analyses and visualizations.\n", "\n", "Twitter account rates dogs with humorous commentary. Rating denominator is usually 10, however, numerators are usually greater than 10. They’re Good Dogs Brent wrangles. WeRateDogs has over 4 million followers and has received international media coverage.\n", "\n", "WeRateDogs downloaded their Twitter archive and sent it to Udacity via email exclusively for us to use in this project. This archive contains basic tweet data (tweet ID, timestamp, text, etc.) for all 5000+ of their tweets as they stood on August 1, 2017.\n", "\n", "I needed to gather, assess and clean the Twitter data for a worthy analysis and visualization. This is challenge since it lies on the fact that the Twitter archive is great, but it only contains very basic tweet information that comes in JSON format. \n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Data origin:\n", "\n", "Data were gathered form three sources:\n", " \n", "#### Enhanced Twitter Archive: \n", "The WeRateDogs Twitter archive contains basic tweet data for all 5000+ of their tweets, but not everything. In one column the archive does contain though: each tweet's text, which I used to extract rating, dog name, and dog \"stage\" (i.e. doggo, floofer, pupper, and puppo) to make this Twitter archive \"enhanced.\". This was manually downloaded this twitter_archive_enhanced.csv file form udacity website.\n", "\n", "#### Image Predictions File: \n", "The tweet image predictions, i.e., what breed of dog (or other object, animal, etc.) is present in each tweet according to a neural network. This file (image_predictions.tsv) hosted on Udacity's servers and we downloaded it programmatically using python Requests library AND the following URL of the file: https://d17h27t6h515a5.cloudfront.net/topher/2017/August/599fd2ad_image-predictions/image-predictions.tsv)\n", "\n", "#### Twitter API:\n", "Back to basic-ness of Twitter archives: retweet count and favorite count are two of notable column omissions. Fortunately though, this additional data can be gathered by anyone from Twitter's API, who has access to data for the 3000 most recent tweets, at least. But we here, because we have WeRateDogs Twitter archive and specifically tweet IDs within it, can gather this data for all 5000+. In this project, I'll be using Tweepy to query Twitter's API for data included in WeRateDogs Twitter archive. This data will include retweet count and favorite count.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Some important variables and explanation:\n", " - **tweet_id**: identifier of WeRateDogs tweet\n", " - **rating_numerator**: score of dogs on a scale 10 - 20\n", " - **rating_denominator**: default reference norm with value 10\n", " - **name**: name of dog in tweet\n", " - **dog_class**: Class in development of dog based on a WeRateDogs classification scheme (value are: doggo, pupper, puppo, floofer)\n", " - **retweet_count**: count of retweet of this tweet\n", " - **favorite_count**: count of favorite of this tweet\n", " - **predicted_dograce1**: the best (#1) neural network algo prediction of dograce (dog breed) for the image in the tweet \n", " - **pred_conf**: how confident the algothim is in its #1 prediction\n", " - **pred_dog1**: is wether or not the #1 prediction is a breed of dog\n", "\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Salient points for Data Wrangling\n", " - Only original ratings (no retweets) that have images are valid. Though there are 5000+ tweets in the dataset, not all are dog ratings and some are retweets.\n", " - Assessing and cleaning entire dataset requires exceptional effort so only a subset of its issues (eight (8) quality issues and two (2) tidiness issues at minimum) need to be assessed and cleaned.\n", " - Cleaning includes merging individual pieces of data according to rules of tidy data.\n", " - Rating numerators are greater than denominators do not need to be cleaned. This unique rating system is a big part of popularity of WeRateDogs.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " \n", "#### Research Questions\n", "\n", "\n", "1. What relationship can be explored between rating_numerator, favorite_count and retweet_count?\n", "\n", "\n", "2. How do aggregration and mean values of rating_numerator, favorite_count and retweet_count show the patterns of the dog stages distribution? How is resulted dog stage ranked?\n", "\n", "\n", "3. How far do rating_numerator, favorite_count and retweet_count go to influence the selection of the top 6 dog breeds when using their aggreagation on one hand and their mean values on the other hand as predicted by the algorithm? Which dog breeds are the two top breeds selected?\n", "\n", "\n", "4. What is the pattern of selection within the two top dog breeds after the application of the two approaches (aggregation and mean approach) by using within-breed-selection and between-orientation-selection? \n", "\n", "\n", "5. How did the algorithm perform at a confidence level (> 5) in the selection of the top 6 dog breeds by using the three forms of the sample dataset by using the aggregation method?\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Research Reporting\n", "\n", "Reporting is done in section 6. They are stand alone reports: \n", "\n", "- **wrangle_report.ipynb**: this internal report briefly describes the wrangling and cleaning efforts\n", "\n", " \n", "- **act_report.iypnb**: this external report communicates insights and displays visalizations produced from the wrangled and cleaned data." ] }, { "cell_type": "raw", "metadata": {}, "source": [ "The following Python packages ae used in this project:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import seaborn as sns\n", "import requests\n", "import pandas as pd\n", "import os\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import json\n", "import tweepy\n", "import time\n", "import re\n", "from timeit import default_timer as timer\n", "from tweepy import OAuthHandler\n", "from io import BytesIO\n", "from PIL import Image\n", "from mpl_toolkits.mplot3d import Axes3D\n", "import matplotlib.pyplot as plt\n", "%matplotlib inline\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "import warnings\n", "warnings.filterwarnings('ignore')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## 2. Gathering" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "#### 2(A) Load data: WeRateDogs Twitter Archive " ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# Load twitter-archive-enhanced.txt \n", "twitter_archive = pd.read_csv('twitter-archive-enhanced.txt', sep=(','))" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idin_reply_to_status_idin_reply_to_user_idtimestampsourcetextretweeted_status_idretweeted_status_user_idretweeted_status_timestampexpanded_urlsrating_numeratorrating_denominatornamedoggoflooferpupperpuppo
0892420643555336193NaNNaN2017-08-01 16:23:56 +0000<a href=\"http://twitter.com/download/iphone\" r...This is Phineas. He's a mystical boy. Only eve...NaNNaNNaNhttps://twitter.com/dog_rates/status/892420643...1310PhineasNoneNoneNoneNone
1892177421306343426NaNNaN2017-08-01 00:17:27 +0000<a href=\"http://twitter.com/download/iphone\" r...This is Tilly. She's just checking pup on you....NaNNaNNaNhttps://twitter.com/dog_rates/status/892177421...1310TillyNoneNoneNoneNone
2891815181378084864NaNNaN2017-07-31 00:18:03 +0000<a href=\"http://twitter.com/download/iphone\" r...This is Archie. He is a rare Norwegian Pouncin...NaNNaNNaNhttps://twitter.com/dog_rates/status/891815181...1210ArchieNoneNoneNoneNone
3891689557279858688NaNNaN2017-07-30 15:58:51 +0000<a href=\"http://twitter.com/download/iphone\" r...This is Darla. She commenced a snooze mid meal...NaNNaNNaNhttps://twitter.com/dog_rates/status/891689557...1310DarlaNoneNoneNoneNone
4891327558926688256NaNNaN2017-07-29 16:00:24 +0000<a href=\"http://twitter.com/download/iphone\" r...This is Franklin. He would like you to stop ca...NaNNaNNaNhttps://twitter.com/dog_rates/status/891327558...1210FranklinNoneNoneNoneNone
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" ], "text/plain": [ " tweet_id in_reply_to_status_id in_reply_to_user_id \\\n", "0 892420643555336193 NaN NaN \n", "1 892177421306343426 NaN NaN \n", "2 891815181378084864 NaN NaN \n", "3 891689557279858688 NaN NaN \n", "4 891327558926688256 NaN NaN \n", "\n", " timestamp \\\n", "0 2017-08-01 16:23:56 +0000 \n", "1 2017-08-01 00:17:27 +0000 \n", "2 2017-07-31 00:18:03 +0000 \n", "3 2017-07-30 15:58:51 +0000 \n", "4 2017-07-29 16:00:24 +0000 \n", "\n", " source \\\n", "0 \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
tweet_idjpg_urlimg_nump1p1_confp1_dogp2p2_confp2_dogp3p3_confp3_dog
0666020888022790149https://pbs.twimg.com/media/CT4udn0WwAA0aMy.jpg1Welsh_springer_spaniel0.465074Truecollie0.156665TrueShetland_sheepdog0.061428True
1666029285002620928https://pbs.twimg.com/media/CT42GRgUYAA5iDo.jpg1redbone0.506826Trueminiature_pinscher0.074192TrueRhodesian_ridgeback0.072010True
2666033412701032449https://pbs.twimg.com/media/CT4521TWwAEvMyu.jpg1German_shepherd0.596461Truemalinois0.138584Truebloodhound0.116197True
3666044226329800704https://pbs.twimg.com/media/CT5Dr8HUEAA-lEu.jpg1Rhodesian_ridgeback0.408143Trueredbone0.360687Trueminiature_pinscher0.222752True
4666049248165822465https://pbs.twimg.com/media/CT5IQmsXIAAKY4A.jpg1miniature_pinscher0.560311TrueRottweiler0.243682TrueDoberman0.154629True
\n", "" ], "text/plain": [ " tweet_id jpg_url \\\n", "0 666020888022790149 https://pbs.twimg.com/media/CT4udn0WwAA0aMy.jpg \n", "1 666029285002620928 https://pbs.twimg.com/media/CT42GRgUYAA5iDo.jpg \n", "2 666033412701032449 https://pbs.twimg.com/media/CT4521TWwAEvMyu.jpg \n", "3 666044226329800704 https://pbs.twimg.com/media/CT5Dr8HUEAA-lEu.jpg \n", "4 666049248165822465 https://pbs.twimg.com/media/CT5IQmsXIAAKY4A.jpg \n", "\n", " img_num p1 p1_conf p1_dog p2 \\\n", "0 1 Welsh_springer_spaniel 0.465074 True collie \n", "1 1 redbone 0.506826 True miniature_pinscher \n", "2 1 German_shepherd 0.596461 True malinois \n", "3 1 Rhodesian_ridgeback 0.408143 True redbone \n", "4 1 miniature_pinscher 0.560311 True Rottweiler \n", "\n", " p2_conf p2_dog p3 p3_conf p3_dog \n", "0 0.156665 True Shetland_sheepdog 0.061428 True \n", "1 0.074192 True Rhodesian_ridgeback 0.072010 True \n", "2 0.138584 True bloodhound 0.116197 True \n", "3 0.360687 True miniature_pinscher 0.222752 True \n", "4 0.243682 True Doberman 0.154629 True " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Display data in image predictions file\n", "twitter_images = pd.read_csv('image-predictions.tsv', sep = '\\t', encoding = 'utf-8')\n", "twitter_images.head()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2075, 12)" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_images.shape" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "tweet_id int64\n", "jpg_url object\n", "img_num int64\n", "p1 object\n", "p1_conf float64\n", "p1_dog bool\n", "p2 object\n", "p2_conf float64\n", "p2_dog bool\n", "p3 object\n", "p3_conf float64\n", "p3_dog bool\n", "dtype: object" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_images.dtypes" ] }, { "cell_type": "markdown", "metadata": { "scrolled": true }, "source": [ "#### 2 (C) Load retweet count and favorite count data with Tweepy API towards Twitter data-domain" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# Setting up the Twitter API with authentication pieces\n", "\n", "consumer_key = 'xxxxxx'\n", "consumer_secret = 'xxxxxx'\n", "access_token = 'xxxxxx'\n", "access_secret = 'xxxxxxx'\n", "\n", "auth = tweepy.OAuthHandler(consumer_key, consumer_secret)\n", "auth.set_access_token(access_token, access_secret)\n", "\n", "api = tweepy.API(auth, parser=tweepy.parsers.JSONParser())" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1 892420643555336193\n", "Success\n", "2 892177421306343426\n", "Success\n", "3 891815181378084864\n", "Success\n", "4 891689557279858688\n", "Success\n", "5 891327558926688256\n", "Success\n", "6 891087950875897856\n", 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TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 856602993587888130: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 851953902622658560: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 845459076796616705: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 844704788403113984: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 842892208864923648: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 837366284874571778: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 837012587749474308: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 829374341691346946: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 827228250799742977: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 812747805718642688: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 802247111496568832: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 779123168116150273: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 775096608509886464: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 771004394259247104: TweepError([{'code': 179, 'message': 'Sorry, you are not authorized to see this status.'}]), 770743923962707968: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 759566828574212096: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 754011816964026368: TweepError([{'code': 144, 'message': 'No status found with that ID.'}]), 680055455951884288: TweepError([{'code': 144, 'message': 'No status found with that ID.'}])}\n", "\n", "This took 29.036248191197714 minutes.\n", "----------------------------------------\n" ] } ], "source": [ "# Query Twitter's API for JSON data for each tweet ID in the Twitter archive\n", "tweet_ids = twitter_archive.tweet_id.values\n", "count = 0\n", "fails_dict = {}\n", "\n", "start_time = time.time() \n", "\n", "# Save each tweet's returned JSON as a new line in a .txt file\n", "with open('tweet_json.txt', 'w') as outfile:\n", " # This loop will likely take 30-40 minutes to run because of Twitter's rate limit\n", " for tweet_id in tweet_ids:\n", " count += 1\n", " print(count, tweet_id)\n", " try:\n", " tweet = api.get_status(tweet_id,\n", " tweet_mode='extended',\n", " wait_on_rate_limit = True,\n", " wait_on_rate_limit_notify = True)\n", " print(\"Success\")\n", " outfile.write(json.dumps(tweet))\n", " outfile.write('\\n')\n", " except tweepy.TweepError as e:\n", " print(\"Fail\")\n", " fails_dict[tweet_id] = e\n", " pass\n", " \n", "print(fails_dict)\n", "\n", "outfile.close()\n", "\n", "# this displays the minutes used\n", "print(\"\\nThis took %s minutes.\" % ((time.time() - start_time)/60))\n", "\n", "print('-'*40)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "selected_attr = []\n", "with open('tweet_json.txt', 'r') as json_file:\n", " for line in json_file:\n", " json_data = json.loads(line)\n", " try:\n", " t_url = json_data['entities']['media'][0]['expanded_url']\n", " except Exception as e:\n", " t_url = \"\"\n", " selected_attr.append({'tweet_id': json_data['id'],\n", " 'favorite_count': json_data['favorite_count'],\n", " 'retweet_count': json_data['retweet_count'],\n", " 'created_at': json_data['created_at'],\n", " 'expanded_url': t_url})" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "twitter_counts = pd.DataFrame(list(selected_attr), columns=['tweet_id',\n", " 'favorite_count',\n", " 'retweet_count',\n", " 'created_at',\n", " 'expanded_url'\n", " ])" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "# drop timestamp and expanded_url columns\n", "twitter_counts.drop(['created_at', 'expanded_url'], axis= 1, inplace=True)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idfavorite_countretweet_count
count2.331000e+032331.0000002331.000000
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" ], "text/plain": [ " tweet_id favorite_count retweet_count\n", "count 2.331000e+03 2331.000000 2331.000000\n", "mean 7.419079e+17 7502.386529 2677.200343\n", "std 6.823170e+16 11645.561232 4526.929642\n", "min 6.660209e+17 0.000000 1.000000\n", "25% 6.782670e+17 1305.500000 542.000000\n", "50% 7.182469e+17 3263.000000 1254.000000\n", "75% 7.986692e+17 9189.000000 3112.500000\n", "max 8.924206e+17 154886.000000 76957.000000" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_counts.describe()" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idfavorite_countretweet_count
0892420643555336193359107627
1892177421306343426309905644
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" ], "text/plain": [ " tweet_id favorite_count retweet_count\n", "0 892420643555336193 35910 7627\n", "1 892177421306343426 30990 5644\n", "2 891815181378084864 23313 3739\n", "3 891689557279858688 39182 7787\n", "4 891327558926688256 37445 8393" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.set_option('display.max_colwidth', 100)\n", "twitter_counts.head()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "tweet_id int64\n", "favorite_count int64\n", "retweet_count int64\n", "dtype: object" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_counts.dtypes" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(numpy.int64, numpy.int64)" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(twitter_counts['retweet_count'][0]), type(twitter_counts['favorite_count'][0])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## 3. Assess data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3 (A) Assess Data: twitter_archive" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now assess the twitter_archive dataset" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2356, 17)" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive.shape" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idin_reply_to_status_idin_reply_to_user_idtimestampsourcetextretweeted_status_idretweeted_status_user_idretweeted_status_timestampexpanded_urlsrating_numeratorrating_denominatornamedoggoflooferpupperpuppo
0892420643555336193NaNNaN2017-08-01 16:23:56 +0000<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t....NaNNaNNaNhttps://twitter.com/dog_rates/status/892420643555336193/photo/11310PhineasNoneNoneNoneNone
1892177421306343426NaNNaN2017-08-01 00:17:27 +0000<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Tilly. She's just checking pup on you. Hopes you're doing ok. If not, she's available fo...NaNNaNNaNhttps://twitter.com/dog_rates/status/892177421306343426/photo/11310TillyNoneNoneNoneNone
2891815181378084864NaNNaN2017-07-31 00:18:03 +0000<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Archie. He is a rare Norwegian Pouncing Corgo. Lives in the tall grass. You never know w...NaNNaNNaNhttps://twitter.com/dog_rates/status/891815181378084864/photo/11210ArchieNoneNoneNoneNone
3891689557279858688NaNNaN2017-07-30 15:58:51 +0000<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Darla. She commenced a snooze mid meal. 13/10 happens to the best of us https://t.co/tD3...NaNNaNNaNhttps://twitter.com/dog_rates/status/891689557279858688/photo/11310DarlaNoneNoneNoneNone
4891327558926688256NaNNaN2017-07-29 16:00:24 +0000<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Franklin. He would like you to stop calling him \"cute.\" He is a very fierce shark and sh...NaNNaNNaNhttps://twitter.com/dog_rates/status/891327558926688256/photo/1,https://twitter.com/dog_rates/st...1210FranklinNoneNoneNoneNone
\n", "
" ], "text/plain": [ " tweet_id in_reply_to_status_id in_reply_to_user_id \\\n", "0 892420643555336193 NaN NaN \n", "1 892177421306343426 NaN NaN \n", "2 891815181378084864 NaN NaN \n", "3 891689557279858688 NaN NaN \n", "4 891327558926688256 NaN NaN \n", "\n", " timestamp \\\n", "0 2017-08-01 16:23:56 +0000 \n", "1 2017-08-01 00:17:27 +0000 \n", "2 2017-07-31 00:18:03 +0000 \n", "3 2017-07-30 15:58:51 +0000 \n", "4 2017-07-29 16:00:24 +0000 \n", "\n", " source \\\n", "0 Twitter for iPhone \n", "1 Twitter for iPhone \n", "2 Twitter for iPhone \n", "3 Twitter for iPhone \n", "4 Twitter for iPhone \n", "\n", " text \\\n", "0 This is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t.... \n", "1 This is Tilly. She's just checking pup on you. Hopes you're doing ok. If not, she's available fo... \n", "2 This is Archie. He is a rare Norwegian Pouncing Corgo. Lives in the tall grass. You never know w... \n", "3 This is Darla. She commenced a snooze mid meal. 13/10 happens to the best of us https://t.co/tD3... \n", "4 This is Franklin. He would like you to stop calling him \"cute.\" He is a very fierce shark and sh... \n", "\n", " retweeted_status_id retweeted_status_user_id retweeted_status_timestamp \\\n", "0 NaN NaN NaN \n", "1 NaN NaN NaN \n", "2 NaN NaN NaN \n", "3 NaN NaN NaN \n", "4 NaN NaN NaN \n", "\n", " expanded_urls \\\n", "0 https://twitter.com/dog_rates/status/892420643555336193/photo/1 \n", "1 https://twitter.com/dog_rates/status/892177421306343426/photo/1 \n", "2 https://twitter.com/dog_rates/status/891815181378084864/photo/1 \n", "3 https://twitter.com/dog_rates/status/891689557279858688/photo/1 \n", "4 https://twitter.com/dog_rates/status/891327558926688256/photo/1,https://twitter.com/dog_rates/st... \n", "\n", " rating_numerator rating_denominator name doggo floofer pupper puppo \n", "0 13 10 Phineas None None None None \n", "1 13 10 Tilly None None None None \n", "2 12 10 Archie None None None None \n", "3 13 10 Darla None None None None \n", "4 12 10 Franklin None None None None " ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive.head()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 2356 entries, 0 to 2355\n", "Data columns (total 17 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2356 non-null int64 \n", " 1 in_reply_to_status_id 78 non-null float64\n", " 2 in_reply_to_user_id 78 non-null float64\n", " 3 timestamp 2356 non-null object \n", " 4 source 2356 non-null object \n", " 5 text 2356 non-null object \n", " 6 retweeted_status_id 181 non-null float64\n", " 7 retweeted_status_user_id 181 non-null float64\n", " 8 retweeted_status_timestamp 181 non-null object \n", " 9 expanded_urls 2297 non-null object \n", " 10 rating_numerator 2356 non-null int64 \n", " 11 rating_denominator 2356 non-null int64 \n", " 12 name 2356 non-null object \n", " 13 doggo 2356 non-null object \n", " 14 floofer 2356 non-null object \n", " 15 pupper 2356 non-null object \n", " 16 puppo 2356 non-null object \n", "dtypes: float64(4), int64(3), object(10)\n", "memory usage: 313.0+ KB\n" ] } ], "source": [ "twitter_archive.info()" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "59" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# there are 59 rows with Null values\n", "twitter_archive.expanded_urls.isnull().sum() " ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "None 2099\n", "pupper 257\n", "Name: pupper, dtype: int64" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive.pupper.value_counts()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now explore the ***rating_numerator*** value of dogs" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "12 558\n", "11 464\n", "10 461\n", "13 351\n", "9 158\n", "8 102\n", "7 55\n", "14 54\n", "5 37\n", "6 32\n", "3 19\n", "4 17\n", "1 9\n", "2 9\n", "420 2\n", "0 2\n", "15 2\n", "75 2\n", "80 1\n", "20 1\n", "24 1\n", "26 1\n", "44 1\n", "50 1\n", "60 1\n", "165 1\n", "84 1\n", "88 1\n", "144 1\n", "182 1\n", "143 1\n", "666 1\n", "960 1\n", "1776 1\n", "17 1\n", "27 1\n", "45 1\n", "99 1\n", "121 1\n", "204 1\n", "Name: rating_numerator, dtype: int64" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# there questionable high scores (420, 1776, ..), might point to presence of dirty data\n", "twitter_archive['rating_numerator'].value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us zoom these corresponding data and examine them more closely" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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in_reply_to_status_idtextrating_numeratorrating_denominator
1888.558616e+17@dhmontgomery We also gave snoop dogg a 420/10 but I think that predated your research42010
1898.558585e+17@s8n You tried very hard to portray this good boy as not so good, but you have ultimately failed. His goodness shines through. 666/1066610
2908.381455e+17@markhoppus 182/1018210
3138.352460e+17@jonnysun @Lin_Manuel ok jomny I know you're excited but 960/00 isn't a valid rating, 13/10 is tho9600
340NaNRT @dog_rates: This is Logan, the Chow who lived. He solemnly swears he's up to lots of good. H*ckin magical af 9.75/10 https://t.co/yBO5wu…7510
433NaNThe floofs have been released I repeat the floofs have been released. 84/70 https://t.co/NIYC820tmd8470
516NaNMeet Sam. She smiles 24/7 &amp; secretly aspires to be a reindeer. \\nKeep Sam smiling by clicking and sharing this link:\\nhttps://t.co/98tB8y7y7t https://t.co/LouL5vdvxx247
695NaNThis is Logan, the Chow who lived. He solemnly swears he's up to lots of good. H*ckin magical af 9.75/10 https://t.co/yBO5wuqaPS7510
763NaNThis is Sophie. She's a Jubilant Bush Pupper. Super h*ckin rare. Appears at random just to smile at the locals. 11.27/10 would smile back https://t.co/QFaUiIHxHq2710
902NaNWhy does this never happen at my front door... 165/150 https://t.co/HmwrdfEfUE165150
979NaNThis is Atticus. He's quite simply America af. 1776/10 https://t.co/GRXwMxLBkh177610
1120NaNSay hello to this unbelievably well behaved squad of doggos. 204/170 would try to pet all at once https://t.co/yGQI3He3xv204170
1202NaNThis is Bluebert. He just saw that both #FinalFur match ups are split 50/50. Amazed af. 11/10 https://t.co/Kky1DPG4iq5050
1228NaNHappy Saturday here's 9 puppers on a bench. 99/90 good work everybody https://t.co/mpvaVxKmc19990
1254NaNHere's a brigade of puppers. All look very prepared for whatever happens next. 80/80 https://t.co/0eb7R1Om128080
1274NaNFrom left to right:\\nCletus, Jerome, Alejandro, Burp, &amp; Titson\\nNone know where camera is. 45/50 would hug all at once https://t.co/sedre1ivTK4550
1351NaNHere is a whole flock of puppers. 60/50 I'll take the lot https://t.co/9dpcw6MdWa6050
1433NaNHappy Wednesday here's a bucket of pups. 44/40 would pet all at once https://t.co/HppvrYuamZ4440
16346.842229e+17Two sneaky puppers were not initially seen, moving the rating to 143/130. Please forgive us. Thank you https://t.co/kRK51Y5ac3143130
1635NaNSomeone help the girl is being mugged. Several are distracting her while two steal her shoes. Clever puppers 121/110 https://t.co/1zfnTJLt55121110
1712NaNHere we have uncovered an entire battalion of holiday puppers. Average of 11.26/10 https://t.co/eNm2S6p9BD2610
1779NaNIT'S PUPPERGEDDON. Total of 144/120 ...I think https://t.co/ZanVtAtvIq144120
1843NaNHere we have an entire platoon of puppers. Total score: 88/80 would pet all at once https://t.co/y93p6FLvVw8880
2074NaNAfter so many requests... here you go.\\n\\nGood dogg. 420/10 https://t.co/yfAAo1gdeY42010
\n", "
" ], "text/plain": [ " in_reply_to_status_id \\\n", "188 8.558616e+17 \n", "189 8.558585e+17 \n", "290 8.381455e+17 \n", "313 8.352460e+17 \n", "340 NaN \n", "433 NaN \n", "516 NaN \n", "695 NaN \n", "763 NaN \n", "902 NaN \n", "979 NaN \n", "1120 NaN \n", "1202 NaN \n", "1228 NaN \n", "1254 NaN \n", "1274 NaN \n", "1351 NaN \n", "1433 NaN \n", "1634 6.842229e+17 \n", "1635 NaN \n", "1712 NaN \n", "1779 NaN \n", "1843 NaN \n", "2074 NaN \n", "\n", " text \\\n", "188 @dhmontgomery We also gave snoop dogg a 420/10 but I think that predated your research \n", "189 @s8n You tried very hard to portray this good boy as not so good, but you have ultimately failed. His goodness shines through. 666/10 \n", "290 @markhoppus 182/10 \n", "313 @jonnysun @Lin_Manuel ok jomny I know you're excited but 960/00 isn't a valid rating, 13/10 is tho \n", "340 RT @dog_rates: This is Logan, the Chow who lived. He solemnly swears he's up to lots of good. H*ckin magical af 9.75/10 https://t.co/yBO5wu… \n", "433 The floofs have been released I repeat the floofs have been released. 84/70 https://t.co/NIYC820tmd \n", "516 Meet Sam. She smiles 24/7 & secretly aspires to be a reindeer. \\nKeep Sam smiling by clicking and sharing this link:\\nhttps://t.co/98tB8y7y7t https://t.co/LouL5vdvxx \n", "695 This is Logan, the Chow who lived. He solemnly swears he's up to lots of good. H*ckin magical af 9.75/10 https://t.co/yBO5wuqaPS \n", "763 This is Sophie. She's a Jubilant Bush Pupper. Super h*ckin rare. Appears at random just to smile at the locals. 11.27/10 would smile back https://t.co/QFaUiIHxHq \n", "902 Why does this never happen at my front door... 165/150 https://t.co/HmwrdfEfUE \n", "979 This is Atticus. He's quite simply America af. 1776/10 https://t.co/GRXwMxLBkh \n", "1120 Say hello to this unbelievably well behaved squad of doggos. 204/170 would try to pet all at once https://t.co/yGQI3He3xv \n", "1202 This is Bluebert. He just saw that both #FinalFur match ups are split 50/50. Amazed af. 11/10 https://t.co/Kky1DPG4iq \n", "1228 Happy Saturday here's 9 puppers on a bench. 99/90 good work everybody https://t.co/mpvaVxKmc1 \n", "1254 Here's a brigade of puppers. All look very prepared for whatever happens next. 80/80 https://t.co/0eb7R1Om12 \n", "1274 From left to right:\\nCletus, Jerome, Alejandro, Burp, & Titson\\nNone know where camera is. 45/50 would hug all at once https://t.co/sedre1ivTK \n", "1351 Here is a whole flock of puppers. 60/50 I'll take the lot https://t.co/9dpcw6MdWa \n", "1433 Happy Wednesday here's a bucket of pups. 44/40 would pet all at once https://t.co/HppvrYuamZ \n", "1634 Two sneaky puppers were not initially seen, moving the rating to 143/130. Please forgive us. Thank you https://t.co/kRK51Y5ac3 \n", "1635 Someone help the girl is being mugged. Several are distracting her while two steal her shoes. Clever puppers 121/110 https://t.co/1zfnTJLt55 \n", "1712 Here we have uncovered an entire battalion of holiday puppers. Average of 11.26/10 https://t.co/eNm2S6p9BD \n", "1779 IT'S PUPPERGEDDON. Total of 144/120 ...I think https://t.co/ZanVtAtvIq \n", "1843 Here we have an entire platoon of puppers. Total score: 88/80 would pet all at once https://t.co/y93p6FLvVw \n", "2074 After so many requests... here you go.\\n\\nGood dogg. 420/10 https://t.co/yfAAo1gdeY \n", "\n", " rating_numerator rating_denominator \n", "188 420 10 \n", "189 666 10 \n", "290 182 10 \n", "313 960 0 \n", "340 75 10 \n", "433 84 70 \n", "516 24 7 \n", "695 75 10 \n", "763 27 10 \n", "902 165 150 \n", "979 1776 10 \n", "1120 204 170 \n", "1202 50 50 \n", "1228 99 90 \n", "1254 80 80 \n", "1274 45 50 \n", "1351 60 50 \n", "1433 44 40 \n", "1634 143 130 \n", "1635 121 110 \n", "1712 26 10 \n", "1779 144 120 \n", "1843 88 80 \n", "2074 420 10 " ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display numerators valueslarger than 20\n", "pd.options.display.max_colwidth = 250\n", "twitter_archive [['in_reply_to_status_id', 'text', 'rating_numerator', 'rating_denominator']] [twitter_archive['rating_numerator'] > 20 ]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Displayed information above points to two main issues: " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " - #### high subjective rating or insufficient rater's knowledge about the governing rules of WeRateDogs program \n", " - high subjective rating by rater (index 978 with huge score of 1776/10 (...due to American flag around his neck..) also indexes, 189, 2074, \n", " - rater's unawareness about what WeRateDogs program does (We also gavesnoop dogg a 420/10..)\n", " \n", "- #### but also substantial errors due to \n", " - value extracted from non-score part of the tweet text (index 516)\n", " - wrong capture of decimal parts ( e.g. index 340 instead of 9.75/10, 75/10 is extracted, check also indexes 340, 695, 763, 1712)\n", " \n", " - indexes 188, 189, 290, 313, 1634 are caused by reply text (detected through column 2, where their values are Non NaN)\n", " - indexes 1843, 1635 are explained by rating denominator value (rating denominator multipied by # of dogs)\n", " \n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us examine why rating_numerator value are < 10" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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in_reply_to_status_idtextrating_numeratorrating_denominator
45NaNThis is Bella. She hopes her smile made you smile. If not, she is also offering you her favorite monkey. 13.5/10 https://t.co/qjrljjt948510
229NaNThis is Jerry. He's doing a distinguished tongue slip. Slightly patronizing tbh. You think you're better than us, Jerry? 6/10 hold me back https://t.co/DkOBbwulw1610
315NaNWhen you're so blinded by your systematic plagiarism that you forget what day it is. 0/10 https://t.co/YbEJPkg4Ag010
3878.265984e+17I was going to do 007/10, but the joke wasn't worth the &lt;10 rating710
462NaNRT @dog_rates: Meet Herschel. He's slightly bigger than ur average pupper. Looks lonely. Could probably ride 7/10 would totally pet https:/…710
485NaNRT @dog_rates: Meet Beau &amp; Wilbur. Wilbur stole Beau's bed from him. Wilbur now has so much room for activities. 9/10 for both pups https:/…910
599NaNRT @dog_rates: Here we see a rare pouched pupper. Ample storage space. Looks alert. Jumps at random. Kicked open that door. 8/10 https://t.…810
605NaNRT @dog_rates: Not familiar with this breed. No tail (weird). Only 2 legs. Doesn't bark. Surprisingly quick. Shits eggs. 1/10 https://t.co/…110
730NaNWho keeps sending in pictures without dogs in them? This needs to stop. 5/10 for the mediocre road https://t.co/ELqelxWMrC510
745NaNRT @dog_rates: This is Hank. He's mischievous af. Doesn't even know what he was trying to do here. 8/10 quit the shit Hank damn https://t.c…810
764NaNRT @dog_rates: Meet Gerald. He's a fairly exotic doggo. Floofy af. Inadequate knees tho. Self conscious about large forehead. 8/10 https://…810
765NaNThis is Wesley. He's clearly trespassing. Seems rather h*ckin violent too. Weaponized forehead. 3/10 wouldn't let in https://t.co/pL7wbMRW7M310
784NaNRT @dog_rates: After so many requests, this is Bretagne. She was the last surviving 9/11 search dog, and our second ever 14/10. RIP https:/…911
814NaNAnother pic without a dog in it? What am I supposed to do? Rate the carpet? Fine I will. 7/10 looks adequately comfy https://t.co/OJZQ6I4gGd710
835NaNMeet Gerald. He's a fairly exotic doggo. Floofy af. Inadequate knees tho. Self conscious about large forehead. 8/10 https://t.co/WmczvjCWJq810
845NaNThis is Shadoe. Her tongue flies out of her mouth at random. Can't have a serious conversation with her. 9/10 https://t.co/Tytt15VquG910
859NaNThis is Clark. He collects teddy bears. It's absolutely h*ckin horrifying. 8/10 please stop this Clark https://t.co/EDMcwt86fU810
860NaNRT @dog_rates: Meet Eve. She's a raging alcoholic 8/10 (would b 11/10 but pupper alcoholism is a tragic issue that I can't condone) https:/…810
883NaNThis is Fido. He can tell the weather. Not good at fetch tho. Never comes when called. 4/10 would probably still pet https://t.co/4gOv2Q3iKP410
896NaNMeet Toby. He has a drinking problem. Inflatable marijuana plant in the back is also not a good look. 7/10 cmon Toby https://t.co/Cim4DSj6Oi710
\n", "
" ], "text/plain": [ " in_reply_to_status_id \\\n", "45 NaN \n", "229 NaN \n", "315 NaN \n", "387 8.265984e+17 \n", "462 NaN \n", "485 NaN \n", "599 NaN \n", "605 NaN \n", "730 NaN \n", "745 NaN \n", "764 NaN \n", "765 NaN \n", "784 NaN \n", "814 NaN \n", "835 NaN \n", "845 NaN \n", "859 NaN \n", "860 NaN \n", "883 NaN \n", "896 NaN \n", "\n", " text \\\n", "45 This is Bella. She hopes her smile made you smile. If not, she is also offering you her favorite monkey. 13.5/10 https://t.co/qjrljjt948 \n", "229 This is Jerry. He's doing a distinguished tongue slip. Slightly patronizing tbh. You think you're better than us, Jerry? 6/10 hold me back https://t.co/DkOBbwulw1 \n", "315 When you're so blinded by your systematic plagiarism that you forget what day it is. 0/10 https://t.co/YbEJPkg4Ag \n", "387 I was going to do 007/10, but the joke wasn't worth the <10 rating \n", "462 RT @dog_rates: Meet Herschel. He's slightly bigger than ur average pupper. Looks lonely. Could probably ride 7/10 would totally pet https:/… \n", "485 RT @dog_rates: Meet Beau & Wilbur. Wilbur stole Beau's bed from him. Wilbur now has so much room for activities. 9/10 for both pups https:/… \n", "599 RT @dog_rates: Here we see a rare pouched pupper. Ample storage space. Looks alert. Jumps at random. Kicked open that door. 8/10 https://t.… \n", "605 RT @dog_rates: Not familiar with this breed. No tail (weird). Only 2 legs. Doesn't bark. Surprisingly quick. Shits eggs. 1/10 https://t.co/… \n", "730 Who keeps sending in pictures without dogs in them? This needs to stop. 5/10 for the mediocre road https://t.co/ELqelxWMrC \n", "745 RT @dog_rates: This is Hank. He's mischievous af. Doesn't even know what he was trying to do here. 8/10 quit the shit Hank damn https://t.c… \n", "764 RT @dog_rates: Meet Gerald. He's a fairly exotic doggo. Floofy af. Inadequate knees tho. Self conscious about large forehead. 8/10 https://… \n", "765 This is Wesley. He's clearly trespassing. Seems rather h*ckin violent too. Weaponized forehead. 3/10 wouldn't let in https://t.co/pL7wbMRW7M \n", "784 RT @dog_rates: After so many requests, this is Bretagne. She was the last surviving 9/11 search dog, and our second ever 14/10. RIP https:/… \n", "814 Another pic without a dog in it? What am I supposed to do? Rate the carpet? Fine I will. 7/10 looks adequately comfy https://t.co/OJZQ6I4gGd \n", "835 Meet Gerald. He's a fairly exotic doggo. Floofy af. Inadequate knees tho. Self conscious about large forehead. 8/10 https://t.co/WmczvjCWJq \n", "845 This is Shadoe. Her tongue flies out of her mouth at random. Can't have a serious conversation with her. 9/10 https://t.co/Tytt15VquG \n", "859 This is Clark. He collects teddy bears. It's absolutely h*ckin horrifying. 8/10 please stop this Clark https://t.co/EDMcwt86fU \n", "860 RT @dog_rates: Meet Eve. She's a raging alcoholic 8/10 (would b 11/10 but pupper alcoholism is a tragic issue that I can't condone) https:/… \n", "883 This is Fido. He can tell the weather. Not good at fetch tho. Never comes when called. 4/10 would probably still pet https://t.co/4gOv2Q3iKP \n", "896 Meet Toby. He has a drinking problem. Inflatable marijuana plant in the back is also not a good look. 7/10 cmon Toby https://t.co/Cim4DSj6Oi \n", "\n", " rating_numerator rating_denominator \n", "45 5 10 \n", "229 6 10 \n", "315 0 10 \n", "387 7 10 \n", "462 7 10 \n", "485 9 10 \n", "599 8 10 \n", "605 1 10 \n", "730 5 10 \n", "745 8 10 \n", "764 8 10 \n", "765 3 10 \n", "784 9 11 \n", "814 7 10 \n", "835 8 10 \n", "845 9 10 \n", "859 8 10 \n", "860 8 10 \n", "883 4 10 \n", "896 7 10 " ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive [['in_reply_to_status_id', 'text', 'rating_numerator', 'rating_denominator']] [twitter_archive['rating_numerator'] < 10 ] .iloc[:20]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Displayed information above points to two main causes" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " #### low rating_numerator (< 10) caused by:\n", "- #### rater's perception that might move in less positive direction or the rators unawareness of rules of the WeRateDogs: \n", " - systematic plagiarism: index 315 (dog with 0 rating). Check also indexes 605, 745, 765, 859, 860, 883 and 896\n", " - apparently due to rater's unawareness of the unique rating system WeRateDogs ( >=10).\n", " Look at indexes 730, 814, 835\n", " \n", "- #### but also due to extraction errors:\n", " - wrong extraction: indexes 859, 845, 814, 764 \n", " - by float number wrongly exacted (index 45 caused by the score 5 based being cut off form the decimal part of 13.5\n", " - wrong capture of non-score part of tweet text (indexes 784, 860) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now explore the rating_denominator" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "10 2333\n", "11 3\n", "50 3\n", "80 2\n", "20 2\n", "2 1\n", "16 1\n", "40 1\n", "70 1\n", "15 1\n", "90 1\n", "110 1\n", "120 1\n", "130 1\n", "150 1\n", "170 1\n", "7 1\n", "0 1\n", "Name: rating_denominator, dtype: int64" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#observe the distribution of values 10\n", "twitter_archive.rating_denominator.value_counts()" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "23" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# display row value not not not equal 10\n", "twitter_archive.tweet_id[twitter_archive['rating_denominator'] != 10].count()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us zoom to ascertain why denominator_rating are < 10" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
in_reply_to_status_idtextrating_numeratorrating_denominator
3138.352460e+17@jonnysun @Lin_Manuel ok jomny I know you're excited but 960/00 isn't a valid rating, 13/10 is tho9600
516NaNMeet Sam. She smiles 24/7 &amp; secretly aspires to be a reindeer. \\nKeep Sam smiling by clicking and sharing this link:\\nhttps://t.co/98tB8y7y7t https://t.co/LouL5vdvxx247
2335NaNThis is an Albanian 3 1/2 legged Episcopalian. Loves well-polished hardwood flooring. Penis on the collar. 9/10 https://t.co/d9NcXFKwLv12
\n", "
" ], "text/plain": [ " in_reply_to_status_id \\\n", "313 8.352460e+17 \n", "516 NaN \n", "2335 NaN \n", "\n", " text \\\n", "313 @jonnysun @Lin_Manuel ok jomny I know you're excited but 960/00 isn't a valid rating, 13/10 is tho \n", "516 Meet Sam. She smiles 24/7 & secretly aspires to be a reindeer. \\nKeep Sam smiling by clicking and sharing this link:\\nhttps://t.co/98tB8y7y7t https://t.co/LouL5vdvxx \n", "2335 This is an Albanian 3 1/2 legged Episcopalian. Loves well-polished hardwood flooring. Penis on the collar. 9/10 https://t.co/d9NcXFKwLv \n", "\n", " rating_numerator rating_denominator \n", "313 960 0 \n", "516 24 7 \n", "2335 1 2 " ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# pd.options.display.max_colwidth = 300\n", "twitter_archive [['in_reply_to_status_id', 'text', 'rating_numerator', 'rating_denominator']] [twitter_archive['rating_denominator'] < 10 ] .iloc[:20]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Causes of rating_denominator < 10\n", " - #### by reply message\n", " - indexes 313\n", " - #### by extraction errors\n", " - index 516, 2335\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us explore quality of the naming of the dogs:" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "a 55\n", "the 8\n", "an 7\n", "very 5\n", "quite 4\n", "just 4\n", "one 4\n", "not 2\n", "mad 2\n", "getting 2\n", "actually 2\n", "old 1\n", "officially 1\n", "space 1\n", "by 1\n", "unacceptable 1\n", "this 1\n", "infuriating 1\n", "all 1\n", "such 1\n", "his 1\n", "life 1\n", "my 1\n", "incredibly 1\n", "light 1\n", "Name: name, dtype: int64" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# significant number of names do not start with Capital letter\n", "twitter_archive[twitter_archive.name.str.islower()].name.value_counts()" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "a 55\n", "the 8\n", "an 7\n", "one 4\n", "not 2\n", "mad 2\n", "my 1\n", "by 1\n", "old 1\n", "his 1\n", "all 1\n", "Name: name, dtype: int64" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#we query on both lowercase and string length:\n", "pd.set_option('display.max.rows', 300)\n", "twitter_archive['name_length'] = twitter_archive.name.str.len()\n", "twitter_archive['lowercase_name'] = twitter_archive.name.str.islower()\n", "\n", "twitter_archive[['name','name_length','text','in_reply_to_status_id','retweeted_status_id','lowercase_name']].query('name_length <4 and lowercase_name == True')['name'].value_counts()" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "O 1\n", "JD 1\n", "Name: name, dtype: int64" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# names bearing with only capital letters\n", "twitter_archive[twitter_archive.name.str.isupper()].name.value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us ascertain how well dogs are classified to dog stage:" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "460 817777686764523521\n", "531 808106460588765185\n", "565 802265048156610565\n", "575 801115127852503040\n", "705 785639753186217984\n", "733 781308096455073793\n", "778 775898661951791106\n", "822 770093767776997377\n", "889 759793422261743616\n", "956 751583847268179968\n", "1063 741067306818797568\n", "1113 733109485275860992\n", "Name: tweet_id, dtype: int64" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# here we observe that dogs are assigned to multiple dog stages\n", "twitter_archive.query('doggo == \"doggo\" and pupper == \"pupper\"')['tweet_id']" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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flooferpupperpupponame_lengthlowercase_name
460NonepupperNone4False
531NonepupperNone4False
565NonepupperNone4False
575NonepupperNone5False
705NonepupperNone5False
733NonepupperNone4False
778NonepupperNone4False
822NonepupperNone4True
889NonepupperNone6False
956NonepupperNone4False
1063NonepupperNone4True
1113NonepupperNone4False
\n", "
" ], "text/plain": [ " floofer pupper puppo name_length lowercase_name\n", "460 None pupper None 4 False\n", "531 None pupper None 4 False\n", "565 None pupper None 4 False\n", "575 None pupper None 5 False\n", "705 None pupper None 5 False\n", "733 None pupper None 4 False\n", "778 None pupper None 4 False\n", "822 None pupper None 4 True\n", "889 None pupper None 6 False\n", "956 None pupper None 4 False\n", "1063 None pupper None 4 True\n", "1113 None pupper None 4 False" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# create a mask with selection of rows to identify multiple stage classification:\n", "mask = twitter_archive.query('doggo == \"doggo\" and pupper == \"pupper\"') .iloc[:,-5:]\n", "mask" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "There are 12 rows with both doggo and floofer filled in as dog stage\n" ] } ], "source": [ "print('There are', mask.shape[0],'rows with both doggo and floofer filled in as dog stage')" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "None 745\n", "a 55\n", "Charlie 12\n", "Oliver 11\n", "Lucy 11\n", " ... \n", "Ralphson 1\n", "Lipton 1\n", "Franq 1\n", "Tess 1\n", "Bertson 1\n", "Name: name, Length: 957, dtype: int64" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive.name.value_counts()" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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doggoflooferpupperpupponame_lengthlowercase_name
0NoneNoneNoneNone7False
1NoneNoneNoneNone5False
2NoneNoneNoneNone6False
3NoneNoneNoneNone5False
4NoneNoneNoneNone8False
\n", "
" ], "text/plain": [ " doggo floofer pupper puppo name_length lowercase_name\n", "0 None None None None 7 False\n", "1 None None None None 5 False\n", "2 None None None None 6 False\n", "3 None None None None 5 False\n", "4 None None None None 8 False" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "no_class_dogs = twitter_archive.query('doggo == \"None\" and pupper == \"None\" and floofer == \"None\" and puppo == \"None\"').iloc[:,-6:]\n", "no_class_dogs.head()" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Interestingly we see that there are huge WeRate_Dogs tweet that have no class assigned: 0.8387096774193549\n" ] } ], "source": [ "print('Interestingly we see that there are huge WeRate_Dogs tweet that have no class assigned:', no_class_dogs.shape[0] / twitter_archive.shape[0])" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we check if there are duplicate tweet_ids:\n", "twitter_archive.tweet_id[twitter_archive.tweet_id.duplicated()].count()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3 (B) Assess image predictions file (twitter_images)" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idjpg_urlimg_nump1p1_confp1_dogp2p2_confp2_dogp3p3_confp3_dog
0666020888022790149https://pbs.twimg.com/media/CT4udn0WwAA0aMy.jpg1Welsh_springer_spaniel0.465074Truecollie0.156665TrueShetland_sheepdog0.061428True
1666029285002620928https://pbs.twimg.com/media/CT42GRgUYAA5iDo.jpg1redbone0.506826Trueminiature_pinscher0.074192TrueRhodesian_ridgeback0.072010True
2666033412701032449https://pbs.twimg.com/media/CT4521TWwAEvMyu.jpg1German_shepherd0.596461Truemalinois0.138584Truebloodhound0.116197True
3666044226329800704https://pbs.twimg.com/media/CT5Dr8HUEAA-lEu.jpg1Rhodesian_ridgeback0.408143Trueredbone0.360687Trueminiature_pinscher0.222752True
4666049248165822465https://pbs.twimg.com/media/CT5IQmsXIAAKY4A.jpg1miniature_pinscher0.560311TrueRottweiler0.243682TrueDoberman0.154629True
5666050758794694657https://pbs.twimg.com/media/CT5Jof1WUAEuVxN.jpg1Bernese_mountain_dog0.651137TrueEnglish_springer0.263788TrueGreater_Swiss_Mountain_dog0.016199True
6666051853826850816https://pbs.twimg.com/media/CT5KoJ1WoAAJash.jpg1box_turtle0.933012Falsemud_turtle0.045885Falseterrapin0.017885False
7666055525042405380https://pbs.twimg.com/media/CT5N9tpXIAAifs1.jpg1chow0.692517TrueTibetan_mastiff0.058279Truefur_coat0.054449False
8666057090499244032https://pbs.twimg.com/media/CT5PY90WoAAQGLo.jpg1shopping_cart0.962465Falseshopping_basket0.014594Falsegolden_retriever0.007959True
9666058600524156928https://pbs.twimg.com/media/CT5Qw94XAAA_2dP.jpg1miniature_poodle0.201493Truekomondor0.192305Truesoft-coated_wheaten_terrier0.082086True
10666063827256086533https://pbs.twimg.com/media/CT5Vg_wXIAAXfnj.jpg1golden_retriever0.775930TrueTibetan_mastiff0.093718TrueLabrador_retriever0.072427True
11666071193221509120https://pbs.twimg.com/media/CT5cN_3WEAAlOoZ.jpg1Gordon_setter0.503672TrueYorkshire_terrier0.174201TruePekinese0.109454True
12666073100786774016https://pbs.twimg.com/media/CT5d9DZXAAALcwe.jpg1Walker_hound0.260857TrueEnglish_foxhound0.175382TrueIbizan_hound0.097471True
13666082916733198337https://pbs.twimg.com/media/CT5m4VGWEAAtKc8.jpg1pug0.489814Truebull_mastiff0.404722TrueFrench_bulldog0.048960True
14666094000022159362https://pbs.twimg.com/media/CT5w9gUW4AAsBNN.jpg1bloodhound0.195217TrueGerman_shepherd0.078260Truemalinois0.075628True
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" ], "text/plain": [ " tweet_id jpg_url \\\n", "0 666020888022790149 https://pbs.twimg.com/media/CT4udn0WwAA0aMy.jpg \n", "1 666029285002620928 https://pbs.twimg.com/media/CT42GRgUYAA5iDo.jpg \n", "2 666033412701032449 https://pbs.twimg.com/media/CT4521TWwAEvMyu.jpg \n", "3 666044226329800704 https://pbs.twimg.com/media/CT5Dr8HUEAA-lEu.jpg \n", "4 666049248165822465 https://pbs.twimg.com/media/CT5IQmsXIAAKY4A.jpg \n", "5 666050758794694657 https://pbs.twimg.com/media/CT5Jof1WUAEuVxN.jpg \n", "6 666051853826850816 https://pbs.twimg.com/media/CT5KoJ1WoAAJash.jpg \n", "7 666055525042405380 https://pbs.twimg.com/media/CT5N9tpXIAAifs1.jpg \n", "8 666057090499244032 https://pbs.twimg.com/media/CT5PY90WoAAQGLo.jpg \n", "9 666058600524156928 https://pbs.twimg.com/media/CT5Qw94XAAA_2dP.jpg \n", "10 666063827256086533 https://pbs.twimg.com/media/CT5Vg_wXIAAXfnj.jpg \n", "11 666071193221509120 https://pbs.twimg.com/media/CT5cN_3WEAAlOoZ.jpg \n", "12 666073100786774016 https://pbs.twimg.com/media/CT5d9DZXAAALcwe.jpg \n", "13 666082916733198337 https://pbs.twimg.com/media/CT5m4VGWEAAtKc8.jpg \n", "14 666094000022159362 https://pbs.twimg.com/media/CT5w9gUW4AAsBNN.jpg \n", "\n", " img_num p1 p1_conf p1_dog p2 \\\n", "0 1 Welsh_springer_spaniel 0.465074 True collie \n", "1 1 redbone 0.506826 True miniature_pinscher \n", "2 1 German_shepherd 0.596461 True malinois \n", "3 1 Rhodesian_ridgeback 0.408143 True redbone \n", "4 1 miniature_pinscher 0.560311 True Rottweiler \n", "5 1 Bernese_mountain_dog 0.651137 True English_springer \n", "6 1 box_turtle 0.933012 False mud_turtle \n", "7 1 chow 0.692517 True Tibetan_mastiff \n", "8 1 shopping_cart 0.962465 False shopping_basket \n", "9 1 miniature_poodle 0.201493 True komondor \n", "10 1 golden_retriever 0.775930 True Tibetan_mastiff \n", "11 1 Gordon_setter 0.503672 True Yorkshire_terrier \n", "12 1 Walker_hound 0.260857 True English_foxhound \n", "13 1 pug 0.489814 True bull_mastiff \n", "14 1 bloodhound 0.195217 True German_shepherd \n", "\n", " p2_conf p2_dog p3 p3_conf p3_dog \n", "0 0.156665 True Shetland_sheepdog 0.061428 True \n", "1 0.074192 True Rhodesian_ridgeback 0.072010 True \n", "2 0.138584 True bloodhound 0.116197 True \n", "3 0.360687 True miniature_pinscher 0.222752 True \n", "4 0.243682 True Doberman 0.154629 True \n", "5 0.263788 True Greater_Swiss_Mountain_dog 0.016199 True \n", "6 0.045885 False terrapin 0.017885 False \n", "7 0.058279 True fur_coat 0.054449 False \n", "8 0.014594 False golden_retriever 0.007959 True \n", "9 0.192305 True soft-coated_wheaten_terrier 0.082086 True \n", "10 0.093718 True Labrador_retriever 0.072427 True \n", "11 0.174201 True Pekinese 0.109454 True \n", "12 0.175382 True Ibizan_hound 0.097471 True \n", "13 0.404722 True French_bulldog 0.048960 True \n", "14 0.078260 True malinois 0.075628 True " ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_images.head(15)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 2075 entries, 0 to 2074\n", "Data columns (total 12 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2075 non-null int64 \n", " 1 jpg_url 2075 non-null object \n", " 2 img_num 2075 non-null int64 \n", " 3 p1 2075 non-null object \n", " 4 p1_conf 2075 non-null float64\n", " 5 p1_dog 2075 non-null bool \n", " 6 p2 2075 non-null object \n", " 7 p2_conf 2075 non-null float64\n", " 8 p2_dog 2075 non-null bool \n", " 9 p3 2075 non-null object \n", " 10 p3_conf 2075 non-null float64\n", " 11 p3_dog 2075 non-null bool \n", "dtypes: bool(3), float64(3), int64(2), object(4)\n", "memory usage: 152.1+ KB\n" ] } ], "source": [ "twitter_images.info()" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idimg_nump1_confp2_confp3_conf
count2.075000e+032075.0000002075.0000002.075000e+032.075000e+03
mean7.384514e+171.2038550.5945481.345886e-016.032417e-02
std6.785203e+160.5618750.2711741.006657e-015.090593e-02
min6.660209e+171.0000000.0443331.011300e-081.740170e-10
25%6.764835e+171.0000000.3644125.388625e-021.622240e-02
50%7.119988e+171.0000000.5882301.181810e-014.944380e-02
75%7.932034e+171.0000000.8438551.955655e-019.180755e-02
max8.924206e+174.0000001.0000004.880140e-012.734190e-01
\n", "
" ], "text/plain": [ " tweet_id img_num p1_conf p2_conf p3_conf\n", "count 2.075000e+03 2075.000000 2075.000000 2.075000e+03 2.075000e+03\n", "mean 7.384514e+17 1.203855 0.594548 1.345886e-01 6.032417e-02\n", "std 6.785203e+16 0.561875 0.271174 1.006657e-01 5.090593e-02\n", "min 6.660209e+17 1.000000 0.044333 1.011300e-08 1.740170e-10\n", "25% 6.764835e+17 1.000000 0.364412 5.388625e-02 1.622240e-02\n", "50% 7.119988e+17 1.000000 0.588230 1.181810e-01 4.944380e-02\n", "75% 7.932034e+17 1.000000 0.843855 1.955655e-01 9.180755e-02\n", "max 8.924206e+17 4.000000 1.000000 4.880140e-01 2.734190e-01" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_images.describe ()" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "golden_retriever 150\n", "Labrador_retriever 100\n", "Pembroke 89\n", "Chihuahua 83\n", "pug 57\n", " ... \n", "peacock 1\n", "park_bench 1\n", "panpipe 1\n", "lacewing 1\n", "teapot 1\n", "Name: p1, Length: 378, dtype: int64" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Value counts for different columns\n", "twitter_images['p1'].value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So we see that not only dogs, but also other animals as well as non-animals such as jigsaw_puzzle, Arabian_camel and desktop_computer) are predicted by #1 prediction algorithm" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As the prediction #1 is the best choice, much more worse outcomes are expected for prediction #2 and #3" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['Welsh_springer_spaniel', 'redbone', 'German_shepherd',\n", " 'Rhodesian_ridgeback', 'miniature_pinscher',\n", " 'Bernese_mountain_dog', 'box_turtle', 'chow', 'shopping_cart',\n", " 'miniature_poodle', 'golden_retriever', 'Gordon_setter',\n", " 'Walker_hound', 'pug', 'bloodhound', 'Lhasa', 'English_setter',\n", " 'hen', 'desktop_computer', 'Italian_greyhound', 'Maltese_dog',\n", " 'three-toed_sloth', 'ox', 'malamute', 'guinea_pig',\n", " 'soft-coated_wheaten_terrier', 'Chihuahua',\n", " 'black-and-tan_coonhound', 'coho', 'toy_terrier',\n", " 'Blenheim_spaniel', 'Pembroke', 'llama',\n", " 'Chesapeake_Bay_retriever', 'curly-coated_retriever', 'dalmatian',\n", " 'Ibizan_hound', 'Border_collie', 'Labrador_retriever', 'seat_belt',\n", " 'snail', 'miniature_schnauzer', 'Airedale', 'triceratops', 'swab',\n", " 'hay', 'hyena', 'jigsaw_puzzle', 'West_Highland_white_terrier',\n", " 'toy_poodle', 'giant_schnauzer', 'vizsla', 'vacuum', 'Rottweiler',\n", " 'Siberian_husky', 'teddy', 'papillon', 'Saint_Bernard',\n", " 'porcupine', 'goose', 'Tibetan_terrier', 'borzoi', 'beagle',\n", " 'hare', 'Yorkshire_terrier', 'Pomeranian', 'electric_fan',\n", " 'web_site', 'ibex', 'kuvasz', 'fire_engine', 'lorikeet',\n", " 'flat-coated_retriever', 'toyshop', 'common_iguana',\n", " 'Norwegian_elkhound', 'frilled_lizard', 'leatherback_turtle',\n", " 'hamster', 'Angora', 'Arctic_fox', 'trombone', 'canoe',\n", " 'king_penguin', 'shopping_basket', 'standard_poodle',\n", " 'Staffordshire_bullterrier', 'basenji', 'Lakeland_terrier',\n", " 'American_Staffordshire_terrier', 'bearskin', 'Shih-Tzu',\n", " 'bustard', 'crash_helmet', 'French_bulldog', 'Pekinese',\n", " 'komondor', 'ski_mask', 'malinois', 'kelpie', 'Brittany_spaniel',\n", " 'cocker_spaniel', 'shower_curtain', 'basset', 'jellyfish',\n", " 'doormat', 'Arabian_camel', 'lynx', 'hog', 'comic_book', 'minivan',\n", " 'seashore', 'cuirass', 'Brabancon_griffon', 'candle', 'Eskimo_dog',\n", " 'weasel', 'Christmas_stocking', 'washbasin', 'car_mirror',\n", " 'piggy_bank', 'pot', 'boathouse', 'mud_turtle',\n", " 'German_short-haired_pointer', 'Shetland_sheepdog',\n", " 'Irish_terrier', 'cairn', 'platypus', 'English_springer',\n", " 'whippet', 'ping-pong_ball', 'sea_urchin', 'bow_tie',\n", " 'window_shade', \"jack-o'-lantern\", 'sorrel', 'Sussex_spaniel',\n", " 'peacock', 'axolotl', 'wool', 'banana', 'Dandie_Dinmont',\n", " 'Norwich_terrier', 'wood_rabbit', 'dhole', 'keeshond',\n", " 'Norfolk_terrier', 'lacewing', 'dingo', 'brown_bear',\n", " 'Old_English_sheepdog', 'scorpion', 'flamingo', 'microphone',\n", " 'Samoyed', 'pitcher', 'African_hunting_dog', 'refrigerator',\n", " 'picket_fence', 'tub', 'zebra', 'hermit_crab', 'swing', 'Doberman',\n", " 'park_bench', 'feather_boa', 'Loafer', 'stone_wall', 'ice_bear',\n", " 'prayer_rug', 'chimpanzee', 'china_cabinet', 'bee_eater',\n", " 'tennis_ball', 'carton', 'killer_whale', 'ostrich', 'terrapin',\n", " 'Siamese_cat', 'gondola', 'Great_Pyrenees', 'microwave',\n", " 'starfish', 'sandbar', 'tusker', 'motor_scooter', 'ram',\n", " 'leaf_beetle', 'wombat', 'schipperke', 'Newfoundland',\n", " 'bull_mastiff', 'water_bottle', 'suit', 'toilet_seat', 'collie',\n", " 'robin', 'Cardigan', 'Greater_Swiss_Mountain_dog', 'slug',\n", " 'toilet_tissue', 'acorn_squash', 'soccer_ball',\n", " 'African_crocodile', 'tick', 'ocarina', 'boxer', 'street_sign',\n", " 'bow', 'stove', 'paper_towel', 'upright', 'dough',\n", " 'Scottish_deerhound', 'bath_towel', 'standard_schnauzer',\n", " 'walking_stick', 'Irish_water_spaniel', 'bubble', 'Boston_bull',\n", " 'book_jacket', 'rain_barrel', 'black-footed_ferret', 'guenon',\n", " 'Japanese_spaniel', 'water_buffalo', 'patio', 'cowboy_hat',\n", " 'dogsled', 'maze', 'harp', 'panpipe', 'cash_machine', 'mailbox',\n", " 'wallaby', 'EntleBucher', 'earthstar', 'pillow', 'bluetick',\n", " 'space_heater', 'carousel', 'Irish_setter', 'birdhouse', 'snorkel',\n", " 'bald_eagle', 'koala', 'Leonberg', 'cheetah', 'minibus',\n", " 'Weimaraner', 'clog', 'dishwasher', 'white_wolf', 'sliding_door',\n", " 'damselfly', 'Great_Dane', 'Tibetan_mastiff', 'cheeseburger',\n", " 'fiddler_crab', 'bannister', 'crane', 'Scotch_terrier',\n", " 'snowmobile', 'badger', 'bighorn', 'geyser', 'barrow', 'bison',\n", " 'Mexican_hairless', 'ice_lolly', 'sea_lion', 'dining_table',\n", " 'groenendael', 'Australian_terrier', 'beaver', 'briard',\n", " 'Appenzeller', 'grey_fox', 'mousetrap', 'hippopotamus',\n", " 'Border_terrier', 'hummingbird', 'tailed_frog', 'otter',\n", " 'Egyptian_cat', 'four-poster', 'wild_boar', 'bathtub', 'agama',\n", " 'muzzle', 'hotdog', 'bib', 'espresso', 'timber_wolf', 'meerkat',\n", " 'nail', 'hammer', 'home_theater', 'alp', 'bonnet', 'handkerchief',\n", " 'hand_blower', 'polecat', 'lakeside', 'studio_couch', 'cup',\n", " 'cliff', 'Bedlington_terrier', 'lawn_mower', 'balloon',\n", " 'sunglasses', 'rapeseed', 'traffic_light', 'coil', 'binoculars',\n", " 'paddle', 'tiger_shark', 'sulphur-crested_cockatoo',\n", " 'wire-haired_fox_terrier', 'Saluki', 'American_black_bear',\n", " 'rotisserie', 'conch', 'skunk', 'bookshop', 'radio_telescope',\n", " 'cougar', 'African_grey', 'coral_reef', 'lion', 'maillot',\n", " 'Madagascar_cat', 'tabby', 'silky_terrier', 'giant_panda',\n", " 'long-horned_beetle', 'Afghan_hound', 'clumber', 'sundial',\n", " 'padlock', 'pool_table', 'quilt', 'beach_wagon', 'remote_control',\n", " 'bakery', 'pedestal', 'gas_pump', 'bookcase', 'shield', 'loupe',\n", " 'restaurant', 'prison', 'school_bus', 'cowboy_boot', 'jersey',\n", " 'wooden_spoon', 'leopard', 'mortarboard', 'teapot',\n", " 'military_uniform', 'washer', 'coffee_mug', 'fountain',\n", " 'pencil_box', 'barbell', 'grille', 'revolver', 'envelope',\n", " 'syringe', 'marmot', 'pole', 'laptop', 'basketball', 'tricycle',\n", " 'convertible', 'limousine', 'orange'], dtype=object)" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_images['p1'].unique()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3 (C) Assess twitter_counts table" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Note: This table was quered using tweety on Twitter API" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idfavorite_countretweet_count
0892420643555336193359107627
1892177421306343426309905644
2891815181378084864233133739
3891689557279858688391827787
4891327558926688256374458393
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" ], "text/plain": [ " tweet_id favorite_count retweet_count\n", "0 892420643555336193 35910 7627\n", "1 892177421306343426 30990 5644\n", "2 891815181378084864 23313 3739\n", "3 891689557279858688 39182 7787\n", "4 891327558926688256 37445 8393" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_counts.head(5)" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 2331 entries, 0 to 2330\n", "Data columns (total 3 columns):\n", " # Column Non-Null Count Dtype\n", "--- ------ -------------- -----\n", " 0 tweet_id 2331 non-null int64\n", " 1 favorite_count 2331 non-null int64\n", " 2 retweet_count 2331 non-null int64\n", "dtypes: int64(3)\n", "memory usage: 54.8 KB\n" ] } ], "source": [ "twitter_counts.info()" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
tweet_idfavorite_countretweet_count
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" ], "text/plain": [ "Empty DataFrame\n", "Columns: [tweet_id, favorite_count, retweet_count]\n", "Index: []" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_counts[twitter_counts.duplicated()]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3 (D) Conclusion:\n", "\n", "#### Identified Quality and Tidiness issues" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " #### twitter_archive table\n", "\n", "- tweet_ID, in_reply_to_status_id, in_reply_to_user_id, retweeted_status_id, retweeted_status_user_id should be of object (string) datatype, instead of numeric type (int64 or float64) because they are not suppose to be used in numerical operations\n", "- timestamp and retweeted_status_timestamp should be of date datatype, instead of object. \n", "- vast number of missing values in reply_to_staus_id, in_reply to_users_id, retweeted_status_id, retweeted_status_user_id \n", "- source column have html tags at begining ('')\n", "- table contains rows with reply message in text column, in case of value in_reply_to_staus_id column, but with no value in the columns 'url', 'dogname' and 'dogtype' \n", "- table has rows with retweet message,impling duplicated data. However in case of value in column 'retweeted_status_id', there are no value in the columns 'url', 'dogname' and 'dogtype'.... and this while retweets are not expected to capture scores and create risk of duplicating scores (there are no duplicates of tweet_id identified in twitter_archive table)\n", "- issues expanded_url column:\n", " - 59 NaN values (null items) in expanded_url column\n", " - column 'expanded_urls contains url's in non twitter com domain (eg. https://gofundme.com/ydvmve-surgery-for-jax)\n", " - expanded_urls contains same url multiple times (2,3,)\n", "\n", " \n", "- rating_numerator and rating_denominator\n", " - A huge number of very high (> 50) rating_numerator value occured due wrong extraction:\n", " - case where value extracted from non-score part of the tweet text (index 516)\n", " - case where wrong capture of decimal parts ( e.g. index 340 instead of 9.75/10, 75/10 was extracted) (also: indexes 340, 695, 763, 1712)\n", " - 5 cases cased by reply text(indexes 188, 189, 290, 313, 1634) \n", " - case where several dogs pictured in photo (indexes 1843, 1635 explained by rating denominator value (rating denominator multipied by # of dogs)\n", " - some cases are caused because of selection of animals that are not dogs ( ) \n", " - Note: a handful of cases are caused by raters high subjective rating or unawarness of what WeRateDogs is about and its corresponding rating rules (please refer to index 978 (score of 1776/10, check also indexes 189 and 2074, We also gave snoop dogg a 420/10..)\n", " - Equally, some low (< 10) rating_numerator also occured by wrong extraction\n", " - cases of wrong extraction: indexes 859, 845, 814, 764\n", " - cases of wrong capture of non-score part of tweet text (indexes 784, 860)\n", " - cases of wrong extraction of float number (index 45 caused by the score 5 based being cut off form the decimal part of 13.5\n", " - Note: cases of rater's negative perception (systematic plagiarism: index 315 (dog with 0 rating)) \n", " - Note also: cases of rater's insufficient knowledge about rating rules of WeRateDogs (check indexes 730, 814, 835)\n", " - Furthermore 23 cases exist with rating_denominator values unequal 10. (Note: WeRateDogs rating system does not accept denominators values less (< 10)\n", " - 2 cases of wrong exractration (where denominator value take values 2 (index 2335) and 7 (index 516))\n", " - 1 case resulted via reply message\n", " - cases resulting from serveral dogs pictured in one photo (this explained as rating_numerator value as rating_denominator mupltipied by # of dogs)\n", "- dog names contain values that are not dog names, such 'None', 'a', 'O', 'my' or 'by'\n", " - note: these names are extracted form text fields \n", " - some dog names start with lowercase letters\n", " - even one dog name has only capital letters \n", " - 745 None values captured in column 'name'\n", "- dog stage classification:\n", " - huge number of 'None' values in columns of the 4 dog stage classification namely doggo, pupper, puppo and floofer (should be 'None')\n", " - 1976 rows have no dog stage classification\n", " - several dog stages occur namely 'doggo puppo', 'doggo pupper','doggo floofer', altogether we have 12 rows containing both 'doggo' and 'floffer' filled as dog stage \n", " \n", "#### twitter_images (image prediction table)\n", "\n", "- column names are self unexplanatory (p1, p1, p_conf); eg. p3 predicts the dog class\n", "- value of p1, p2 and p3 (classification of dog breed) have sometimes words with uppercase other times with lowercase, while they refer to same breed category (should be lowercase)\n", "- in additon dog breeds are inconsistently named in p1, p2, p3 columns\n", "- tweet_id is a str. datatype\n", " \n", "#### twitter_counts (Query on API - JSON)\n", "- tweet_id define as int64 must be changed to string object type\n", "- retweet_count and favorite_count are of string datatpye, and should take integer values" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3 (B) Data Tidiness issues" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### *twitter_archive table*:\n", " - The last four columns all relate to same variable (dogoo, floofer, pupper, puppo), can be melted to one column\n", "\n", "#### *twitter_images table*:\n", "- dataset is part of same observational unit as that of archive data table - create one table with all basic information about dog ratings\n", "\n", "#### *twitter_counts table*:\n", "- this dataset is also part of same observational unit as archive data table - create one table with all basic information about dog ratings " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3 (C) Stages in the cleaning process" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "1. twitter_archive_clean: tweet_ID, in_reply_to_status_id, in_reply_to_user_id, retweeted_status_id, retweeted_status_user_id should be of object (string) datatype, instead of numeric type (int64 or float64) because they are not intended to be used in numerical operations \n", "\n", "\n", "2. twitter_archive_clean table: timestamp and retweeted_status_timestamp should be of date datatype, instead of object.\n", "\n", "\n", "3. twitter_archive_clean table: dog names contain values that are not dog names, such 'None', 'a', 'O', 'my' or 'by'\n", " - note: these names are extracted form text fields\n", " \n", " \n", "4. twitter_archive_clean table: several dog stages occur namely \"doggo puppo\", \"doggo pupper\",\"doggo floofer\"\n", "\n", "\n", "5. (a) twitter_archive_clean table: vast number of missing values in reply_to_staus_id, in_reply to_users_id, retweeted_status_id, retweeted_status_user_id\n", "\n", " (b) twitter_archive_clean: table contains rows with reply message in text column but scoring data was wrongly extracted form the text\n", " \n", " \n", "6. twitter_archive_clean table: table has rows with retweet message, impling duplicated data (while retweets are not expected to capture scores and create risk of duplicating scores)\n", "\n", "\n", "7. twitter_counts_clean & twitter_archive_clean_filter_retweeted_null: tables are part of same observational unit \n", " - Note: These tables are combined to form: twitter_counts_temp table\n", " \n", " \n", "8. twiter_counts_clean: favorite_count and retweet_count are float datatype and must be converted to integer\n", "\n", "\n", "9. twitter_images_clean & twitter_counts_temp: tables are part of same observational unit\n", " - Note: These tables are combined to form: twitter_final_table\n", " \n", " \n", "10. twitter_final_table: Column names are self unexplanatory (p1, p1_dog, p_conf); eg. p3 predicts the dog class\n", "\n", "\n", "11. twitter_final_table: there are uppercase or lowercase, while they may also be breed category values in the columns predicted_dog[#1,#2,#3]\n", "\n", "\n", "12. twitter_final_table has dog names that are not dog names, such 'None', \n", " 'a', 'O', 'my' or 'by'\n", " - There ae also dogs names with lowercase letters, capital letters ( eg. 'JD') \n", " \n", " \n", "13. twitter_final_table: has unnecessary html tags in \"source\" column\n", "\n", "\n", "14. twitter_final_table: rating_numerators need to be properly cleaned. When rating numerators contain decimals, they are captured incorrectly\n", "\n", "\n", "15. twitter_final_table: has 23 cases with rating_denomminator values unequal 10, that are inaccurate because the value must be 10. Equally there are substantially to high (> 20) rating_numerator that cause by wrong extractration" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## 4. Data Cleaning" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We use 4 Data Quality Dimensions for cleaning" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Assesing and cleaning are guide by data quality dimensions which are as follows:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Completeness:\n", "Do we have all records that we should have? Are there missing records or not?, do specific rows, columns, or cells have missing records?\n", "#### Validity: \n", "Records are present but the are invalid, i.e. they don't meet certain standards. A schema is a defined set of rules for data. These rules can be real-world contraints (e.g. negative height is not possible) as well as table specific constraints(e.g. unique key constraints in tables)\n", "#### Accuracy: \n", "Wrong data that is valid but inaccurate. Although it adheres to the defined schema, it is still not correct. E.g. wrong recording of heights due to faulty measuring of a defect instrument.\n", "#### Consistency: \n", "A data that is both valid and accurate, but not consistent. Using multiple ways of refering to the same thing. Consistency allows for a standard format in columns that represent the same data between and within tables is most desirable. \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us begin by first making copies of our three dataframes" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [], "source": [ "# copy tables to begin cleaning process\n", "twitter_archive_clean = twitter_archive.copy()\n", "twitter_images_clean = twitter_images.copy()\n", "twitter_counts_clean = twitter_counts.copy()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 1. *twitter_archive_clean*: tweet_ID, in_reply_to_status_id, in_reply_to_user_id, retweeted_status_id, retweeted_status_user_id should be of object (string) datatype, instead of numeric type (int64 or float64) because they are not intended to be used in numerical operations" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define: " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- convert tweet_ID, in_reply_to_status_id, in_reply_to_user_id, retweeted_status_id, retweeted_status_user_id object (string) datatype with the method [ .astype(str) ]\n", "\n", "- replace 'nan' values by null value (nan) with [ np.nan ] \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "twitter_archive_clean['tweet_id'] = twitter_archive_clean['tweet_id'].astype(str)\n", "twitter_archive_clean['in_reply_to_status_id'] = twitter_archive_clean['in_reply_to_status_id'].astype(str)\n", "twitter_archive_clean['in_reply_to_user_id'] = twitter_archive_clean['in_reply_to_user_id'].astype(str)\n", "twitter_archive_clean['retweeted_status_id'] = twitter_archive_clean['retweeted_status_id'].astype(str)\n", "twitter_archive_clean['retweeted_status_user_id'] = twitter_archive_clean['retweeted_status_user_id'].astype(str)\n" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [], "source": [ "twitter_archive_clean['in_reply_to_status_id'].replace('nan', np.nan, inplace=True)\n", "twitter_archive_clean['in_reply_to_user_id'].replace('nan', np.nan, inplace=True)\n", "twitter_archive_clean['retweeted_status_id'].replace('nan', np.nan, inplace=True)\n", "twitter_archive_clean['retweeted_status_user_id'].replace('nan', np.nan, inplace=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "str" ] }, "execution_count": 49, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(twitter_archive_clean.tweet_id[0])" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 2356 entries, 0 to 2355\n", "Data columns (total 19 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2356 non-null object\n", " 1 in_reply_to_status_id 78 non-null object\n", " 2 in_reply_to_user_id 78 non-null object\n", " 3 timestamp 2356 non-null object\n", " 4 source 2356 non-null object\n", " 5 text 2356 non-null object\n", " 6 retweeted_status_id 181 non-null object\n", " 7 retweeted_status_user_id 181 non-null object\n", " 8 retweeted_status_timestamp 181 non-null object\n", " 9 expanded_urls 2297 non-null object\n", " 10 rating_numerator 2356 non-null int64 \n", " 11 rating_denominator 2356 non-null int64 \n", " 12 name 2356 non-null object\n", " 13 doggo 2356 non-null object\n", " 14 floofer 2356 non-null object\n", " 15 pupper 2356 non-null object\n", " 16 puppo 2356 non-null object\n", " 17 name_length 2356 non-null int64 \n", " 18 lowercase_name 2356 non-null bool \n", "dtypes: bool(1), int64(3), object(15)\n", "memory usage: 333.7+ KB\n" ] } ], "source": [ "twitter_archive_clean.info()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " #### 2. *twitter_archive*: timestamp and retweeted_status_timestamp should be of date datatype, instead of object. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- convert \"timestamp\" and \"retweeted_status_timestamp\" form object to date datatype, using the method [ pd.to_datetime () ] " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [], "source": [ "twitter_archive_clean['timestamp'] = pd.to_datetime(twitter_archive_clean['timestamp'])" ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [], "source": [ "twitter_archive_clean['retweeted_status_timestamp'] = pd.to_datetime(twitter_archive_clean['retweeted_status_timestamp'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "pandas._libs.tslibs.timestamps.Timestamp" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(twitter_archive_clean['timestamp'][0])" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "pandas._libs.tslibs.nattype.NaTType" ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(twitter_archive_clean['retweeted_status_timestamp'][0])" ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 2356 entries, 0 to 2355\n", "Data columns (total 19 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2356 non-null object \n", " 1 in_reply_to_status_id 78 non-null object \n", " 2 in_reply_to_user_id 78 non-null object \n", " 3 timestamp 2356 non-null datetime64[ns, UTC]\n", " 4 source 2356 non-null object \n", " 5 text 2356 non-null object \n", " 6 retweeted_status_id 181 non-null object \n", " 7 retweeted_status_user_id 181 non-null object \n", " 8 retweeted_status_timestamp 181 non-null datetime64[ns, UTC]\n", " 9 expanded_urls 2297 non-null object \n", " 10 rating_numerator 2356 non-null int64 \n", " 11 rating_denominator 2356 non-null int64 \n", " 12 name 2356 non-null object \n", " 13 doggo 2356 non-null object \n", " 14 floofer 2356 non-null object \n", " 15 pupper 2356 non-null object \n", " 16 puppo 2356 non-null object \n", " 17 name_length 2356 non-null int64 \n", " 18 lowercase_name 2356 non-null bool \n", "dtypes: bool(1), datetime64[ns, UTC](2), int64(3), object(13)\n", "memory usage: 333.7+ KB\n" ] } ], "source": [ "twitter_archive_clean.info()" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 2017-08-01 16:23:56+00:00\n", "1 2017-08-01 00:17:27+00:00\n", "2 2017-07-31 00:18:03+00:00\n", "3 2017-07-30 15:58:51+00:00\n", "4 2017-07-29 16:00:24+00:00\n", "Name: timestamp, dtype: datetime64[ns, UTC]" ] }, "execution_count": 56, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean['timestamp'].head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 4 (B) Tidiness Issues - Clean " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "TIDINESS: Undity or Messy data has structural issues" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- Each variable forms a column\n", "- Each observation forms a row\n", "- Each type of observational unit forms a table\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 3. *twitter_archive_clean*: dog names contain values that are not dog names, such 'None', 'a', 'O', 'my' or 'by'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- replace \"None\" values in dog class columns to an empty value with [ .replace ]" ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "None 2259\n", "doggo 97\n", "Name: doggo, dtype: int64" ] }, "execution_count": 57, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean['doggo'].value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [], "source": [ "twitter_archive_clean['doggo'].replace('None', '', inplace=True)\n", "twitter_archive_clean['floofer'].replace('None', '', inplace=True)\n", "twitter_archive_clean['pupper'].replace('None', '', inplace=True)\n", "twitter_archive_clean['puppo'].replace('None', '', inplace=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test" ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [ { "data": { "text/plain": [ " 2099\n", "pupper 257\n", "Name: pupper, dtype: int64" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean['pupper'].value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 4. twitter_archive_clean: several dog stages occur namely \"doggo puppo\", \"doggo pupper\",\"doggo floofer\",\n", "\n", "Note: these names are extracted form text fields " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- create one column (dog_stage) for all dog stages: \"doggo\", \"floofer\", \"pupper\", \"puppo\", \"doggo, puppo\", \"doggo, pupper\", \"doggo, floofer\"\n", "- group \"doggo, puppo\" to \"doggopuppo\", \"doggo, pupper\", to \"doggopupper\" and \"doggo, floofer\" to \"doggofloofer\" \n", "- handle missing values column dog_stage with the method [ np.nan ]\n", "- convert the dog_stage column to categorical dtype [ astype('category') ]\n", "- drop redundant columns \"doggo\", \"floofer\", \"pupper\", \"puppo\", \"name_length\", \"lower_casename\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [], "source": [ "# merge into column\n", "twitter_archive_clean['dog_stage'] = twitter_archive_clean.doggo + twitter_archive_clean.floofer + twitter_archive_clean.pupper + twitter_archive_clean.puppo\n" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [], "source": [ "# handle multiple stages\n", "twitter_archive_clean.loc[twitter_archive_clean.dog_stage == 'doggopupper', 'dog_stage'] = 'doggo, pupper'\n", "twitter_archive_clean.loc[twitter_archive_clean.dog_stage == 'doggopuppo', 'dog_stage'] = 'doggo, puppo'\n", "twitter_archive_clean.loc[twitter_archive_clean.dog_stage == 'doggofloofer', 'dog_stage'] = 'doggo, floofer'" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [], "source": [ "# handle missing values\n", "twitter_archive_clean.loc[twitter_archive_clean.dog_stage == '', 'dog_stage'] = np.nan" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [], "source": [ "twitter_archive_clean.dog_stage = twitter_archive_clean.dog_stage.astype('category')" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [], "source": [ "twitter_archive_clean.drop(['doggo', 'floofer','pupper','puppo','lowercase_name','name_length'], axis=1, inplace=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 2356 entries, 0 to 2355\n", "Data columns (total 14 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2356 non-null object \n", " 1 in_reply_to_status_id 78 non-null object \n", " 2 in_reply_to_user_id 78 non-null object \n", " 3 timestamp 2356 non-null datetime64[ns, UTC]\n", " 4 source 2356 non-null object \n", " 5 text 2356 non-null object \n", " 6 retweeted_status_id 181 non-null object \n", " 7 retweeted_status_user_id 181 non-null object \n", " 8 retweeted_status_timestamp 181 non-null datetime64[ns, UTC]\n", " 9 expanded_urls 2297 non-null object \n", " 10 rating_numerator 2356 non-null int64 \n", " 11 rating_denominator 2356 non-null int64 \n", " 12 name 2356 non-null object \n", " 13 dog_stage 380 non-null category \n", "dtypes: category(1), datetime64[ns, UTC](2), int64(2), object(9)\n", "memory usage: 242.1+ KB\n" ] } ], "source": [ "twitter_archive_clean.info()" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "pupper 245\n", "doggo 83\n", "puppo 29\n", "doggo, pupper 12\n", "floofer 9\n", "doggo, puppo 1\n", "doggo, floofer 1\n", "Name: dog_stage, dtype: int64" ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean.dog_stage.value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 5. (a) *twitter_archive_clean*: table has vast number of missing values in reply_to_staus_id, in_reply to_users_id, retweeted_status_id, retweeted_status_user_id \n", "#### (b) *twitter_archive_clean*: table contains rows with reply message in text column but scoring data was wrongly extracted form the text" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- create a filter and drop rows with non-null values in the column \"reply_to_status_id\" via \n", "- drop columns in_reply to_status_id and in_\"reply_to_user_id\"" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idin_reply_to_status_idin_reply_to_user_idtimestampsourcetextretweeted_status_idretweeted_status_user_idretweeted_status_timestampexpanded_urlsrating_numeratorrating_denominatornamedog_stage
0892420643555336193NaNNaN2017-08-01 16:23:56+00:00<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t.co/MgUWQ76dJUNaNNaNNaThttps://twitter.com/dog_rates/status/892420643555336193/photo/11310PhineasNaN
1892177421306343426NaNNaN2017-08-01 00:17:27+00:00<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Tilly. She's just checking pup on you. Hopes you're doing ok. If not, she's available for pats, snugs, boops, the whole bit. 13/10 https://t.co/0Xxu71qeIVNaNNaNNaThttps://twitter.com/dog_rates/status/892177421306343426/photo/11310TillyNaN
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" ], "text/plain": [ " tweet_id in_reply_to_status_id in_reply_to_user_id \\\n", "0 892420643555336193 NaN NaN \n", "1 892177421306343426 NaN NaN \n", "\n", " timestamp \\\n", "0 2017-08-01 16:23:56+00:00 \n", "1 2017-08-01 00:17:27+00:00 \n", "\n", " source \\\n", "0 Twitter for iPhone \n", "1 Twitter for iPhone \n", "\n", " text \\\n", "0 This is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t.co/MgUWQ76dJU \n", "1 This is Tilly. She's just checking pup on you. Hopes you're doing ok. If not, she's available for pats, snugs, boops, the whole bit. 13/10 https://t.co/0Xxu71qeIV \n", "\n", " retweeted_status_id retweeted_status_user_id retweeted_status_timestamp \\\n", "0 NaN NaN NaT \n", "1 NaN NaN NaT \n", "\n", " expanded_urls \\\n", "0 https://twitter.com/dog_rates/status/892420643555336193/photo/1 \n", "1 https://twitter.com/dog_rates/status/892177421306343426/photo/1 \n", "\n", " rating_numerator rating_denominator name dog_stage \n", "0 13 10 Phineas NaN \n", "1 13 10 Tilly NaN " ] }, "execution_count": 67, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean.head(2)" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2356, 14)" ] }, "execution_count": 68, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean.shape" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Code:" ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [], "source": [ "# filter out first those rows in reply_to_status_id that are null\n", "twitter_archive_clean_filter_reply_null = twitter_archive_clean[twitter_archive_clean.in_reply_to_status_id.isnull()]" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2278, 14)" ] }, "execution_count": 70, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean_filter_reply_null.shape " ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [], "source": [ "# drop redandunt columns\n", "twitter_archive_clean_filter_reply_null.drop(['in_reply_to_status_id', 'in_reply_to_user_id'], axis = 1, inplace=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idtimestampsourcetextretweeted_status_idretweeted_status_user_idretweeted_status_timestampexpanded_urlsrating_numeratorrating_denominatornamedog_stage
08924206435553361932017-08-01 16:23:56+00:00<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t.co/MgUWQ76dJUNaNNaNNaThttps://twitter.com/dog_rates/status/892420643555336193/photo/11310PhineasNaN
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" ], "text/plain": [ " tweet_id timestamp \\\n", "0 892420643555336193 2017-08-01 16:23:56+00:00 \n", "\n", " source \\\n", "0 Twitter for iPhone \n", "\n", " text \\\n", "0 This is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t.co/MgUWQ76dJU \n", "\n", " retweeted_status_id retweeted_status_user_id retweeted_status_timestamp \\\n", "0 NaN NaN NaT \n", "\n", " expanded_urls \\\n", "0 https://twitter.com/dog_rates/status/892420643555336193/photo/1 \n", "\n", " rating_numerator rating_denominator name dog_stage \n", "0 13 10 Phineas NaN " ] }, "execution_count": 72, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean_filter_reply_null.head(1)" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2278, 12)" ] }, "execution_count": 73, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean_filter_reply_null.shape" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 6. *twitter_archive_clean*: table has rows with retweet message, impling duplicated data (while retweets are not expected to capture scores and create risk of duplicating scores)\n", "\n", "Note: A filter called twitter_archive_clean_filter_retweeted_null is created" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- drop rows with non-null value in column \"retweeted_status_id\"\n", "- drop columns \"retweeted_status_user_id\", \"retweeted_status_user_id\" and \"retweeted_status_timestamp\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [], "source": [ "# filter out first those rows in reply_to_status_id that are null\n", "twitter_archive_clean_filter_retweeted_null = twitter_archive_clean_filter_reply_null[twitter_archive_clean_filter_reply_null.retweeted_status_id.isnull()]" ] }, { "cell_type": "code", "execution_count": 75, "metadata": {}, "outputs": [], "source": [ "#drop redundant columns\n", "twitter_archive_clean_filter_retweeted_null.drop(['retweeted_status_id', 'retweeted_status_user_id', 'retweeted_status_timestamp'], axis=1, inplace=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 76, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2097, 9)" ] }, "execution_count": 76, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_archive_clean_filter_retweeted_null.shape" ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [], "source": [ "twitter_archive_clean = twitter_archive_clean_filter_retweeted_null" ] }, { "cell_type": "code", "execution_count": 78, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 2097 entries, 0 to 2355\n", "Data columns (total 9 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2097 non-null object \n", " 1 timestamp 2097 non-null datetime64[ns, UTC]\n", " 2 source 2097 non-null object \n", " 3 text 2097 non-null object \n", " 4 expanded_urls 2094 non-null object \n", " 5 rating_numerator 2097 non-null int64 \n", " 6 rating_denominator 2097 non-null int64 \n", " 7 name 2097 non-null object \n", " 8 dog_stage 336 non-null category \n", "dtypes: category(1), datetime64[ns, UTC](1), int64(2), object(5)\n", "memory usage: 149.9+ KB\n" ] } ], "source": [ "twitter_archive_clean.info()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 7. *twitter_counts_clean* & *twitter_archive_clean*: tables are part of same observational unit \n", "\n", "Note: These tables are combined to form: twitter_counts_temp" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- convert \"tweet_id\" in twitter_counts_clean to string object via [ .astype(str) ]\n", "- merge table twitter_archive_clean with twitter_counts_clean table via inner join\n", "\n", "Note: twitter_counts_clean was created through tweepy query of Twitter's API by using the tweet_id's in the twitter_archive table" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [], "source": [ "twitter_counts_clean['tweet_id']= twitter_counts_clean['tweet_id'].astype(str)" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [], "source": [ "twitter_counts_temp = pd.merge(twitter_counts_clean, twitter_archive_clean, on='tweet_id', how='left')" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 2331 entries, 0 to 2330\n", "Data columns (total 11 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2331 non-null object \n", " 1 favorite_count 2331 non-null int64 \n", " 2 retweet_count 2331 non-null int64 \n", " 3 timestamp 2090 non-null datetime64[ns, UTC]\n", " 4 source 2090 non-null object \n", " 5 text 2090 non-null object \n", " 6 expanded_urls 2087 non-null object \n", " 7 rating_numerator 2090 non-null float64 \n", " 8 rating_denominator 2090 non-null float64 \n", " 9 name 2090 non-null object \n", " 10 dog_stage 335 non-null category \n", "dtypes: category(1), datetime64[ns, UTC](1), float64(2), int64(2), object(5)\n", "memory usage: 203.0+ KB\n" ] } ], "source": [ "twitter_counts_temp.info()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "str" ] }, "execution_count": 82, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(twitter_counts_temp['tweet_id'][0])" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "numpy.int64" ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(twitter_counts_temp['favorite_count'][1])" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 2331 entries, 0 to 2330\n", "Data columns (total 11 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2331 non-null object \n", " 1 favorite_count 2331 non-null int64 \n", " 2 retweet_count 2331 non-null int64 \n", " 3 timestamp 2090 non-null datetime64[ns, UTC]\n", " 4 source 2090 non-null object \n", " 5 text 2090 non-null object \n", " 6 expanded_urls 2087 non-null object \n", " 7 rating_numerator 2090 non-null float64 \n", " 8 rating_denominator 2090 non-null float64 \n", " 9 name 2090 non-null object \n", " 10 dog_stage 335 non-null category \n", "dtypes: category(1), datetime64[ns, UTC](1), float64(2), int64(2), object(5)\n", "memory usage: 283.0+ KB\n" ] } ], "source": [ "twitter_counts_temp.info()" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idfavorite_countretweet_counttimestampsourcetextexpanded_urlsrating_numeratorrating_denominatornamedog_stage
08924206435553361933591076272017-08-01 16:23:56+00:00<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t.co/MgUWQ76dJUhttps://twitter.com/dog_rates/status/892420643555336193/photo/113.010.0PhineasNaN
18921774213063434263099056442017-08-01 00:17:27+00:00<a href=\"http://twitter.com/download/iphone\" rel=\"nofollow\">Twitter for iPhone</a>This is Tilly. She's just checking pup on you. Hopes you're doing ok. If not, she's available for pats, snugs, boops, the whole bit. 13/10 https://t.co/0Xxu71qeIVhttps://twitter.com/dog_rates/status/892177421306343426/photo/113.010.0TillyNaN
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" ], "text/plain": [ " tweet_id favorite_count retweet_count \\\n", "0 892420643555336193 35910 7627 \n", "1 892177421306343426 30990 5644 \n", "\n", " timestamp \\\n", "0 2017-08-01 16:23:56+00:00 \n", "1 2017-08-01 00:17:27+00:00 \n", "\n", " source \\\n", "0 Twitter for iPhone \n", "1 Twitter for iPhone \n", "\n", " text \\\n", "0 This is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t.co/MgUWQ76dJU \n", "1 This is Tilly. She's just checking pup on you. Hopes you're doing ok. If not, she's available for pats, snugs, boops, the whole bit. 13/10 https://t.co/0Xxu71qeIV \n", "\n", " expanded_urls \\\n", "0 https://twitter.com/dog_rates/status/892420643555336193/photo/1 \n", "1 https://twitter.com/dog_rates/status/892177421306343426/photo/1 \n", "\n", " rating_numerator rating_denominator name dog_stage \n", "0 13.0 10.0 Phineas NaN \n", "1 13.0 10.0 Tilly NaN " ] }, "execution_count": 85, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_counts_temp.head(2)" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "#### 8. *twitter_counts_temp*: favorites and retweets are float datatype and need to converted to integer" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- convert in tweet_counts_temp table variables \"favorite_count\" and \"retweet_count\" to datatype int via [ pd.to_numeric( , ) ]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [], "source": [ "twitter_counts_temp.favorite_count = pd.to_numeric(twitter_counts_temp['favorite_count'])\n", "twitter_counts_temp.retweet_count = pd.to_numeric(twitter_counts_temp['retweet_count'])\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 2331 entries, 0 to 2330\n", "Data columns (total 11 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2331 non-null object \n", " 1 favorite_count 2331 non-null int64 \n", " 2 retweet_count 2331 non-null int64 \n", " 3 timestamp 2090 non-null datetime64[ns, UTC]\n", " 4 source 2090 non-null object \n", " 5 text 2090 non-null object \n", " 6 expanded_urls 2087 non-null object \n", " 7 rating_numerator 2090 non-null float64 \n", " 8 rating_denominator 2090 non-null float64 \n", " 9 name 2090 non-null object \n", " 10 dog_stage 335 non-null category \n", "dtypes: category(1), datetime64[ns, UTC](1), float64(2), int64(2), object(5)\n", "memory usage: 283.0+ KB\n" ] } ], "source": [ "twitter_counts_temp.info()" ] }, { "cell_type": "code", "execution_count": 88, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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favorite_countretweet_countrating_numeratorrating_denominator
count2331.0000002331.0000002090.0000002090.000000
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" ], "text/plain": [ " favorite_count retweet_count rating_numerator rating_denominator\n", "count 2331.000000 2331.000000 2090.000000 2090.000000\n", "mean 7502.386529 2677.200343 12.188995 10.450239\n", "std 11645.561232 4526.929642 40.432525 6.656135\n", "min 0.000000 1.000000 0.000000 2.000000\n", "25% 1305.500000 542.000000 10.000000 10.000000\n", "50% 3263.000000 1254.000000 11.000000 10.000000\n", "75% 9189.000000 3112.500000 12.000000 10.000000\n", "max 154886.000000 76957.000000 1776.000000 170.000000" ] }, "execution_count": 88, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_counts_temp.describe()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 9. *twitter_images_clean* & *twitter_counts_temp*: tables are part of same observational unit\n", "Note: This tables are merged to get the final table: twitter_final_table" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- convert \"tweet_id\" in twitter_images_clean table to string object via [ .astype(str) ]\n", "- merge \"twitter_images_clean\" with \"twitter_counts_temp\" table via [ pd.merge () ]\n", "\n", "Note: This predictions were created by Udacity according to neutral network by using tweet_id with the \"twitter_archive_clean\" table" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 89, "metadata": {}, "outputs": [], "source": [ "twitter_images_clean['tweet_id'] = twitter_images_clean['tweet_id'].astype(str)" ] }, { "cell_type": "code", "execution_count": 90, "metadata": {}, "outputs": [], "source": [ "twitter_final_table = pd.merge(twitter_counts_temp, twitter_images_clean, on='tweet_id', how='left')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 91, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 2331 entries, 0 to 2330\n", "Data columns (total 22 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2331 non-null object \n", " 1 favorite_count 2331 non-null int64 \n", " 2 retweet_count 2331 non-null int64 \n", " 3 timestamp 2090 non-null datetime64[ns, UTC]\n", " 4 source 2090 non-null object \n", " 5 text 2090 non-null object \n", " 6 expanded_urls 2087 non-null object \n", " 7 rating_numerator 2090 non-null float64 \n", " 8 rating_denominator 2090 non-null float64 \n", " 9 name 2090 non-null object \n", " 10 dog_stage 335 non-null category \n", " 11 jpg_url 2059 non-null object \n", " 12 img_num 2059 non-null float64 \n", " 13 p1 2059 non-null object \n", " 14 p1_conf 2059 non-null float64 \n", " 15 p1_dog 2059 non-null object \n", " 16 p2 2059 non-null object \n", " 17 p2_conf 2059 non-null float64 \n", " 18 p2_dog 2059 non-null object \n", " 19 p3 2059 non-null object \n", " 20 p3_conf 2059 non-null float64 \n", " 21 p3_dog 2059 non-null object \n", "dtypes: category(1), datetime64[ns, UTC](1), float64(6), int64(2), object(12)\n", "memory usage: 403.3+ KB\n" ] } ], "source": [ "twitter_final_table.info()" ] }, { "cell_type": "code", "execution_count": 92, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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count2331.0000002331.0000002090.0000002090.0000002059.0000002059.0000002.059000e+032.059000e+03
mean7502.3865292677.20034312.18899510.4502391.2039830.5941761.347547e-016.043766e-02
std11645.5612324526.92964240.4325256.6561350.5630020.2711611.006942e-015.098573e-02
min0.0000001.0000000.0000002.0000001.0000000.0443331.011300e-081.740170e-10
25%1305.500000542.00000010.00000010.0000001.0000000.3632725.397835e-021.624950e-02
50%3263.0000001254.00000011.00000010.0000001.0000000.5877641.186220e-014.948690e-02
75%9189.0000003112.50000012.00000010.0000001.0000000.8438551.957615e-019.233995e-02
max154886.00000076957.0000001776.000000170.0000004.0000001.0000004.880140e-012.734190e-01
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" ], "text/plain": [ " favorite_count retweet_count rating_numerator rating_denominator \\\n", "count 2331.000000 2331.000000 2090.000000 2090.000000 \n", "mean 7502.386529 2677.200343 12.188995 10.450239 \n", "std 11645.561232 4526.929642 40.432525 6.656135 \n", "min 0.000000 1.000000 0.000000 2.000000 \n", "25% 1305.500000 542.000000 10.000000 10.000000 \n", "50% 3263.000000 1254.000000 11.000000 10.000000 \n", "75% 9189.000000 3112.500000 12.000000 10.000000 \n", "max 154886.000000 76957.000000 1776.000000 170.000000 \n", "\n", " img_num p1_conf p2_conf p3_conf \n", "count 2059.000000 2059.000000 2.059000e+03 2.059000e+03 \n", "mean 1.203983 0.594176 1.347547e-01 6.043766e-02 \n", "std 0.563002 0.271161 1.006942e-01 5.098573e-02 \n", "min 1.000000 0.044333 1.011300e-08 1.740170e-10 \n", "25% 1.000000 0.363272 5.397835e-02 1.624950e-02 \n", "50% 1.000000 0.587764 1.186220e-01 4.948690e-02 \n", "75% 1.000000 0.843855 1.957615e-01 9.233995e-02 \n", "max 4.000000 1.000000 4.880140e-01 2.734190e-01 " ] }, "execution_count": 92, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_final_table.describe()" ] }, { "cell_type": "code", "execution_count": 93, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idfavorite_countretweet_counttimestampsourcetextexpanded_urlsrating_numeratorrating_denominatornamedog_stagejpg_urlimg_nump1p1_confp1_dogp2p2_confp2_dogp3p3_confp3_dog
08924206435553361933591076272017-08-01 16:23:...<a href=\"http://...This is Phineas....https://twitter....13.010.0PhineasNaNhttps://pbs.twim...1.0orange0.097049Falsebagel0.085851Falsebanana0.076110False
18921774213063434263099056442017-08-01 00:17:...<a href=\"http://...This is Tilly. S...https://twitter....13.010.0TillyNaNhttps://pbs.twim...1.0Chihuahua0.323581TruePekinese0.090647Truepapillon0.068957True
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" ], "text/plain": [ " tweet_id favorite_count retweet_count timestamp \\\n", "0 892420643555336193 35910 7627 2017-08-01 16:23:... \n", "1 892177421306343426 30990 5644 2017-08-01 00:17:... \n", "\n", " source text expanded_urls \\\n", "0 \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
tweet_idfavorite_countretweet_counttimestampsourcetextexpanded_urlsrating_numeratorrating_denominatornamedog_stagejpg_urlimg_numpredicted_dogbreed1predicted_confid1predicted_dog1predicted_dogbreed2predicted_confid2predicted_dog2predicted_dogbreed3predicted_confid3predicted_dog3
08924206435553361933591076272017-08-01 16:23:...<a href=\"http://...This is Phineas....https://twitter....13.010.0PhineasNaNhttps://pbs.twim...1.0orange0.097049Falsebagel0.085851Falsebanana0.076110False
18921774213063434263099056442017-08-01 00:17:...<a href=\"http://...This is Tilly. S...https://twitter....13.010.0TillyNaNhttps://pbs.twim...1.0Chihuahua0.323581TruePekinese0.090647Truepapillon0.068957True
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favorite_countretweet_countrating_numeratorrating_denominatorimg_numpredicted_confid1predicted_confid2predicted_confid3
count2331.0000002331.0000002090.0000002090.0000002059.0000002059.0000002.059000e+032.059000e+03
mean7502.3865292677.20034312.18899510.4502391.2039830.5941761.347547e-016.043766e-02
std11645.5612324526.92964240.4325256.6561350.5630020.2711611.006942e-015.098573e-02
min0.0000001.0000000.0000002.0000001.0000000.0443331.011300e-081.740170e-10
25%1305.500000542.00000010.00000010.0000001.0000000.3632725.397835e-021.624950e-02
50%3263.0000001254.00000011.00000010.0000001.0000000.5877641.186220e-014.948690e-02
75%9189.0000003112.50000012.00000010.0000001.0000000.8438551.957615e-019.233995e-02
max154886.00000076957.0000001776.000000170.0000004.0000001.0000004.880140e-012.734190e-01
\n", "" ], "text/plain": [ " favorite_count retweet_count rating_numerator rating_denominator \\\n", "count 2331.000000 2331.000000 2090.000000 2090.000000 \n", "mean 7502.386529 2677.200343 12.188995 10.450239 \n", "std 11645.561232 4526.929642 40.432525 6.656135 \n", "min 0.000000 1.000000 0.000000 2.000000 \n", "25% 1305.500000 542.000000 10.000000 10.000000 \n", "50% 3263.000000 1254.000000 11.000000 10.000000 \n", "75% 9189.000000 3112.500000 12.000000 10.000000 \n", "max 154886.000000 76957.000000 1776.000000 170.000000 \n", "\n", " img_num predicted_confid1 predicted_confid2 predicted_confid3 \n", "count 2059.000000 2059.000000 2.059000e+03 2.059000e+03 \n", "mean 1.203983 0.594176 1.347547e-01 6.043766e-02 \n", "std 0.563002 0.271161 1.006942e-01 5.098573e-02 \n", "min 1.000000 0.044333 1.011300e-08 1.740170e-10 \n", "25% 1.000000 0.363272 5.397835e-02 1.624950e-02 \n", "50% 1.000000 0.587764 1.186220e-01 4.948690e-02 \n", "75% 1.000000 0.843855 1.957615e-01 9.233995e-02 \n", "max 4.000000 1.000000 4.880140e-01 2.734190e-01 " ] }, "execution_count": 96, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_final_table.describe()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 11. *twitter_final_table*: there are uppercase or lowercase, while they may also be breed category in values in the columns predicted_dog[#1, #2, #3]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- convert predicted name in rows to same format use method [ str.capitalize() ]\n", "- replace column name to same format with method [ str.capitalize() ]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 97, "metadata": {}, "outputs": [], "source": [ "twitter_final_table.predicted_dogbreed1 = twitter_final_table.predicted_dogbreed1.str.capitalize().astype('category')\n", "twitter_final_table.predicted_dogbreed2 = twitter_final_table.predicted_dogbreed2.str.capitalize().astype('category')\n", "twitter_final_table.predicted_dogbreed3 = twitter_final_table.predicted_dogbreed3.str.capitalize().astype('category')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 98, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idfavorite_countretweet_counttimestampsourcetextexpanded_urlsrating_numeratorrating_denominatornamedog_stagejpg_urlimg_numpredicted_dogbreed1predicted_confid1predicted_dog1predicted_dogbreed2predicted_confid2predicted_dog2predicted_dogbreed3predicted_confid3predicted_dog3
08924206435553361933591076272017-08-01 16:23:...<a href=\"http://...This is Phineas....https://twitter....13.010.0PhineasNaNhttps://pbs.twim...1.0Orange0.097049FalseBagel0.085851FalseBanana0.076110False
18921774213063434263099056442017-08-01 00:17:...<a href=\"http://...This is Tilly. S...https://twitter....13.010.0TillyNaNhttps://pbs.twim...1.0Chihuahua0.323581TruePekinese0.090647TruePapillon0.068957True
28918151813780848642331337392017-07-31 00:18:...<a href=\"http://...This is Archie. ...https://twitter....12.010.0ArchieNaNhttps://pbs.twim...1.0Chihuahua0.716012TrueMalamute0.078253TrueKelpie0.031379True
38916895572798586883918277872017-07-30 15:58:...<a href=\"http://...This is Darla. S...https://twitter....13.010.0DarlaNaNhttps://pbs.twim...1.0Paper_towel0.170278FalseLabrador_retriever0.168086TrueSpatula0.040836False
48913275589266882563744583932017-07-29 16:00:...<a href=\"http://...This is Franklin...https://twitter....12.010.0FranklinNaNhttps://pbs.twim...2.0Basset0.555712TrueEnglish_springer0.225770TrueGerman_short-hai...0.175219True
58910879508758978561886928162017-07-29 00:08:...<a href=\"http://...Here we have a m...https://twitter....13.010.0NoneNaNhttps://pbs.twim...1.0Chesapeake_bay_r...0.425595TrueIrish_terrier0.116317TrueIndian_elephant0.076902False
68909719131739914261095918332017-07-28 16:27:...<a href=\"http://...Meet Jax. He enj...https://gofundme...13.010.0JaxNaNhttps://pbs.twim...1.0Appenzeller0.341703TrueBorder_collie0.199287TrueIce_lolly0.193548False
789072918141123788860492170262017-07-28 00:22:...<a href=\"http://...When you watch y...https://twitter....13.010.0NoneNaNhttps://pbs.twim...2.0Pomeranian0.566142TrueEskimo_dog0.178406TruePembroke0.076507True
88906091851503124482597038762017-07-27 16:25:...<a href=\"http://...This is Zoey. Sh...https://twitter....13.010.0ZoeyNaNhttps://pbs.twim...1.0Irish_terrier0.487574TrueIrish_setter0.193054TrueChesapeake_bay_r...0.118184True
98902402553491988492965366252017-07-26 15:59:...<a href=\"http://...This is Cassie. ...https://twitter....14.010.0Cassiedoggohttps://pbs.twim...1.0Pembroke0.511319TrueCardigan0.451038TrueChihuahua0.029248True
108900066081131724802855566132017-07-26 00:31:...<a href=\"http://...This is Koda. He...https://twitter....13.010.0KodaNaNhttps://pbs.twim...1.0Samoyed0.957979TruePomeranian0.013884TrueChow0.008167True
118898808964798668812597944952017-07-25 16:11:...<a href=\"http://...This is Bruno. H...https://twitter....13.010.0BrunoNaNhttps://pbs.twim...1.0French_bulldog0.377417TrueLabrador_retriever0.151317TrueMuzzle0.082981False
128896653883336826894470990212017-07-25 01:55:...<a href=\"http://...Here's a puppo t...https://twitter....13.010.0Nonepuppohttps://pbs.twim...1.0Pembroke0.966327TrueCardigan0.027356TrueBasenji0.004633True
138896388375799070722516340442017-07-25 00:10:...<a href=\"http://...This is Ted. He ...https://twitter....12.010.0TedNaNhttps://pbs.twim...1.0French_bulldog0.991650TrueBoxer0.002129TrueStaffordshire_bu...0.001498True
148895311353442099211409820372017-07-24 17:02:...<a href=\"http://...This is Stuart. ...https://twitter....13.010.0Stuartpuppohttps://pbs.twim...1.0Golden_retriever0.953442TrueLabrador_retriever0.013834TrueRedbone0.007958True
\n", "
" ], "text/plain": [ " tweet_id favorite_count retweet_count timestamp \\\n", "0 892420643555336193 35910 7627 2017-08-01 16:23:... \n", "1 892177421306343426 30990 5644 2017-08-01 00:17:... \n", "2 891815181378084864 23313 3739 2017-07-31 00:18:... \n", "3 891689557279858688 39182 7787 2017-07-30 15:58:... \n", "4 891327558926688256 37445 8393 2017-07-29 16:00:... \n", "5 891087950875897856 18869 2816 2017-07-29 00:08:... \n", "6 890971913173991426 10959 1833 2017-07-28 16:27:... \n", "7 890729181411237888 60492 17026 2017-07-28 00:22:... \n", "8 890609185150312448 25970 3876 2017-07-27 16:25:... \n", "9 890240255349198849 29653 6625 2017-07-26 15:59:... \n", "10 890006608113172480 28555 6613 2017-07-26 00:31:... \n", "11 889880896479866881 25979 4495 2017-07-25 16:11:... \n", "12 889665388333682689 44709 9021 2017-07-25 01:55:... \n", "13 889638837579907072 25163 4044 2017-07-25 00:10:... \n", "14 889531135344209921 14098 2037 2017-07-24 17:02:... \n", "\n", " source text expanded_urls \\\n", "0 \n", "Int64Index: 2331 entries, 0 to 2330\n", "Data columns (total 22 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2331 non-null object \n", " 1 favorite_count 2331 non-null int64 \n", " 2 retweet_count 2331 non-null int64 \n", " 3 timestamp 2090 non-null datetime64[ns, UTC]\n", " 4 source 2090 non-null object \n", " 5 text 2090 non-null object \n", " 6 expanded_urls 2087 non-null object \n", " 7 rating_numerator 2090 non-null float64 \n", " 8 rating_denominator 2090 non-null float64 \n", " 9 name 1487 non-null object \n", " 10 dog_stage 335 non-null category \n", " 11 jpg_url 2059 non-null object \n", " 12 img_num 2059 non-null float64 \n", " 13 predicted_dogbreed1 2059 non-null category \n", " 14 predicted_confid1 2059 non-null float64 \n", " 15 predicted_dog1 2059 non-null object \n", " 16 predicted_dogbreed2 2059 non-null category \n", " 17 predicted_confid2 2059 non-null float64 \n", " 18 predicted_dog2 2059 non-null object \n", " 19 predicted_dogbreed3 2059 non-null category \n", " 20 predicted_confid3 2059 non-null float64 \n", " 21 predicted_dog3 2059 non-null object \n", "dtypes: category(4), datetime64[ns, UTC](1), float64(6), int64(2), object(9)\n", "memory usage: 421.6+ KB\n" ] } ], "source": [ "twitter_final_table.info()" ] }, { "cell_type": "code", "execution_count": 101, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "pandas.core.series.Series" ] }, "execution_count": 101, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(twitter_final_table.rating_numerator)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 13. *twitter_final_table*: has unnecessary html tags in \"source\" column" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- Extract in \"source\" column the source url via the method [ .split() ]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 102, "metadata": {}, "outputs": [], "source": [ "pd.set_option('display.max_rows', 3000)\n", "pd.set_option('display.max_columns', 1000)\n", "pd.set_option('display.max_colwidth', 10000)" ] }, { "cell_type": "code", "execution_count": 103, "metadata": {}, "outputs": [], "source": [ "href = twitter_final_table.source.str.split('\"', expand = True)\n", "twitter_final_table['source'] = href[1]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 104, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idfavorite_countretweet_counttimestampsourcetextexpanded_urlsrating_numeratorrating_denominatornamedog_stagejpg_urlimg_numpredicted_dogbreed1predicted_confid1predicted_dog1predicted_dogbreed2predicted_confid2predicted_dog2predicted_dogbreed3predicted_confid3predicted_dog3
08924206435553361933591076272017-08-01 16:23:56+00:00http://twitter.com/download/iphoneThis is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t.co/MgUWQ76dJUhttps://twitter.com/dog_rates/status/892420643555336193/photo/113.010.0PhineasNaNhttps://pbs.twimg.com/media/DGKD1-bXoAAIAUK.jpg1.0Orange0.097049FalseBagel0.085851FalseBanana0.076110False
18921774213063434263099056442017-08-01 00:17:27+00:00http://twitter.com/download/iphoneThis is Tilly. She's just checking pup on you. Hopes you're doing ok. If not, she's available for pats, snugs, boops, the whole bit. 13/10 https://t.co/0Xxu71qeIVhttps://twitter.com/dog_rates/status/892177421306343426/photo/113.010.0TillyNaNhttps://pbs.twimg.com/media/DGGmoV4XsAAUL6n.jpg1.0Chihuahua0.323581TruePekinese0.090647TruePapillon0.068957True
28918151813780848642331337392017-07-31 00:18:03+00:00http://twitter.com/download/iphoneThis is Archie. He is a rare Norwegian Pouncing Corgo. Lives in the tall grass. You never know when one may strike. 12/10 https://t.co/wUnZnhtVJBhttps://twitter.com/dog_rates/status/891815181378084864/photo/112.010.0ArchieNaNhttps://pbs.twimg.com/media/DGBdLU1WsAANxJ9.jpg1.0Chihuahua0.716012TrueMalamute0.078253TrueKelpie0.031379True
38916895572798586883918277872017-07-30 15:58:51+00:00http://twitter.com/download/iphoneThis is Darla. She commenced a snooze mid meal. 13/10 happens to the best of us https://t.co/tD36da7qLQhttps://twitter.com/dog_rates/status/891689557279858688/photo/113.010.0DarlaNaNhttps://pbs.twimg.com/media/DF_q7IAWsAEuuN8.jpg1.0Paper_towel0.170278FalseLabrador_retriever0.168086TrueSpatula0.040836False
48913275589266882563744583932017-07-29 16:00:24+00:00http://twitter.com/download/iphoneThis is Franklin. He would like you to stop calling him \"cute.\" He is a very fierce shark and should be respected as such. 12/10 #BarkWeek https://t.co/AtUZn91f7fhttps://twitter.com/dog_rates/status/891327558926688256/photo/1,https://twitter.com/dog_rates/status/891327558926688256/photo/112.010.0FranklinNaNhttps://pbs.twimg.com/media/DF6hr6BUMAAzZgT.jpg2.0Basset0.555712TrueEnglish_springer0.225770TrueGerman_short-haired_pointer0.175219True
58910879508758978561886928162017-07-29 00:08:17+00:00http://twitter.com/download/iphoneHere we have a majestic great white breaching off South Africa's coast. Absolutely h*ckin breathtaking. 13/10 (IG: tucker_marlo) #BarkWeek https://t.co/kQ04fDDRmhhttps://twitter.com/dog_rates/status/891087950875897856/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/DF3HwyEWsAABqE6.jpg1.0Chesapeake_bay_retriever0.425595TrueIrish_terrier0.116317TrueIndian_elephant0.076902False
68909719131739914261095918332017-07-28 16:27:12+00:00http://twitter.com/download/iphoneMeet Jax. He enjoys ice cream so much he gets nervous around it. 13/10 help Jax enjoy more things by clicking below\\n\\nhttps://t.co/Zr4hWfAs1H https://t.co/tVJBRMnhxlhttps://gofundme.com/ydvmve-surgery-for-jax,https://twitter.com/dog_rates/status/890971913173991426/photo/113.010.0JaxNaNhttps://pbs.twimg.com/media/DF1eOmZXUAALUcq.jpg1.0Appenzeller0.341703TrueBorder_collie0.199287TrueIce_lolly0.193548False
789072918141123788860492170262017-07-28 00:22:40+00:00http://twitter.com/download/iphoneWhen you watch your owner call another dog a good boy but then they turn back to you and say you're a great boy. 13/10 https://t.co/v0nONBcwxqhttps://twitter.com/dog_rates/status/890729181411237888/photo/1,https://twitter.com/dog_rates/status/890729181411237888/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/DFyBahAVwAAhUTd.jpg2.0Pomeranian0.566142TrueEskimo_dog0.178406TruePembroke0.076507True
88906091851503124482597038762017-07-27 16:25:51+00:00http://twitter.com/download/iphoneThis is Zoey. She doesn't want to be one of the scary sharks. Just wants to be a snuggly pettable boatpet. 13/10 #BarkWeek https://t.co/9TwLuAGH0bhttps://twitter.com/dog_rates/status/890609185150312448/photo/113.010.0ZoeyNaNhttps://pbs.twimg.com/media/DFwUU__XcAEpyXI.jpg1.0Irish_terrier0.487574TrueIrish_setter0.193054TrueChesapeake_bay_retriever0.118184True
98902402553491988492965366252017-07-26 15:59:51+00:00http://twitter.com/download/iphoneThis is Cassie. She is a college pup. Studying international doggo communication and stick theory. 14/10 so elegant much sophisticate https://t.co/t1bfwz5S2Ahttps://twitter.com/dog_rates/status/890240255349198849/photo/114.010.0Cassiedoggohttps://pbs.twimg.com/media/DFrEyVuW0AAO3t9.jpg1.0Pembroke0.511319TrueCardigan0.451038TrueChihuahua0.029248True
108900066081131724802855566132017-07-26 00:31:25+00:00http://twitter.com/download/iphoneThis is Koda. He is a South Australian deckshark. Deceptively deadly. Frighteningly majestic. 13/10 would risk a petting #BarkWeek https://t.co/dVPW0B0Mmehttps://twitter.com/dog_rates/status/890006608113172480/photo/1,https://twitter.com/dog_rates/status/890006608113172480/photo/113.010.0KodaNaNhttps://pbs.twimg.com/media/DFnwSY4WAAAMliS.jpg1.0Samoyed0.957979TruePomeranian0.013884TrueChow0.008167True
118898808964798668812597944952017-07-25 16:11:53+00:00http://twitter.com/download/iphoneThis is Bruno. He is a service shark. Only gets out of the water to assist you. 13/10 terrifyingly good boy https://t.co/u1XPQMl29ghttps://twitter.com/dog_rates/status/889880896479866881/photo/113.010.0BrunoNaNhttps://pbs.twimg.com/media/DFl99B1WsAITKsg.jpg1.0French_bulldog0.377417TrueLabrador_retriever0.151317TrueMuzzle0.082981False
128896653883336826894470990212017-07-25 01:55:32+00:00http://twitter.com/download/iphoneHere's a puppo that seems to be on the fence about something haha no but seriously someone help her. 13/10 https://t.co/BxvuXk0UCmhttps://twitter.com/dog_rates/status/889665388333682689/photo/113.010.0NaNpuppohttps://pbs.twimg.com/media/DFi579UWsAAatzw.jpg1.0Pembroke0.966327TrueCardigan0.027356TrueBasenji0.004633True
138896388375799070722516340442017-07-25 00:10:02+00:00http://twitter.com/download/iphoneThis is Ted. He does his best. Sometimes that's not enough. But it's ok. 12/10 would assist https://t.co/f8dEDcrKSRhttps://twitter.com/dog_rates/status/889638837579907072/photo/1,https://twitter.com/dog_rates/status/889638837579907072/photo/112.010.0TedNaNhttps://pbs.twimg.com/media/DFihzFfXsAYGDPR.jpg1.0French_bulldog0.991650TrueBoxer0.002129TrueStaffordshire_bullterrier0.001498True
148895311353442099211409820372017-07-24 17:02:04+00:00http://twitter.com/download/iphoneThis is Stuart. He's sporting his favorite fanny pack. Secretly filled with bones only. 13/10 puppared puppo #BarkWeek https://t.co/y70o6h3isqhttps://twitter.com/dog_rates/status/889531135344209921/photo/113.010.0Stuartpuppohttps://pbs.twimg.com/media/DFg_2PVW0AEHN3p.jpg1.0Golden_retriever0.953442TrueLabrador_retriever0.013834TrueRedbone0.007958True
158892788419816857602344648152017-07-24 00:19:32+00:00http://twitter.com/download/iphoneThis is Oliver. You're witnessing one of his many brutal attacks. Seems to be playing with his victim. 13/10 fr*ckin frightening #BarkWeek https://t.co/WpHvrQedPbhttps://twitter.com/dog_rates/status/889278841981685760/video/113.010.0OliverNaNhttps://pbs.twimg.com/ext_tw_video_thumb/889278779352338437/pu/img/VlbFB3v8H8VwzVNY.jpg1.0Whippet0.626152TrueBorzoi0.194742TrueSaluki0.027351True
168889172381238312962709740552017-07-23 00:22:39+00:00http://twitter.com/download/iphoneThis is Jim. He found a fren. Taught him how to sit like the good boys. 12/10 for both https://t.co/chxruIOUJNhttps://twitter.com/dog_rates/status/888917238123831296/photo/112.010.0JimNaNhttps://pbs.twimg.com/media/DFYRgsOUQAARGhO.jpg1.0Golden_retriever0.714719TrueTibetan_mastiff0.120184TrueLabrador_retriever0.105506True
178888049891996712972379138232017-07-22 16:56:37+00:00http://twitter.com/download/iphoneThis is Zeke. He has a new stick. Very proud of it. Would like you to throw it for him without taking it. 13/10 would do my best https://t.co/HTQ77yNQ5Khttps://twitter.com/dog_rates/status/888804989199671297/photo/1,https://twitter.com/dog_rates/status/888804989199671297/photo/113.010.0ZekeNaNhttps://pbs.twimg.com/media/DFWra-3VYAA2piG.jpg1.0Golden_retriever0.469760TrueLabrador_retriever0.184172TrueEnglish_setter0.073482True
188885549627242782721836931382017-07-22 00:23:06+00:00http://twitter.com/download/iphoneThis is Ralphus. He's powering up. Attempting maximum borkdrive. 13/10 inspirational af https://t.co/YnYAFCTTiKhttps://twitter.com/dog_rates/status/888554962724278272/photo/1,https://twitter.com/dog_rates/status/888554962724278272/photo/1,https://twitter.com/dog_rates/status/888554962724278272/photo/1,https://twitter.com/dog_rates/status/888554962724278272/photo/113.010.0RalphusNaNhttps://pbs.twimg.com/media/DFTH_O-UQAACu20.jpg3.0Siberian_husky0.700377TrueEskimo_dog0.166511TrueMalamute0.111411True
198880784344585871362027531362017-07-20 16:49:33+00:00http://twitter.com/download/iphoneThis is Gerald. He was just told he didn't get the job he interviewed for. A h*ckin injustice. 12/10 didn't want the job anyway https://t.co/DK7iDPfuRXhttps://twitter.com/dog_rates/status/888078434458587136/photo/1,https://twitter.com/dog_rates/status/888078434458587136/photo/112.010.0GeraldNaNhttps://pbs.twimg.com/media/DFMWn56WsAAkA7B.jpg1.0French_bulldog0.995026TruePug0.000932TrueBull_mastiff0.000903True
208877052893818265602816548772017-07-19 16:06:48+00:00http://twitter.com/download/iphoneThis is Jeffrey. He has a monopoly on the pool noodles. Currently running a 'boop for two' midweek sale. 13/10 h*ckin strategic https://t.co/PhrUk20Q64https://twitter.com/dog_rates/status/887705289381826560/photo/113.010.0JeffreyNaNhttps://pbs.twimg.com/media/DFHDQBbXgAEqY7t.jpg1.0Basset0.821664TrueRedbone0.087582TrueWeimaraner0.026236True
2188751713915809382443189106362017-07-19 03:39:09+00:00http://twitter.com/download/iphoneI've yet to rate a Venezuelan Hover Wiener. This is such an honor. 14/10 paw-inspiring af (IG: roxy.thedoxy) https://t.co/20VrLAA8bahttps://twitter.com/dog_rates/status/887517139158093824/video/114.010.0suchNaNhttps://pbs.twimg.com/ext_tw_video_thumb/887517108413886465/pu/img/WanJKwssZj4VJvL9.jpg1.0Limousine0.130432FalseTow_truck0.029175FalseShopping_cart0.026321False
2288747395710395188363966162522017-07-19 00:47:34+00:00http://twitter.com/download/iphoneThis is Canela. She attempted some fancy porch pics. They were unsuccessful. 13/10 someone help her https://t.co/cLyzpcUcMXhttps://twitter.com/dog_rates/status/887473957103951883/photo/1,https://twitter.com/dog_rates/status/887473957103951883/photo/113.010.0CanelaNaNhttps://pbs.twimg.com/media/DFDw2tyUQAAAFke.jpg2.0Pembroke0.809197TrueRhodesian_ridgeback0.054950TrueBeagle0.038915True
238873432170453688323133794652017-07-18 16:08:03+00:00http://twitter.com/download/iphoneYou may not have known you needed to see this today. 13/10 please enjoy (IG: emmylouroo) https://t.co/WZqNqygEyVhttps://twitter.com/dog_rates/status/887343217045368832/video/113.010.0NaNNaNhttps://pbs.twimg.com/ext_tw_video_thumb/887343120832229379/pu/img/6HSuFrW1lzI_9Mht.jpg1.0Mexican_hairless0.330741TrueSea_lion0.275645FalseWeimaraner0.134203True
248871013928040857602850653932017-07-18 00:07:08+00:00http://twitter.com/download/iphoneThis... is a Jubilant Antarctic House Bear. We only rate dogs. Please only send dogs. Thank you... 12/10 would suffocate in floof https://t.co/4Ad1jzJSdphttps://twitter.com/dog_rates/status/887101392804085760/photo/112.010.0NaNNaNhttps://pbs.twimg.com/media/DE-eAq6UwAA-jaE.jpg1.0Samoyed0.733942TrueEskimo_dog0.035029TrueStaffordshire_bullterrier0.029705True
258869832335225446403248769282017-07-17 16:17:36+00:00http://twitter.com/download/iphoneThis is Maya. She's very shy. Rarely leaves her cup. 13/10 would find her an environment to thrive in https://t.co/I6oNy0CgiThttps://twitter.com/dog_rates/status/886983233522544640/photo/1,https://twitter.com/dog_rates/status/886983233522544640/photo/113.010.0MayaNaNhttps://pbs.twimg.com/media/DE8yicJW0AAAvBJ.jpg2.0Chihuahua0.793469TrueToy_terrier0.143528TrueCan_opener0.032253False
268867368805193195521114928992017-07-16 23:58:41+00:00http://twitter.com/download/iphoneThis is Mingus. He's a wonderful father to his smol pup. Confirmed 13/10, but he needs your help\\n\\nhttps://t.co/bVi0Yr4Cff https://t.co/ISvKOSkd5bhttps://www.gofundme.com/mingusneedsus,https://twitter.com/dog_rates/status/886736880519319552/photo/1,https://twitter.com/dog_rates/status/886736880519319552/photo/113.010.0MingusNaNhttps://pbs.twimg.com/media/DE5Se8FXcAAJFx4.jpg1.0Kuvasz0.309706TrueGreat_pyrenees0.186136TrueDandie_dinmont0.086346True
278866803364779335682092440432017-07-16 20:14:00+00:00http://twitter.com/download/iphoneThis is Derek. He's late for a dog meeting. 13/10 pet...al to the metal https://t.co/BCoWue0abAhttps://twitter.com/dog_rates/status/886680336477933568/photo/113.010.0DerekNaNhttps://pbs.twimg.com/media/DE4fEDzWAAAyHMM.jpg1.0Convertible0.738995FalseSports_car0.139952FalseCar_wheel0.044173False
288863661447344455681967228602017-07-15 23:25:31+00:00http://twitter.com/download/iphoneThis is Roscoe. Another pupper fallen victim to spontaneous tongue ejections. Get the BlepiPen immediate. 12/10 deep breaths Roscoe https://t.co/RGE08MIJoxhttps://twitter.com/dog_rates/status/886366144734445568/photo/1,https://twitter.com/dog_rates/status/886366144734445568/photo/112.010.0Roscoepupperhttps://pbs.twimg.com/media/DE0BTnQUwAApKEH.jpg1.0French_bulldog0.999201TrueChihuahua0.000361TrueBoston_bull0.000076True
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308862583841518878732605157062017-07-15 16:17:19+00:00http://twitter.com/download/iphoneThis is Waffles. His doggles are pupside down. Unsure how to fix. 13/10 someone assist Waffles https://t.co/xZDA9Qsq1Ohttps://twitter.com/dog_rates/status/886258384151887873/photo/113.010.0WafflesNaNhttps://pbs.twimg.com/media/DEyfTG4UMAE4aE9.jpg1.0Pug0.943575TrueShower_cap0.025286FalseSiamese_cat0.002849False
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328859848000199475203033860722017-07-14 22:10:11+00:00http://twitter.com/download/iphoneViewer discretion advised. This is Jimbo. He will rip ur finger right h*ckin off. Other dog clearly an accessory. 12/10 pls pet with caution https://t.co/BuveP0uMF1https://twitter.com/dog_rates/status/885984800019947520/photo/112.010.0JimboNaNhttps://pbs.twimg.com/media/DEumeWWV0AA-Z61.jpg1.0Blenheim_spaniel0.972494TrueShih-tzu0.006630TrueBernese_mountain_dog0.006239True
338855289432054702083344857732017-07-13 15:58:47+00:00http://twitter.com/download/iphoneThis is Maisey. She fell asleep mid-excavation. Happens to the best of us. 13/10 would pat noggin approvingly https://t.co/tp1kQ8i9JFhttps://twitter.com/dog_rates/status/885528943205470208/photo/113.010.0MaiseyNaNhttps://pbs.twimg.com/media/DEoH3yvXgAAzQtS.jpg1.0Pug0.369275TrueLabrador_retriever0.265835TrueKuvasz0.134697True
348855189715287203851906233752017-07-13 15:19:09+00:00http://twitter.com/download/iphoneI have a new hero and his name is Howard. 14/10 https://t.co/gzLHboL7Skhttps://twitter.com/4bonds2carbon/status/88551736733751296014.010.0NaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
35885311592912609280016715NaTNaNNaNNaNNaNNaNNaNNaNhttps://pbs.twimg.com/media/C4bTH6nWMAAX_bJ.jpg1.0Labrador_retriever0.908703TrueSeat_belt0.057091FalsePug0.011933True
368851676198836387842036039422017-07-12 16:03:00+00:00http://twitter.com/download/iphoneHere we have a corgi undercover as a malamute. Pawbably doing important investigative work. Zero control over tongue happenings. 13/10 https://t.co/44ItaMubBfhttps://twitter.com/dog_rates/status/885167619883638784/photo/1,https://twitter.com/dog_rates/status/885167619883638784/photo/1,https://twitter.com/dog_rates/status/885167619883638784/photo/1,https://twitter.com/dog_rates/status/885167619883638784/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/DEi_N9qXYAAgEEw.jpg4.0Malamute0.812482TrueSiberian_husky0.071712TrueEskimo_dog0.055770True
3788492552174170931371705163202017-07-12 00:01:00+00:00http://twitter.com/download/iphoneThis is Earl. He found a hat. Nervous about what you think of it. 12/10 it's delightful, Earl https://t.co/MYJvdlNRVahttps://twitter.com/dog_rates/status/884925521741709313/photo/112.010.0EarlNaNhttps://pbs.twimg.com/media/DEfjEaNXkAAtPlj.jpg1.0Italian_greyhound0.259916TrueAmerican_staffordshire_terrier0.198451TrueStaffordshire_bullterrier0.127725True
388848767533904896012590350362017-07-11 20:47:12+00:00http://twitter.com/download/iphoneThis is Lola. It's her first time outside. Must test the earth and taste the atmosphere. 13/10 you're doing great Lola https://t.co/74TKAUsLkOhttps://twitter.com/dog_rates/status/884876753390489601/photo/1,https://twitter.com/dog_rates/status/884876753390489601/photo/1,https://twitter.com/dog_rates/status/884876753390489601/photo/1,https://twitter.com/dog_rates/status/884876753390489601/photo/113.010.0LolaNaNhttps://pbs.twimg.com/media/DEe2tZXXkAAwyX3.jpg1.0Chow0.822103TrueNorwich_terrier0.106075TrueNorfolk_terrier0.037348True
398845628921456885762263442472017-07-11 00:00:02+00:00http://twitter.com/download/iphoneThis is Kevin. He's just so happy. 13/10 what is your secret Kevin https://t.co/1r4MFCbCX5https://twitter.com/dog_rates/status/884562892145688576/photo/113.010.0KevinNaNhttps://pbs.twimg.com/media/DEaZQkfXUAEC7qB.jpg1.0Pug0.546406TrueFrench_bulldog0.404291TrueBrabancon_griffon0.044002True
408844418053827174402523451432017-07-10 15:58:53+00:00http://twitter.com/download/iphoneI present to you, Pup in Hat. Pup in Hat is great for all occasions. Extremely versatile. Compact as h*ck. 14/10 (IG: itselizabethgales) https://t.co/vvBOcC2VdChttps://twitter.com/dog_rates/status/884441805382717440/photo/114.010.0NaNNaNhttps://pbs.twimg.com/media/DEYrIZwWsAA2Wo5.jpg1.0Pembroke0.993225TrueCardigan0.003216TrueChihuahua0.002081True
4188424787885149388867529183502017-07-10 03:08:17+00:00http://twitter.com/download/iphoneOMG HE DIDN'T MEAN TO HE WAS JUST TRYING A LITTLE BARKOUR HE'S SUPER SORRY 13/10 WOULD FORGIVE IMMEDIATE https://t.co/uF3pQ8Wubjhttps://twitter.com/kaijohnson_19/status/88396565075403980913.010.0NaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
428841626705843773451898827062017-07-09 21:29:42+00:00http://twitter.com/download/iphoneMeet Yogi. He doesn't have any important dog meetings today he just enjoys looking his best at all times. 12/10 for dangerously dapper doggo https://t.co/YSI00BzTBZhttps://twitter.com/dog_rates/status/884162670584377345/photo/112.010.0Yogidoggohttps://pbs.twimg.com/media/DEUtQbzW0AUTv_o.jpg1.0German_shepherd0.707046TrueMalinois0.199396TrueNorwegian_elkhound0.049148True
438838381229366312992034930972017-07-09 00:00:04+00:00http://twitter.com/download/iphoneThis is Noah. He can't believe someone made this mess. Got the vacuum out for you though. Offered to help clean pup. 12/10 super good boy https://t.co/V85xujjDDYhttps://twitter.com/dog_rates/status/883838122936631299/photo/112.010.0NoahNaNhttps://pbs.twimg.com/media/DEQGFgAXUAAEvfi.jpg1.0Doberman0.610946TrueMiniature_pinscher0.299603TrueKelpie0.063020True
448834828469330042884265789252017-07-08 00:28:19+00:00http://twitter.com/download/iphoneThis is Bella. She hopes her smile made you smile. If not, she is also offering you her favorite monkey. 13.5/10 https://t.co/qjrljjt948https://twitter.com/dog_rates/status/883482846933004288/photo/1,https://twitter.com/dog_rates/status/883482846933004288/photo/15.010.0BellaNaNhttps://pbs.twimg.com/media/DELC9dZXUAADqUk.jpg1.0Golden_retriever0.943082TrueLabrador_retriever0.032409TrueKuvasz0.005501True
458833606908992184342110933412017-07-07 16:22:55+00:00http://twitter.com/download/iphoneMeet Grizzwald. He may be the floofiest floofer I ever did see. Lost eyes saving a schoolbus from a volcano erpuption. 13/10 heroic as h*ck https://t.co/rf661IFEYPhttps://twitter.com/dog_rates/status/883360690899218434/photo/113.010.0Grizzwaldflooferhttps://pbs.twimg.com/media/DEJT3FeXoAAtwUy.jpg1.0Chow0.987997TrueTibetan_mastiff0.007099TrueNewfoundland0.002140True
468831178360460861443455760022017-07-07 00:17:54+00:00http://twitter.com/download/iphonePlease only send dogs. We don't rate mechanics, no matter how h*ckin good. Thank you... 13/10 would sneak a pat https://t.co/Se5fZ9wp5Ehttps://twitter.com/dog_rates/status/883117836046086144/photo/1,https://twitter.com/dog_rates/status/883117836046086144/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/DEF2-_hXoAAs62q.jpg2.0Golden_retriever0.949562TrueLabrador_retriever0.045948TrueKuvasz0.002471True
478829920803642204162224935122017-07-06 15:58:11+00:00http://twitter.com/download/iphoneThis is Rusty. He wasn't ready for the first pic. Clearly puppared for the second. 13/10 confirmed great boy https://t.co/tyER0KpdXjhttps://twitter.com/dog_rates/status/882992080364220416/photo/1,https://twitter.com/dog_rates/status/882992080364220416/photo/113.010.0RustyNaNhttps://pbs.twimg.com/media/DEEEnIqXYAAiJh_.jpg1.0Eskimo_dog0.466778TrueSiberian_husky0.406044TrueDingo0.073414False
488827626945117347842630944152017-07-06 00:46:41+00:00http://twitter.com/download/iphoneThis is Gus. He's quite the cheeky pupper. Already perfected the disinterested wink. 12/10 would let steal my girl https://t.co/D43I96SlVuhttps://twitter.com/dog_rates/status/882762694511734784/photo/112.010.0Guspupperhttps://pbs.twimg.com/media/DEAz_HHXsAA-p_z.jpg1.0Labrador_retriever0.850050TrueChesapeake_bay_retriever0.074257TrueFlat-coated_retriever0.015579True
498826272703216025602606854892017-07-05 15:48:34+00:00http://twitter.com/download/iphoneThis is Stanley. He has his first swim lesson today. Doggle straps adjusted. Ready to go. 13/10 Phelps is nervous (IG: stanleythe_corgi) https://t.co/Nx52PGwH94https://twitter.com/dog_rates/status/882627270321602560/photo/113.010.0StanleyNaNhttps://pbs.twimg.com/media/DD-40X3WAAAJPU5.jpg1.0Pembroke0.542982TrueChihuahua0.251988TrueCardigan0.107699True
5088226811019936972841729104622017-07-04 16:01:23+00:00http://twitter.com/download/iphoneThis is Alfy. You're witnessing his first watermelon experience. I think it was a success. 13/10 happy 4th Alfy 🇺🇸 https://t.co/fYP5RlutfAhttps://twitter.com/dog_rates/status/882268110199369728/photo/1,https://twitter.com/dog_rates/status/882268110199369728/photo/1,https://twitter.com/dog_rates/status/882268110199369728/photo/113.010.0AlfyNaNhttps://pbs.twimg.com/media/DD5yKdPW0AArzX8.jpg1.0Golden_retriever0.762211TrueLabrador_retriever0.098985TrueCocker_spaniel0.017199True
518820458700359188502730444102017-07-04 01:18:17+00:00http://twitter.com/download/iphoneThis is Koko. Her owner, inspired by Barney, recently built a cart for her to use during walks if she got tired. 13/10 rest easy Koko https://t.co/zeDpnsKX7whttps://twitter.com/dog_rates/status/882045870035918850/photo/1,https://twitter.com/dog_rates/status/882045870035918850/photo/1,https://twitter.com/dog_rates/status/882045870035918850/photo/1,https://twitter.com/dog_rates/status/882045870035918850/photo/113.010.0KokoNaNhttps://pbs.twimg.com/media/DD2oCl2WAAEI_4a.jpg1.0Web_site0.949591FalseDhole0.017326FalseGolden_retriever0.006941True
528819065807149219862266630752017-07-03 16:04:48+00:00http://twitter.com/download/iphoneThis is Rey. He's a Benebop Cumberfloof. 12/10 dangerously pettable https://t.co/503CgWbhxQhttps://twitter.com/dog_rates/status/881906580714921986/photo/112.010.0ReyNaNhttps://pbs.twimg.com/media/DD0pWm9XcAAeSBL.jpg1.0Weimaraner0.291539TrueChesapeake_bay_retriever0.278966TrueKoala0.127017False
538816665953445355524718296442017-07-03 00:11:11+00:00http://twitter.com/download/iphoneThis is Gary. He couldn't miss this puppertunity for a selfie. Flawless focusing skills. 13/10 would boop intensely https://t.co/7CSWCl8I6shttps://twitter.com/dog_rates/status/881666595344535552/photo/113.010.0GaryNaNhttps://pbs.twimg.com/media/DDxPFwbWAAEbVVR.jpg1.0Saluki0.529012TrueAfghan_hound0.250003TrueGolden_retriever0.160739True
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5588153600438087270646075144552017-07-02 15:32:16+00:00http://twitter.com/download/iphoneHere is a pupper approaching maximum borkdrive. Zooming at never before seen speeds. 14/10 paw-inspiring af \\n(IG: puffie_the_chow) https://t.co/ghXBIIeQZFhttps://twitter.com/dog_rates/status/881536004380872706/video/114.010.0apupperhttps://pbs.twimg.com/ext_tw_video_thumb/881535971568889856/pu/img/9bawiZ--8FKywTkz.jpg1.0Samoyed0.281463TrueAngora0.272066FalsePersian_cat0.114854False
568812684441964625922164947792017-07-01 21:49:04+00:00http://twitter.com/download/iphoneMeet Elliot. He's a Canadian Forrest Pup. Unusual number of antlers for a dog. Sneaky tongue slip to celebrate #Canada150. 12/10 would pet https://t.co/cgwJwowTMChttps://twitter.com/dog_rates/status/881268444196462592/photo/112.010.0ElliotNaNhttps://pbs.twimg.com/media/DDrk-f9WAAI-WQv.jpg1.0Tusker0.473303FalseIndian_elephant0.245646FalseIbex0.055661False
578809357628999884821593325322017-06-30 23:47:07+00:00http://twitter.com/download/iphoneThis is Louis. He's crossing. It's a big deal. 13/10 h*ckin breathtaking https://t.co/D0wb1GlKAthttps://twitter.com/dog_rates/status/880935762899988482/photo/113.010.0LouisNaNhttps://pbs.twimg.com/media/DDm2Z5aXUAEDS2u.jpg1.0Street_sign0.251801FalseUmbrella0.115123FalseTraffic_light0.069534False
588808724488157716481982534652017-06-30 19:35:32+00:00http://twitter.com/download/iphoneUgh not again. We only rate dogs. Please don't send in well-dressed floppy-tongued street penguins. Dogs only please. Thank you... 12/10 https://t.co/WiAMbTkDPfhttps://twitter.com/dog_rates/status/880872448815771648/photo/112.010.0NaNNaNhttps://pbs.twimg.com/media/DDl8zzJW0AAisCJ.jpg1.0Pembroke0.791416TrueNorwich_terrier0.061393TrueChihuahua0.033726True
598804658323668131842651456222017-06-29 16:39:47+00:00http://twitter.com/download/iphoneThis is Bella. She had her first beach experience this morning. Complete success. 12/10 would perform a sandy boop https://t.co/4VsFysDmiwhttps://twitter.com/dog_rates/status/880465832366813184/photo/1,https://twitter.com/dog_rates/status/880465832366813184/photo/1,https://twitter.com/dog_rates/status/880465832366813184/photo/1,https://twitter.com/dog_rates/status/880465832366813184/photo/112.010.0BellaNaNhttps://pbs.twimg.com/media/DDgK-J4XUAIEV9W.jpg1.0Golden_retriever0.913255TrueLabrador_retriever0.026329TrueCocker_spaniel0.009371True
608802211272803819522511137692017-06-29 00:27:25+00:00http://twitter.com/download/iphoneMeet Jesse. He's a Fetty Woof. His tongue ejects without warning. A true bleptomaniac. 12/10 would snug well https://t.co/fUod0tVmvKhttps://twitter.com/dog_rates/status/880221127280381952/photo/1,https://twitter.com/dog_rates/status/880221127280381952/photo/112.010.0JesseNaNhttps://pbs.twimg.com/media/DDcscbXU0AIfDzs.jpg1.0Chihuahua0.238525TrueMeerkat0.104256FalseClumber0.052580True
618800957828708966412572739272017-06-28 16:09:20+00:00http://twitter.com/download/iphonePlease don't send in photos without dogs in them. We're not @porch_rates. Insubordinate and churlish. Pretty good porch tho 11/10 https://t.co/HauE8M3Bu4https://twitter.com/dog_rates/status/880095782870896641/photo/111.010.0NaNNaNhttps://pbs.twimg.com/media/DDa6ckbXgAAM1vV.jpg1.0Miniature_pinscher0.120298TrueRhodesian_ridgeback0.106395TrueBeagle0.106073True
628798624647159275522084731632017-06-28 00:42:13+00:00http://twitter.com/download/iphoneThis is Romeo. He would like to do an entrance. Requesting your immediate assistance. 13/10 https://t.co/Qh5aEkRQm9https://twitter.com/dog_rates/status/879862464715927552/photo/1,https://twitter.com/dog_rates/status/879862464715927552/photo/1,https://twitter.com/dog_rates/status/879862464715927552/photo/113.010.0RomeoNaNhttps://pbs.twimg.com/media/DDXmPrbWAAEKMvy.jpg3.0Basset0.813507TrueBeagle0.146654TrueCocker_spaniel0.009485True
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648794920405176156162188228892017-06-27 00:10:17+00:00http://twitter.com/download/iphoneThis is Bailey. He thinks you should measure ear length for signs of growth instead. 12/10 https://t.co/IxM9IMKQq8https://twitter.com/dog_rates/status/879492040517615616/photo/112.010.0BaileyNaNhttps://pbs.twimg.com/media/DDSVWMvXsAEgmMK.jpg1.0German_short-haired_pointer0.479896TrueVizsla0.124353TrueBath_towel0.073320False
6587941581842518426298574402432017-06-26 19:07:24+00:00http://twitter.com/download/iphoneThis is Duddles. He did an attempt. 13/10 someone help him (vid by Georgia Felici) https://t.co/UDT7ZkcTgYhttps://twitter.com/dog_rates/status/879415818425184262/video/113.010.0DuddlesNaNhttps://pbs.twimg.com/ext_tw_video_thumb/879415784908390401/pu/img/cX7XI1TnUsseGET5.jpg1.0English_springer0.383404TrueBoston_bull0.134967TrueCardigan0.110481True
668793764925678551041567828322017-06-26 16:31:08+00:00http://twitter.com/download/iphoneThis is Jack AKA Stephen Furry. You're not scoring on him. Unless he slips down the slide. 12/10 would happily get blocked by https://t.co/0gOi601EAahttps://twitter.com/dog_rates/status/879376492567855104/photo/112.010.0JackNaNhttps://pbs.twimg.com/media/DDQsQGFV0AAw6u9.jpg1.0Tricycle0.663601FalseLabrador_retriever0.033496TruePembroke0.018827True
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688790507492626554882100342602017-06-25 18:56:45+00:00http://twitter.com/download/iphoneThis is Steven. He has trouble relating to other dogs. Quite shy. Neck longer than average. Tropical probably. 11/10 would still pet https://t.co/2mJCDEJWdDhttps://twitter.com/dog_rates/status/879050749262655488/photo/111.010.0StevenNaNhttps://pbs.twimg.com/media/DDMD_phXoAQ1qf0.jpg1.0Tabby0.311861FalseWindow_screen0.169123FalseEgyptian_cat0.132932False
698790082295310295061772424272017-06-25 16:07:47+00:00http://twitter.com/download/iphoneThis is Beau. That is Beau's balloon. He takes it everywhere. 13/10 would protect at all costs https://t.co/YDtpCjIPKNhttps://twitter.com/dog_rates/status/879008229531029506/photo/113.010.0BeauNaNhttps://pbs.twimg.com/media/DDLdUrqXYAMOVzY.jpg1.0Vizsla0.960513TrueMiniature_pinscher0.009431TrueAmerican_staffordshire_terrier0.008711True
708787760934230876181806337082017-06-25 00:45:22+00:00http://twitter.com/download/iphoneThis is Snoopy. He's a proud #PrideMonthPuppo. Impeccable handwriting for not having thumbs. 13/10 would love back #PrideMonth https://t.co/lNZwgNO4gShttps://twitter.com/dog_rates/status/878776093423087618/photo/1,https://twitter.com/dog_rates/status/878776093423087618/photo/113.010.0Snoopypuppohttps://pbs.twimg.com/media/DDIKMXzW0AEibje.jpg2.0Italian_greyhound0.734684TrueWhippet0.150487TrueIbizan_hound0.039725True
718786047072117268522807864142017-06-24 13:24:20+00:00http://twitter.com/download/iphoneMartha is stunning how h*ckin dare you. 13/10 https://t.co/9uABQXgjwahttps://twitter.com/bbcworld/status/87859986850740224113.010.0NaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
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74878281511006478336721111642017-06-23 16:00:04+00:00http://twitter.com/download/iphoneMeet Shadow. In an attempt to reach maximum zooming borkdrive, he tore his ACL. Still 13/10 tho. Help him out below\\n\\nhttps://t.co/245xJJElsY https://t.co/lUiQH219v6https://www.gofundme.com/3yd6y1c,https://twitter.com/dog_rates/status/878281511006478336/photo/113.010.0ShadowNaNhttps://pbs.twimg.com/media/DDBIX9QVYAAohGa.jpg1.0Basset0.320420TrueCollie0.215975TrueAppenzeller0.128507True
758780576130401157123925061612017-06-23 01:10:23+00:00http://twitter.com/download/iphoneThis is Emmy. She was adopted today. Massive round of pupplause for Emmy and her new family. 14/10 for all involved https://t.co/cwtWnHMVpehttps://twitter.com/dog_rates/status/878057613040115712/photo/1,https://twitter.com/dog_rates/status/878057613040115712/photo/114.010.0EmmyNaNhttps://pbs.twimg.com/media/DC98vABUIAA97pz.jpg1.0French_bulldog0.839097TrueBoston_bull0.078799TrueToy_terrier0.015243True
7687773647232919142473922171742017-06-22 03:54:17+00:00http://twitter.com/download/iphoneThis is Aja. She was just told she's a good dog. Suspicions confirmed. 13/10 would tell again https://t.co/lsPyyAiF1rhttps://twitter.com/dog_rates/status/877736472329191424/photo/1,https://twitter.com/dog_rates/status/877736472329191424/photo/113.010.0AjaNaNhttps://pbs.twimg.com/media/DC5YqoQW0AArOLH.jpg2.0Chesapeake_bay_retriever0.837956TrueLabrador_retriever0.062034TrueWeimaraner0.040599True
77877611172832227328072NaTNaNNaNNaNNaNNaNNaNNaNhttps://pbs.twimg.com/media/DCszHgmW0AAmIpT.jpg1.0Irish_setter0.364729TrueGolden_retriever0.202907TrueIrish_terrier0.107473True
788775562467312148482117334512017-06-21 15:58:08+00:00http://twitter.com/download/iphoneThis is Penny. She's both pupset and fired pup. Not pleased w your barbaric attempts at cleanliness. 12/10 would enjoy more shampoo options https://t.co/OYdDlfOGXPhttps://twitter.com/dog_rates/status/877556246731214848/photo/112.010.0PennyNaNhttps://pbs.twimg.com/media/DC20wEcW0AAf59m.jpg1.0Basset0.995368TrueWelsh_springer_spaniel0.001936TrueBathtub0.000468False
798773168213214289932556547192017-06-21 00:06:44+00:00http://twitter.com/download/iphoneMeet Dante. At first he wasn't a fan of his new raincoat, then he saw his reflection. H*ckin handsome. 13/10 for water resistant good boy https://t.co/SHRTIo5pxchttps://twitter.com/dog_rates/status/877316821321428993/photo/1,https://twitter.com/dog_rates/status/877316821321428993/photo/113.010.0DanteNaNhttps://pbs.twimg.com/media/DCza_vtXkAQXGpC.jpg1.0Saluki0.509967TrueItalian_greyhound0.090497TrueGolden_retriever0.079406True
808772018374259261442528250552017-06-20 16:29:50+00:00http://twitter.com/download/iphoneThis is Nelly. He graduated with his dogtorate today. Wants to know if you're proud of him. 12/10 would give congratulatory boop https://t.co/4g4cfj3P4Yhttps://twitter.com/dog_rates/status/877201837425926144/photo/1,https://twitter.com/dog_rates/status/877201837425926144/photo/112.010.0NellyNaNhttps://pbs.twimg.com/media/DCxyahJWsAAddSC.jpg1.0Pembroke0.931120TrueCardigan0.068698TrueBasenji0.000082True
818768381206285393921930930292017-06-19 16:24:33+00:00http://twitter.com/download/iphoneThis is Ginger. She's having a ruff Monday. Too many pupper things going on. H*ckin exhausting. 12/10 would snug passionately https://t.co/j211oCDRs6https://twitter.com/dog_rates/status/876838120628539392/photo/1,https://twitter.com/dog_rates/status/876838120628539392/photo/112.010.0Gingerpupperhttps://pbs.twimg.com/media/DCsnnZsVwAEfkyi.jpg1.0Bloodhound0.575751TrueRedbone0.240970TrueTibetan_mastiff0.088935True
828765376660612218892210742642017-06-18 20:30:39+00:00http://twitter.com/download/iphoneI can say with the pupmost confidence that the doggos who assisted with this search are heroic as h*ck. 14/10 for all https://t.co/8yoc1CNTsuhttps://twitter.com/mpstowerham/status/87616299444675379314.010.0NaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
838764840539098726401753421492017-06-18 16:57:37+00:00http://twitter.com/download/iphoneThis is Benedict. He wants to thank you for this delightful urban walk. Hopes you know he loves you. 13/10 super duper good boy https://t.co/26BXueUgbshttps://twitter.com/dog_rates/status/876484053909872640/photo/113.010.0BenedictNaNhttps://pbs.twimg.com/media/DCnll_dUQAAkBdG.jpg1.0Golden_retriever0.874566TrueIrish_terrier0.037354TrueChow0.016724True
848761202751961702402612642392017-06-17 16:52:05+00:00http://twitter.com/download/iphoneMeet Venti, a seemingly caffeinated puppoccino. She was just informed the weekend would include walks, pats and scritches. 13/10 much excite https://t.co/ejExJFq3ekhttps://twitter.com/dog_rates/status/876120275196170240/photo/113.010.0VentiNaNhttps://pbs.twimg.com/media/DCiavj_UwAAcXep.jpg1.0Bernese_mountain_dog0.534327TrueSaint_bernard0.346312TrueGreater_swiss_mountain_dog0.094933True
858757477678675230722348938842017-06-16 16:11:53+00:00http://twitter.com/download/iphoneThis is Goose. He's a womanizer. Cheeky as h*ck, but also deep. Tongue slip game on another level. 13/10 will steal your girl https://t.co/V2WlACRJCNhttps://twitter.com/dog_rates/status/875747767867523072/photo/113.010.0GooseNaNhttps://pbs.twimg.com/media/DCdH8YpUQAAiEbL.jpg1.0Labrador_retriever0.799551TrueChesapeake_bay_retriever0.179975TrueVizsla0.004618True
868751442898561146882049744562017-06-15 00:13:52+00:00http://twitter.com/download/iphoneMeet Nugget and Hank. Nugget took Hank's bone. Hank is wondering if you would please return it to him. Both 13/10 would not intervene https://t.co/ogith9ejNjhttps://twitter.com/dog_rates/status/875144289856114688/video/113.010.0NuggetNaNhttps://pbs.twimg.com/ext_tw_video_thumb/875144175078957056/pu/img/BRi_l7vUdpb93Knf.jpg1.0Siberian_husky0.245048TruePembroke0.223716TrueDingo0.160753False
878750971926120775682563355222017-06-14 21:06:43+00:00http://twitter.com/download/iphoneYou'll get your package when that precious man is done appreciating the pups. 13/10 for everyone https://t.co/PFp4MghzBWhttps://twitter.com/drboondoc/status/87441339813354700813.010.0NaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
888750212112515973122383142872017-06-14 16:04:48+00:00http://twitter.com/download/iphoneGuys please stop sending pictures without any dogs in th- oh never mind hello excuse me sir. 12/10 stealthy as h*ck https://t.co/brCQoqc8AWhttps://twitter.com/dog_rates/status/875021211251597312/photo/1,https://twitter.com/dog_rates/status/875021211251597312/photo/112.010.0NaNNaNhttps://pbs.twimg.com/media/DCSzF3NVoAAPzT4.jpg2.0West_highland_white_terrier0.714319TrueSiberian_husky0.091913TrueGreat_pyrenees0.046038True
898746800970551787522598742112017-06-13 17:29:20+00:00http://twitter.com/download/iphoneMeet Cash. He hath acquired a stick. A very good stick tbh. 12/10 would pat head approvingly https://t.co/lZhtizkURDhttps://twitter.com/dog_rates/status/874680097055178752/photo/112.010.0CashNaNhttps://pbs.twimg.com/media/DCN85nGUwAAzG_q.jpg1.0Labrador_retriever0.836052TrueStaffordshire_bullterrier0.047069TrueBeagle0.036007True
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918742967835806638082434637442017-06-12 16:06:11+00:00http://twitter.com/download/iphoneThis is Jed. He may be the fanciest pupper in the game right now. Knows it too. 13/10 would sign modeling contract https://t.co/0YplNnSMEmhttps://twitter.com/dog_rates/status/874296783580663808/photo/113.010.0Jedpupperhttps://pbs.twimg.com/media/DCIgSR0XgAANEOY.jpg1.0Cocker_spaniel0.437216TrueMiniature_poodle0.277191TrueToy_poodle0.157402True
928740575629368115202125236282017-06-12 00:15:36+00:00http://twitter.com/download/iphoneI can't believe this keeps happening. This, is a birb taking a bath. We only rate dogs. Please only send dogs. Thank you... 12/10 https://t.co/pwY9PQhtP2https://twitter.com/dog_rates/status/874057562936811520/photo/112.010.0NaNNaNhttps://pbs.twimg.com/media/DCFGtdoXkAEsqIw.jpg1.0Flat-coated_retriever0.832177TrueBlack-and-tan_coonhound0.040437TrueNewfoundland0.028228True
938740129962925301763203093212017-06-11 21:18:31+00:00http://twitter.com/download/iphoneThis is Sebastian. He can't see all the colors of the rainbow, but he can see that this flag makes his human happy. 13/10 #PrideMonth puppo https://t.co/XBE0evJZ6Vhttps://twitter.com/dog_rates/status/874012996292530176/photo/1,https://twitter.com/dog_rates/status/874012996292530176/photo/113.010.0Sebastianpuppohttps://pbs.twimg.com/media/DCEeLxjXsAAvNSM.jpg2.0Cardigan0.806674TruePembroke0.116622TrueKelpie0.049182True
948735802838403440652266535912017-06-10 16:39:04+00:00http://twitter.com/download/iphoneWe usually don't rate Deck-bound Saskatoon Black Bears, but this one is h*ckin flawless. Sneaky tongue slip too. 13/10 would hug firmly https://t.co/mNuMH9400nhttps://twitter.com/dog_rates/status/873580283840344065/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/DB-UotKXkAEHXVi.jpg1.0Newfoundland0.678537TrueTibetan_mastiff0.244022TrueChow0.048530True
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96873213775632977920670114482017-06-09 16:22:42+00:00http://twitter.com/download/iphoneThis is Sierra. She's one precious pupper. Absolute 12/10. Been in and out of ICU her whole life. Help Sierra below\\n\\nhttps://t.co/Xp01EU3qyD https://t.co/V5lkvrGLdQhttps://www.gofundme.com/help-my-baby-sierra-get-better,https://twitter.com/dog_rates/status/873213775632977920/photo/1,https://twitter.com/dog_rates/status/873213775632977920/photo/112.010.0Sierrapupperhttps://pbs.twimg.com/media/DB5HTBGXUAE0TiK.jpg1.0Vizsla0.619782TrueBloodhound0.338069TrueChesapeake_bay_retriever0.012676True
978729671041477632002550049392017-06-09 00:02:31+00:00http://twitter.com/download/iphoneHere's a very large dog. He has a date later. Politely asked this water person to check if his breath is bad. 12/10 good to go doggo https://t.co/EMYIdoblMRhttps://twitter.com/dog_rates/status/872967104147763200/photo/1,https://twitter.com/dog_rates/status/872967104147763200/photo/112.010.0NaNdoggohttps://pbs.twimg.com/media/DB1m871XUAAw5vZ.jpg2.0Labrador_retriever0.476913TrueChesapeake_bay_retriever0.174145TrueGerman_short-haired_pointer0.092861True
988728206835412377601380433972017-06-08 14:20:41+00:00http://twitter.com/download/iphoneHere are my favorite #dogsatpollingstations \\nMost voted for a more consistent walking schedule and to increase daily pats tenfold. All 13/10 https://t.co/17FVMl4VZ5https://twitter.com/dog_rates/status/872820683541237760/photo/1,https://twitter.com/dog_rates/status/872820683541237760/photo/1,https://twitter.com/dog_rates/status/872820683541237760/photo/1,https://twitter.com/dog_rates/status/872820683541237760/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/DBzhx0PWAAEhl0E.jpg3.0Pug0.999120TrueFrench_bulldog0.000552TrueBull_mastiff0.000073True
998726208048440033281942133302017-06-08 01:06:27+00:00http://twitter.com/download/iphoneThis is Monkey. She's supporting owners everywhere with her fancy #PrideMonth bandana. 13/10 love is love is love... https://t.co/lUcpnZDPz9https://twitter.com/dog_rates/status/872620804844003328/photo/113.010.0MonkeyNaNhttps://pbs.twimg.com/media/DBwr_hzXkAEnZBW.jpg1.0Cocker_spaniel0.513191TrueSussex_spaniel0.159088TrueStandard_poodle0.149509True
1008724869791617966083821182602017-06-07 16:14:40+00:00http://twitter.com/download/iphoneWe. Only. Rate. Dogs. Do not send in other things like this fluffy floor shark clearly ready to attack. Get it together guys... 12/10 https://t.co/BZHiKx3FpQhttps://twitter.com/dog_rates/status/872486979161796608/photo/112.010.0NaNNaNhttps://pbs.twimg.com/media/DBuyRlTUwAAYhG9.jpg1.0Pembroke0.931861TrueCardigan0.037721TrueChihuahua0.011967True
1018721227242856488973214373892017-06-06 16:07:15+00:00http://twitter.com/download/iphoneThis is Kody. He's a baller. Wishes he was a little bit taller. Double dribbles often. Still 12/10 would happily get dunked on https://t.co/PKSpmiefwNhttps://twitter.com/dog_rates/status/872122724285648897/photo/1,https://twitter.com/dog_rates/status/872122724285648897/photo/112.010.0KodyNaNhttps://pbs.twimg.com/media/DBpm-5UXcAUeCru.jpg1.0Basketball0.808396FalsePug0.066736TrueDalmatian0.054570True
10287187975468480512135240100252017-06-06 00:01:46+00:00http://twitter.com/download/iphoneSay hello to Lassie. She's celebrating #PrideMonth by being a splendid mix of astute and adorable. Proudly supupporting her owner. 13/10 https://t.co/uK6PNyeh9whttps://twitter.com/dog_rates/status/871879754684805121/photo/1,https://twitter.com/dog_rates/status/871879754684805121/photo/113.010.0LassieNaNhttps://pbs.twimg.com/media/DBmKAmBXUAE-pQ-.jpg1.0Shetland_sheepdog0.969171TrueCollie0.018261TruePomeranian0.008515True
1038717625216314490911896531922017-06-05 16:15:56+00:00http://twitter.com/download/iphoneThis is Rover. As part of pupper protocol he had to at least attempt to eat the plant. Confirmed not tasty. Needs peanut butter. 12/10 https://t.co/AiVljI6QCghttps://twitter.com/dog_rates/status/871762521631449091/photo/1,https://twitter.com/dog_rates/status/871762521631449091/photo/1,https://twitter.com/dog_rates/status/871762521631449091/photo/112.010.0Roverpupperhttps://pbs.twimg.com/media/DBkfY58XcAEdzZy.jpg2.0Labrador_retriever0.921393TrueGolden_retriever0.064608TrueBloodhound0.003383True
1048715159279086346251893731832017-06-04 23:56:03+00:00http://twitter.com/download/iphoneThis is Napolean. He's a Raggedy East Nicaraguan Zoom Zoom. Runs on one leg. Built for deception. No eyes. Good with kids. 12/10 great doggo https://t.co/PR7B7w1rUwhttps://twitter.com/dog_rates/status/871515927908634625/photo/1,https://twitter.com/dog_rates/status/871515927908634625/photo/112.010.0Napoleandoggohttps://pbs.twimg.com/media/DBg_HT9WAAEeIMM.jpg2.0Komondor0.974781TrueBriard0.020041TrueSwab0.003228False
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1068711025206382673921964150392017-06-03 20:33:19+00:00http://twitter.com/download/iphoneNever doubt a doggo 14/10 https://t.co/AbBLh2FZCHhttps://twitter.com/animalcog/status/87107575808050380914.010.0NaNdoggoNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1078710326289206804492135335022017-06-03 15:55:36+00:00http://twitter.com/download/iphoneThis is Boomer. He's doing an advanced water takeoff. The opposite of Sully. Ears for control, mlem for style. 13/10 simply breathtaking https://t.co/noNpY2Laoohttps://twitter.com/dog_rates/status/871032628920680449/photo/113.010.0BoomerNaNhttps://pbs.twimg.com/media/DBaHi3YXgAE6knM.jpg1.0Kelpie0.398053TrueMacaque0.068955FalseDingo0.050602False
1088708043173678817283161056802017-06-03 00:48:22+00:00http://twitter.com/download/iphoneReal funny guys. Sending in a pic without a dog in it. Hilarious. We'll rate the rug tho because it's giving off a very good vibe. 11/10 https://t.co/GCD1JccCyihttps://twitter.com/dog_rates/status/870804317367881728/photo/111.010.0NaNNaNhttps://pbs.twimg.com/media/DBW35ZsVoAEWZUU.jpg1.0Home_theater0.168290FalseSandbar0.098040FalseTelevision0.079729False
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1108706563178364682261159624102017-06-02 15:00:16+00:00http://twitter.com/download/iphoneThis is Cody. He zoomed too aggressively and tore his ACL. Happens to the best of us. Still 13/10\\n\\nHelp Cody here: https://t.co/4hxnDOt1CV https://t.co/42ryYRQ2Q4https://www.gofundme.com/help-fix-codys-torn-acl,https://twitter.com/dog_rates/status/870656317836468226/photo/1,https://twitter.com/dog_rates/status/870656317836468226/photo/1,https://twitter.com/dog_rates/status/870656317836468226/photo/1,https://twitter.com/dog_rates/status/870656317836468226/photo/113.010.0CodyNaNhttps://pbs.twimg.com/media/DBUxSSTXsAA-Jn1.jpg4.0Pembroke0.945495TrueCardigan0.045875TrueBeagle0.004329True
11187037404928066355278072243362017-06-01 20:18:38+00:00http://twitter.com/download/iphoneThis is Zoey. She really likes the planet. Would hate to see willful ignorance and the denial of fairly elemental science destroy it. 13/10 https://t.co/T1xlgaPujmhttps://twitter.com/dog_rates/status/870374049280663552/photo/113.010.0ZoeyNaNhttps://pbs.twimg.com/media/DBQwlFCXkAACSkI.jpg1.0Golden_retriever0.841001TrueGreat_pyrenees0.099278TrueLabrador_retriever0.032621True
1128703089999625216042061038042017-06-01 16:00:09+00:00http://twitter.com/download/iphoneThis is Rumble, but he's not ready to. Would rather fall asleep in his bath bucket. 13/10 would attempt a boop without waking https://t.co/MVQCzrF1g9https://twitter.com/dog_rates/status/870308999962521604/photo/1,https://twitter.com/dog_rates/status/870308999962521604/photo/113.010.0RumbleNaNhttps://pbs.twimg.com/media/DBP1asiUAAEKZI5.jpg2.0Greater_swiss_mountain_dog0.622752TrueAppenzeller0.158463TrueEntlebucher0.148115True
1138700631964591923213434176322017-05-31 23:43:25+00:00http://twitter.com/download/iphoneMeet Clifford. He's quite large. Also red. Good w kids. Somehow never steps on them. Massive poops very inconvenient. Still 14/10 would ride https://t.co/apVOyDgOjuhttps://twitter.com/dog_rates/status/870063196459192321/photo/1,https://twitter.com/dog_rates/status/870063196459192321/photo/114.010.0CliffordNaNhttps://pbs.twimg.com/media/DBMV3NnXUAAm0Pp.jpg1.0Comic_book0.534409FalseEnvelope0.280722FalseBook_jacket0.043786False
1148697724208817561604006493212017-05-31 04:27:59+00:00http://twitter.com/download/iphoneThis is Dewey (pronounced \"covfefe\"). He's having a good walk. Arguably the best walk. 13/10 would snug softly https://t.co/HciEaJkC4Dhttps://twitter.com/dog_rates/status/869772420881756160/photo/113.010.0DeweyNaNhttps://pbs.twimg.com/media/DBINZcxXgAQ-R6P.jpg1.0Pembroke0.980148TrueCardigan0.019271TrueMalamute0.000136True
1158697029578975764492655957982017-05-30 23:51:58+00:00http://twitter.com/download/iphoneMeet Stanley. He likes road trips. Will shift for you. One ear more effective than other. 13/10 we don't leave until you buckle pup Stanley https://t.co/vmCu3PFCQqhttps://twitter.com/dog_rates/status/869702957897576449/photo/113.010.0StanleyNaNhttps://pbs.twimg.com/media/DBHOOfOXoAABKlU.jpg1.0Pembroke0.993449TrueCardigan0.006325TrueChihuahua0.000178True
1168695966454990479381503328772017-05-30 16:49:31+00:00http://twitter.com/download/iphoneThis is Scout. He just graduated. Officially a doggo now. Have fun with taxes and losing sight of your ambitions. 12/10 would throw cap for https://t.co/DsA2hwXAJohttps://twitter.com/dog_rates/status/869596645499047938/photo/1,https://twitter.com/dog_rates/status/869596645499047938/photo/112.010.0Scoutdoggohttps://pbs.twimg.com/media/DBFtiYqWAAAsjj1.jpg1.0Chihuahua0.955156TrueToy_terrier0.008054TrueMuzzle0.006296False
1178692279934110515201923934762017-05-29 16:24:37+00:00http://twitter.com/download/iphoneThis is Gizmo. His favorite thing is standing pupright like a hooman. Sneaky tongue slip status achieved. 13/10 would boop well https://t.co/IoR3n1fiiQhttps://twitter.com/dog_rates/status/869227993411051520/photo/113.010.0GizmoNaNhttps://pbs.twimg.com/media/DBAePiVXcAAqHSR.jpg1.0Pembroke0.664181TrueChihuahua0.169234TrueCardigan0.132700True
11886888039781949440161620132912017-05-28 17:23:24+00:00http://twitter.com/download/iphoneThis is Walter. He won't start hydrotherapy without his favorite floatie. 14/10 keep it pup Walter https://t.co/r28jFx9uyFhttps://twitter.com/dog_rates/status/868880397819494401/photo/114.010.0WalterNaNhttps://pbs.twimg.com/media/DA7iHL5U0AA1OQo.jpg1.0Laptop0.153718FalseFrench_bulldog0.099984TruePrinter0.077130False
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1208686224954436321282513348842017-05-28 00:18:35+00:00http://twitter.com/download/iphoneHere's a h*ckin peaceful boy. Unbothered by the comings and goings. 13/10 please reveal your wise ways https://t.co/yeaH8Ej5eMhttps://twitter.com/dog_rates/status/868622495443632128/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/DA33i0XXsAEQtCA.jpg1.0Labrador_retriever0.868107TrueGreat_pyrenees0.060973TrueSaint_bernard0.033489True
121868552278524837888949819142017-05-27 19:39:34+00:00http://twitter.com/download/iphoneSay hello to Cooper. His expression is the same wet or dry. Absolute 12/10 but Coop desperately requests your help\\n\\nhttps://t.co/ZMTE4Mr69f https://t.co/7RyeXTYLNihttps://www.gofundme.com/3ti3nps,https://twitter.com/dog_rates/status/868552278524837888/photo/1,https://twitter.com/dog_rates/status/868552278524837888/photo/112.010.0CooperNaNhttps://pbs.twimg.com/media/DA23sCeVoAE3uF0.jpg1.0Whippet0.378151TrueItalian_greyhound0.275935TrueAmerican_staffordshire_terrier0.094991True
1228679004954106716162285738562017-05-26 00:29:37+00:00http://twitter.com/download/iphoneUnbelievable. We only rate dogs. Please don't send in non-canines like the \"I\" from Pixar's opening credits. Thank you... 12/10 https://t.co/JMhDNv5wXZhttps://twitter.com/dog_rates/status/867900495410671616/photo/112.010.0NaNNaNhttps://pbs.twimg.com/media/DAtm5MkXoAA4R6P.jpg1.0Labrador_retriever0.522644TrueKuvasz0.332461TrueDalmatian0.032008True
1238677749463024517133205367862017-05-25 16:10:44+00:00http://twitter.com/download/iphoneMeet Harold. He's h*ckin cooperative. 13/10 good work Harold https://t.co/ZYg3NZGICahttps://twitter.com/dog_rates/status/867774946302451713/photo/1,https://twitter.com/dog_rates/status/867774946302451713/photo/113.010.0HaroldNaNhttps://pbs.twimg.com/media/DAr0tDZXUAEMvdu.jpg2.0Border_collie0.661953TrueCardigan0.175718TrueCollie0.087142True
1248674210068262215691518423032017-05-24 16:44:18+00:00http://twitter.com/download/iphoneThis is Shikha. She just watched you drop a skittle on the ground and still eat it. Could not be less impressed. 12/10 superior puppo https://t.co/XZlZKd73gohttps://twitter.com/dog_rates/status/867421006826221569/photo/112.010.0Shikhapuppohttps://pbs.twimg.com/media/DAmyy8FXYAIH8Ty.jpg1.0Eskimo_dog0.616457TrueSiberian_husky0.381330TrueMalamute0.001670True
1258670726534750986250110NaTNaNNaNNaNNaNNaNNaNNaNhttps://pbs.twimg.com/media/DAElHfmUMAEH9lB.jpg1.0Blenheim_spaniel0.352946TruePapillon0.211766TruePekinese0.112952True
1268670515209021685763044772972017-05-23 16:16:06+00:00http://twitter.com/download/iphoneOh my this spooked me up. We only rate dogs, not happy ghosts. Please send dogs only. It's a very simple premise. Thank you... 13/10 https://t.co/M5Rz0R8SIQhttps://twitter.com/dog_rates/status/867051520902168576/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/DAhiwb0XcAA8x5Q.jpg1.0Samoyed0.471403TruePekinese0.302219TruePomeranian0.156606True
1278667206848730562601891144442017-05-22 18:21:28+00:00http://twitter.com/download/iphoneHe was providing for his family 13/10 how dare you https://t.co/Q8mVwWN3f4https://twitter.com/nbcnews/status/86645871888346726513.010.0NaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1288666868248270684161821232332017-05-22 16:06:55+00:00http://twitter.com/download/iphoneThis is Lili. She can't believe you betrayed her with bath time. Never looking you in the eye again. 12/10 would puppologize profusely https://t.co/9b9J46E86Zhttps://twitter.com/dog_rates/status/866686824827068416/photo/1,https://twitter.com/dog_rates/status/866686824827068416/photo/112.010.0LiliNaNhttps://pbs.twimg.com/media/DAcXEWuXkAIBDGJ.jpg1.0Flat-coated_retriever0.514730TrueGroenendael0.306407TrueCurly-coated_retriever0.061314True
129866450705531457537115603326372017-05-22 00:28:40+00:00http://twitter.com/download/iphoneThis is Jamesy. He gives a kiss to every other pupper he sees on his walk. 13/10 such passion, much tender https://t.co/wk7TfysWHrhttps://twitter.com/dog_rates/status/866450705531457537/photo/1,https://twitter.com/dog_rates/status/866450705531457537/photo/113.010.0Jamesypupperhttps://pbs.twimg.com/media/DAZAUfBXcAAG_Nn.jpg2.0French_bulldog0.905334TrueBoston_bull0.078060TruePug0.001771True
13086633496476120269149557132152017-05-21 16:48:45+00:00http://twitter.com/download/iphoneThis is Coco. At first I thought she was a cloud but clouds don't bork with such passion. 12/10 would hug softly https://t.co/W86h5dgR6chttps://twitter.com/dog_rates/status/866334964761202691/photo/1,https://twitter.com/dog_rates/status/866334964761202691/photo/112.010.0CocoNaNhttps://pbs.twimg.com/media/DAXXDQNXgAAoYQH.jpg1.0Samoyed0.984086TruePomeranian0.007919TrueKeeshond0.003328True
13186609452759720755207776NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1328657181538584944642430052162017-05-19 23:57:46+00:00http://twitter.com/download/iphoneMeet Boomer. He's just checking pup on you. Hopes you had a good day. If not, he hopes he made it better. 13/10 extremely good boy https://t.co/pozUoHLkGghttps://twitter.com/dog_rates/status/865718153858494464/photo/113.010.0BoomerNaNhttps://pbs.twimg.com/media/DAOmEZiXYAAcv2S.jpg1.0Golden_retriever0.673664TrueKuvasz0.157523TrueLabrador_retriever0.126073True
1338653593938686648322504946462017-05-19 00:12:11+00:00http://twitter.com/download/iphoneThis is Sammy. Her tongue ejects without warning sometimes. It's a serious condition. Needs a hefty dose from a BlepiPen. 13/10 https://t.co/g20EmqK7vchttps://twitter.com/dog_rates/status/865359393868664832/photo/1,https://twitter.com/dog_rates/status/865359393868664832/photo/113.010.0SammyNaNhttps://pbs.twimg.com/media/DAJfxqGVoAAnvQt.jpg2.0Chesapeake_bay_retriever0.832435TrueLabrador_retriever0.163551TrueWeimaraner0.002770True
1348650067310922956802655671532017-05-18 00:50:50+00:00http://twitter.com/download/iphoneThis is Nelly. He really hopes you like his Hawaiian shirt. He already tore the tags off. 13/10 h*ck of a puppurchase https://t.co/LbkG5CiM7ohttps://twitter.com/dog_rates/status/865006731092295680/photo/113.010.0NellyNaNhttps://pbs.twimg.com/media/DAEfCFXUIAA1uqj.jpg1.0Pembroke0.989882TrueCardigan0.009906TrueBasenji0.000135True
1358648732064984145923058480822017-05-17 16:00:15+00:00http://twitter.com/download/iphoneWe only rate dogs. Please don't send in Jesus. We're trying to remain professional and legitimate. Thank you... 14/10 https://t.co/wr3xsjeCIRhttps://twitter.com/dog_rates/status/864873206498414592/photo/1,https://twitter.com/dog_rates/status/864873206498414592/photo/114.010.0NaNNaNhttps://pbs.twimg.com/media/DAClmHkXcAA1kSv.jpg2.0Pole0.478616FalseLakeside0.114182FalseWreck0.055926False
1368642795686639288321381928102017-05-16 00:41:21+00:00http://twitter.com/download/iphoneThis is Meatball. He doing what's known in the industry as a mid-strut mlem. H*ckin fancy boy. 12/10 I'd do anything for Meatball https://t.co/S2HdmFFPckhttps://twitter.com/dog_rates/status/864279568663928832/photo/1,https://twitter.com/dog_rates/status/864279568663928832/photo/112.010.0MeatballNaNhttps://pbs.twimg.com/media/C_6JrWZVwAAHhCD.jpg1.0Bull_mastiff0.668613TrueFrench_bulldog0.180562TrueStaffordshire_bullterrier0.052237True
1378641973983646474242841282302017-05-15 19:14:50+00:00http://twitter.com/download/iphoneThis is Paisley. She ate a flower just to prove she could. Savage af. 13/10 would pet so well https://t.co/cPq9fYvkzrhttps://twitter.com/dog_rates/status/864197398364647424/photo/1,https://twitter.com/dog_rates/status/864197398364647424/photo/1,https://twitter.com/dog_rates/status/864197398364647424/photo/1,https://twitter.com/dog_rates/status/864197398364647424/photo/113.010.0PaisleyNaNhttps://pbs.twimg.com/media/C_4-8iPV0AA1Twg.jpg4.0Golden_retriever0.945905TrueLabrador_retriever0.021264TrueTibetan_mastiff0.020493True
1388639074173771735061954538492017-05-15 00:02:33+00:00http://twitter.com/download/iphoneThis is Albus. He's quite impressive at hide and seek. Knows he's been found this time. 13/10 usually elusive as h*ck https://t.co/ht47njyZ64https://twitter.com/dog_rates/status/863907417377173506/photo/1,https://twitter.com/dog_rates/status/863907417377173506/photo/113.010.0AlbusNaNhttps://pbs.twimg.com/media/C_03NPeUQAAgrMl.jpg1.0Marmot0.358828FalseMeerkat0.174703FalseWeasel0.123485False
1398635530813505290291449739082017-05-14 00:34:33+00:00http://twitter.com/download/iphoneThis is Neptune. He's a backpup vocalist for the Dixie Chicks. 13/10 (vid by @AmiWinehouse) https://t.co/tordvmaaophttps://twitter.com/dog_rates/status/863553081350529029/video/113.010.0NeptuneNaNhttps://pbs.twimg.com/ext_tw_video_thumb/863553036815355904/pu/img/B6Dos-XOD8l82tK7.jpg1.0Eskimo_dog0.413330TrueMalamute0.347646TrueSiberian_husky0.149536True
14086347178278269747202264NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1418634321003425832972257348852017-05-13 16:33:49+00:00http://twitter.com/download/iphoneThis is Belle. She's never been more pupset. Encountered the worst imaginable type of zone. 12/10 would do anything to cheer pup https://t.co/fGQUzR8w3Hhttps://twitter.com/dog_rates/status/863432100342583297/photo/112.010.0BelleNaNhttps://pbs.twimg.com/media/C_uG6eAUAAAvMvR.jpg1.0Staffordshire_bullterrier0.690517TrueFrench_bulldog0.103360TrueBeagle0.079489True
142863427515083354112208989NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
14386307954718878515483421036NaTNaNNaNNaNNaNNaNNaNNaNhttps://pbs.twimg.com/media/C_pGRInUwAAmTY_.jpg1.0Lakeland_terrier0.275242TrueAiredale0.190569TrueTeddy0.102595False
144863062471531167744802722642017-05-12 16:05:02+00:00http://twitter.com/download/iphoneSay hello to Quinn. She's quite the goofball. Not even a year old. Confirmed 13/10 but she really needs your help \\n\\nhttps://t.co/MOBkQnyHib https://t.co/EsOB4rLEKthttps://www.gofundme.com/helpquinny,https://twitter.com/dog_rates/status/863062471531167744/photo/1,https://twitter.com/dog_rates/status/863062471531167744/photo/1,https://twitter.com/dog_rates/status/863062471531167744/photo/1,https://twitter.com/dog_rates/status/863062471531167744/photo/113.010.0QuinnNaNhttps://pbs.twimg.com/media/C_o2vKCUwAAgtOp.jpg2.0French_bulldog0.935804TruePug0.059576TrueBoxer0.001412True
1458628313715632742401824348092017-05-12 00:46:44+00:00http://twitter.com/download/iphoneThis is Zooey. She's the world's biggest fan of illiterate delivery people. 13/10 not your fault they don't listen, Zooey https://t.co/ixOFQ1tfqEhttps://twitter.com/dog_rates/status/862831371563274240/photo/1,https://twitter.com/dog_rates/status/862831371563274240/photo/113.010.0ZooeyNaNhttps://pbs.twimg.com/media/C_lkieeVwAAm0L4.jpg2.0Australian_terrier0.207281TrueIrish_terrier0.156296TrueGerman_shepherd0.123536True
1468627225253772984331625733052017-05-11 17:34:13+00:00http://twitter.com/download/iphoneThis is Dave. He passed the h*ck out. It's barely the afternoon on a Thursday, Dave. Get it together. Still 11/10 would boop mid-snooze https://t.co/Eme9Uar6v2https://twitter.com/dog_rates/status/862722525377298433/photo/111.010.0DaveNaNhttps://pbs.twimg.com/media/C_kBjuUUIAArs2-.jpg1.0Basset0.393330TrueBeagle0.242034TrueBoxer0.077692True
1478624575901476782081943646082017-05-11 00:01:27+00:00http://twitter.com/download/iphoneThis is Jersey. He likes to watch movies, but only if you watch with him. Enjoys horror films like The Bababork and H*ckraiser. 13/10 https://t.co/jvSNASweNbhttps://twitter.com/dog_rates/status/862457590147678208/photo/1,https://twitter.com/dog_rates/status/862457590147678208/photo/1,https://twitter.com/dog_rates/status/862457590147678208/photo/113.010.0JerseyNaNhttps://pbs.twimg.com/media/C_gQmaTUMAAPYSS.jpg1.0Home_theater0.496348FalseStudio_couch0.167256FalseBarber_chair0.052625False
14886209699208807219270551216262017-05-10 00:08:34+00:00http://twitter.com/download/iphoneWe only rate dogs. Please don't send perfectly toasted marshmallows attempting to drive. Thank you... 13/10 https://t.co/nvZyyrp0kdhttps://twitter.com/dog_rates/status/862096992088072192/photo/1,https://twitter.com/dog_rates/status/862096992088072192/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/C_bIo7QXYAAGfPu.jpg2.0Chow0.677589TruePomeranian0.270648TruePekinese0.038110True
14986138389765703680034340100172017-05-08 00:54:59+00:00http://twitter.com/download/iphoneThis is Hobbes. He's never seen bubbles before. 13/10 deep breaths buddy https://t.co/QFRlbZw4Z1https://twitter.com/dog_rates/status/861383897657036800/photo/113.010.0HobbesNaNhttps://pbs.twimg.com/media/C_RAFTxUAAAbXjV.jpg1.0Cardigan0.771008TruePembroke0.137174TrueFrench_bulldog0.063309True
1508612885314650480661633838732017-05-07 18:36:02+00:00http://twitter.com/download/iphoneHI. MY. NAME. IS. BOOMER. AND. I. WANT. TO. SAY. IT'S. H*CKIN. RIDICULOUS. THAT. DOGS. CAN'T VOTE. ABSOLUTE. CODSWALLUP. THANK. YOU. 13/10 https://t.co/SqKJPwbQ2ghttps://twitter.com/dog_rates/status/861288531465048066/video/113.010.0NaNNaNhttps://pbs.twimg.com/ext_tw_video_thumb/861288473281437696/pu/img/RERGmRgPyaaaB-tB.jpg1.0Syringe0.144712FalseOxygen_mask0.106684FalseBouvier_des_flandres0.082610True
1518610051137788969001590335712017-05-06 23:49:50+00:00http://twitter.com/download/iphoneThis is Burt. He thinks your thesis statement is comically underdeveloped. 12/10 intellectual af https://t.co/jH6EN9cEn6https://twitter.com/dog_rates/status/861005113778896900/photo/112.010.0BurtNaNhttps://pbs.twimg.com/media/C_LnlF5VoAEsL1K.jpg1.0German_shepherd0.507951TruePembroke0.136113TrueMuzzle0.075764False
15286098167471640985802011NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1538609240359994286080748NaTNaNNaNNaNNaNNaNNaNNaNhttps://pbs.twimg.com/media/C_KVJjDXsAEUCWn.jpg2.0Envelope0.933016FalseOscilloscope0.012591FalsePaper_towel0.011178False
154860563773140209665713220112017-05-05 18:36:06+00:00http://twitter.com/download/iphoneMeet Lorenzo. He's an avid nifty hat wearer and absolute 13/10, but he needs your help to beat cancer. Link below\\n\\nhttps://t.co/qZdSdzm08p https://t.co/oDIQ1KkdPthttps://www.gofundme.com/help-lorenzo-beat-cancer,https://twitter.com/dog_rates/status/860563773140209665/photo/1,https://twitter.com/dog_rates/status/860563773140209665/photo/113.010.0LorenzoNaNhttps://pbs.twimg.com/media/C_FWL0vVwAA13N7.jpg1.0Cardigan0.583936TruePembroke0.055979TrueBeagle0.045896True
1558605245051643944962254249832017-05-05 16:00:04+00:00http://twitter.com/download/iphoneThis is Carl. He likes to dance. Doesn't care what you think about it. 13/10 h*ckin confident pup https://t.co/C2zHcNIu4Ihttps://twitter.com/dog_rates/status/860524505164394496/photo/113.010.0CarlNaNhttps://pbs.twimg.com/media/C_EyeKuXkAAdxY-.jpg1.0Bedlington_terrier0.286558TrueToy_poodle0.235193TrueLakeland_terrier0.087951True
1568602765831935098881751832942017-05-04 23:34:55+00:00http://twitter.com/download/iphoneThis is Jordy. He likes to go on adventures and watch the small scaly underwater dogs with fins pass him by. 12/10 peaceful as h*ck https://t.co/xJo6S2sfsNhttps://twitter.com/dog_rates/status/860276583193509888/photo/112.010.0JordyNaNhttps://pbs.twimg.com/media/C_BQ_NlVwAAgYGD.jpg1.0Lakeside0.312299FalseDock0.159842FalseCanoe0.070795False
1578601848493946101761590054852017-05-04 17:30:24+00:00http://twitter.com/download/iphoneHere we have perhaps the wisest dog of all. Above average with light sabers. Immortal as h*ck. 14/10 dog, or dog not, there is no try https://t.co/upRYxG4KbGhttps://twitter.com/dog_rates/status/860184849394610176/photo/114.010.0NaNNaNhttps://pbs.twimg.com/media/C-_9jWWUwAAnwkd.jpg1.0Chimpanzee0.267612FalseGorilla0.104293FalseOrangutan0.059908False
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1598599245260120186881869538592017-05-04 00:15:58+00:00http://twitter.com/download/iphoneMeet Milky. She has no idea what happened. Just as pupset as you. Perhaps a sheep exploded. Even offered to help clean. 12/10 very good girl https://t.co/g8vpXFzw29https://twitter.com/dog_rates/status/859924526012018688/photo/112.010.0MilkyNaNhttps://pbs.twimg.com/media/C-8QypZXcAAekaF.jpg1.0French_bulldog0.254587TrueStaffordshire_bullterrier0.192558TrueHog0.100270False
1608598515781986836491473933032017-05-03 19:26:06+00:00http://twitter.com/download/iphoneMeet Trooper. He picks pup recyclables that have blown out of bins in the neighborhood and puts them back. 13/10 environmentally savvy af https://t.co/BqSttrTuIlhttps://twitter.com/dog_rates/status/859851578198683649/photo/1,https://twitter.com/dog_rates/status/859851578198683649/photo/1,https://twitter.com/dog_rates/status/859851578198683649/photo/1,https://twitter.com/dog_rates/status/859851578198683649/photo/113.010.0TrooperNaNhttps://pbs.twimg.com/media/C-7OcfyXsAAsqzU.jpg4.0Labrador_retriever0.899086TrueGolden_retriever0.047091TrueKuvasz0.023206True
1618596078115416514561780414722017-05-03 03:17:27+00:00http://twitter.com/download/iphoneSorry for the lack of posts today. I came home from school and had to spend quality time with my puppo. Her name is Zoey and she's 13/10 https://t.co/BArWupFAn0https://twitter.com/dog_rates/status/859607811541651456/photo/113.010.0NaNpuppohttps://pbs.twimg.com/media/C-3wvtxXcAUTuBE.jpg1.0Golden_retriever0.895529TrueIrish_setter0.024099TrueLabrador_retriever0.019285True
16285919697890277376085853283832017-05-02 00:04:57+00:00http://twitter.com/download/iphoneWe only rate dogs. This is quite clearly a smol broken polar bear. We'd appreciate if you only send dogs. Thank you... 12/10 https://t.co/g2nSyGenG9https://twitter.com/dog_rates/status/859196978902773760/video/112.010.0quiteNaNhttps://pbs.twimg.com/ext_tw_video_thumb/859196962498805762/pu/img/-yBpr4-o4GJZECYE.jpg1.0Angora0.224218FalseMalamute0.216163TruePersian_cat0.128383False
16385907460303718810132321128342017-05-01 15:58:40+00:00http://twitter.com/download/iphoneHere we have an exotic dog. Good at ukulele. Fashionable af. Has two more arms if needed. Is blue. Knows what 'ohana means. 13/10 would pet https://t.co/gEsymGTXCThttps://twitter.com/dog_rates/status/859074603037188101/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/C-wLyufW0AA546I.jpg1.0Revolver0.190292FalseProjectile0.149064FalseFountain0.066047False
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1658588435254709903361492032832017-05-01 00:40:27+00:00http://twitter.com/download/iphoneI have stumbled puppon a doggo painting party. They're looking to be the next Pupcasso or Puppollock. All 13/10 would put it on the fridge https://t.co/cUeDMlHJbqhttps://twitter.com/dog_rates/status/858843525470990336/photo/113.010.0NaNdoggohttps://pbs.twimg.com/media/C-s5oYZXkAAMHHq.jpg1.0Golden_retriever0.578120TrueLabrador_retriever0.286059TrueBloodhound0.026917True
1668584716350111539202059145892017-04-30 00:02:42+00:00http://twitter.com/download/iphoneThis is Sophie. She just arrived. Used pawority shipping. Speedy as h*ck delivery. 13/10 would carefully assemble https://t.co/8jOC4zhNxyhttps://twitter.com/dog_rates/status/858471635011153920/photo/113.010.0SophieNaNhttps://pbs.twimg.com/media/C-nnZBdXkAAB-wg.jpg1.0Pembroke0.987407TrueCardigan0.008723TrueBasenji0.003424True
1678581079334560399361509327402017-04-28 23:57:28+00:00http://twitter.com/download/iphoneThis is Wyatt. He had an interview earlier today. Was just told he didn't get the job. A h*ckin injustice. Still 12/10 keep your chin pup https://t.co/QXA4sCXSDFhttps://twitter.com/dog_rates/status/858107933456039936/photo/112.010.0WyattNaNhttps://pbs.twimg.com/media/C-icm_WXUAAmuRR.jpg1.0Golden_retriever0.863874TrueLabrador_retriever0.015920TrueDoormat0.010615False
1688579899903573565441542024542017-04-28 16:08:49+00:00http://twitter.com/download/iphoneThis is Rosie. She was just informed of the walk that's about to happen. Knows there are many a stick along the way. 12/10 such excite https://t.co/sOl7cFaP5Xhttps://twitter.com/dog_rates/status/857989990357356544/photo/112.010.0RosieNaNhttps://pbs.twimg.com/media/C-gxV9ZXkAIBL-S.jpg1.0French_bulldog0.432580TrueEnglish_springer0.325898TrueLakeland_terrier0.042618True
16985774640805672960032852100632017-04-28 00:00:54+00:00http://twitter.com/download/iphoneMeet Thor. He doesn't have finals because he's a dog but is pupset you have finals. Just wants to play. 13/10 would abandon education for https://t.co/7IFn3rkJaihttps://twitter.com/dog_rates/status/857746408056729600/photo/1,https://twitter.com/dog_rates/status/857746408056729600/photo/1,https://twitter.com/dog_rates/status/857746408056729600/photo/113.010.0ThorNaNhttps://pbs.twimg.com/media/C-dTzBzXUAQRjYz.jpg1.0Labrador_retriever0.919832TrueBeagle0.043513TrueGolden_retriever0.023359True
170857393404942143489564015562017-04-27 00:38:11+00:00http://twitter.com/download/iphoneInstead of the usual nightly dog rate, I'm sharing this story with you. Meeko is 13/10 and would like your help \\n\\nhttps://t.co/Mj4j6QoIJk https://t.co/JdNE5oqYEVhttps://www.gofundme.com/meeko-needs-heart-surgery,https://twitter.com/dog_rates/status/857393404942143489/photo/1,https://twitter.com/dog_rates/status/857393404942143489/photo/1,https://twitter.com/dog_rates/status/857393404942143489/photo/1,https://twitter.com/dog_rates/status/857393404942143489/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/C-YSwA_XgAEOr25.jpg3.0Malamute0.841597TrueSiberian_husky0.073644TrueEskimo_dog0.072129True
1718572631603273687041925042872017-04-26 16:00:39+00:00http://twitter.com/download/iphoneThis is Oscar and Oliver. Oliver shrunk Oscar. Oscar isn't pleased about it. Quite pupset tbh. Oliver doesn't seem to mind. Both 13/10 https://t.co/e3U4NReleChttps://twitter.com/dog_rates/status/857263160327368704/photo/113.010.0OscarNaNhttps://pbs.twimg.com/media/C-WcS4MXoAADrBU.jpg1.0Samoyed0.998021TruePomeranian0.000922TrueKeeshond0.000311True
17285721489189107712121517NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1738570621030516449290161NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1748570298237970472961809137732017-04-26 00:33:27+00:00http://twitter.com/download/iphoneThis is Zeke. He performs group cheeky wink tutorials. Pawfect execution here. 12/10 would wink back https://t.co/uMH5CLjXJuhttps://twitter.com/dog_rates/status/857029823797047296/photo/1,https://twitter.com/dog_rates/status/857029823797047296/photo/112.010.0ZekeNaNhttps://pbs.twimg.com/media/C-TIEwMW0AEjb55.jpg2.0Golden_retriever0.968623TrueLabrador_retriever0.010325TrueSaluki0.004148True
1758565438239415623681570127402017-04-24 16:22:16+00:00http://twitter.com/download/iphoneThis is Callie. She'll be your navigator today. Takes her job very seriously. Will shift for you. One ear always in the pupholder. 12/10 https://t.co/Bh9DtLhIBOhttps://twitter.com/dog_rates/status/856543823941562368/photo/112.010.0CallieNaNhttps://pbs.twimg.com/media/C-MOEDCXYAEjp7o.jpg1.0Boston_bull0.306910TrueSiamese_cat0.191218FalseChihuahua0.189288True
176856526610513747968114151784NaTNaNNaNNaNNaNNaNNaNNaNhttps://pbs.twimg.com/media/C-L-aIYXgAIR0jY.jpg1.0Old_english_sheepdog0.798481TrueTibetan_terrier0.060602TrueStandard_poodle0.040722True
1778563308352760258560636NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
17885628808435016089849415NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1798562820282406666242672059852017-04-23 23:01:59+00:00http://twitter.com/download/iphoneThis is Cermet, Paesh, and Morple. They are absolute h*ckin superstars. Watered every day so they can grow. 14/10 for all https://t.co/GUefqUmZv8https://twitter.com/dog_rates/status/856282028240666624/photo/1,https://twitter.com/dog_rates/status/856282028240666624/photo/1,https://twitter.com/dog_rates/status/856282028240666624/photo/1,https://twitter.com/dog_rates/status/856282028240666624/photo/114.010.0CermetNaNhttps://pbs.twimg.com/media/C-If9ZwXoAAfDX2.jpg4.0Chihuahua0.876543TrueItalian_greyhound0.032962TrueCardigan0.020776True
18085586265183402803432424NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1818558601361491230724736933NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1828558576985246023681145920112017-04-22 18:55:51+00:00http://twitter.com/download/iphoneHE'S LIKE \"WAIT A MINUTE I'M AN ANIMAL THIS IS AMAZING HI HUMAN I LOVE YOU AS WELL\" 13/10 https://t.co/sb73bV5Y7Shttps://twitter.com/perfy/status/85585731816815001613.010.0NaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
18385585145381401395244167172132017-04-22 18:31:02+00:00http://twitter.com/download/iphoneHere's a puppo participating in the #ScienceMarch. Cleverly disguising her own doggo agenda. 13/10 would keep the planet habitable for https://t.co/cMhq16iselhttps://twitter.com/dog_rates/status/855851453814013952/photo/113.010.0NaNdoggo, puppohttps://pbs.twimg.com/media/C-CYWrvWAAU8AXH.jpg1.0Flat-coated_retriever0.321676TrueLabrador_retriever0.115138TrueGroenendael0.096100True
1848558181172720189442572451822017-04-22 16:18:34+00:00http://twitter.com/download/iphoneI HEARD HE TIED HIS OWN BOWTIE MARK AND HE JUST WANTS TO SAY HI AND MAYBE A NOGGIN PAT SHOW SOME RESPECT 13/10 https://t.co/5BEjzT2Tthhttps://twitter.com/markhalperin/status/85565643100506112013.010.0NaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1858554594537680199682874978602017-04-21 16:33:22+00:00http://twitter.com/download/iphoneGuys, we only rate dogs. This is quite clearly a bulbasaur. Please only send dogs. Thank you... 12/10 human used pet, it's super effective https://t.co/Xc7uj1C64xhttps://twitter.com/dog_rates/status/855459453768019968/photo/1,https://twitter.com/dog_rates/status/855459453768019968/photo/112.010.0quiteNaNhttps://pbs.twimg.com/media/C98z1ZAXsAEIFFn.jpg2.0Blenheim_spaniel0.389513TruePekinese0.188220TrueJapanese_spaniel0.082628True
18685524532384075776005689NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
187855138241867124737043NaTNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1888547327164405268482197358022017-04-19 16:25:34+00:00http://twitter.com/download/iphoneThis is Marlee. She fetched a flower and immediately requested that it be placed behind her ear. 12/10 elegant af https://t.co/nJztIEON5shttps://twitter.com/dog_rates/status/854732716440526848/photo/1,https://twitter.com/dog_rates/status/854732716440526848/photo/1,https://twitter.com/dog_rates/status/854732716440526848/photo/1,https://twitter.com/dog_rates/status/854732716440526848/photo/112.010.0MarleeNaNhttps://pbs.twimg.com/media/C9ye3b3WAAAlTo0.jpg1.0Pembroke0.695548TrueCardigan0.058902TrueChow0.028411True
1898544823940443013122831365682017-04-18 23:50:52+00:00http://twitter.com/download/iphoneThis is Arya. She can barely contain her excitement for more peanut butter. Also patriotic af. 13/10 https://t.co/AL4Ahm1Rm5https://twitter.com/dog_rates/status/854482394044301312/photo/113.010.0AryaNaNhttps://pbs.twimg.com/media/C9u7MtmV0AA741s.jpg1.0Chihuahua0.260242TrueToy_poodle0.189158TrueLabrador_retriever0.144195True
1908543652243963617281828345012017-04-18 16:05:17+00:00http://twitter.com/download/iphoneThis is Einstein. He's having a really good day. Hopes you are too. H*ckin nifty tongue. 13/10 would snug intensely https://t.co/mdaQhhfpv6https://twitter.com/dog_rates/status/854365224396361728/photo/1,https://twitter.com/dog_rates/status/854365224396361728/photo/113.010.0EinsteinNaNhttps://pbs.twimg.com/media/C9tQokgUIAEETSx.jpg1.0Pembroke0.907080TrueCardigan0.086272TrueChihuahua0.001413True
1918541203570449121303099371602017-04-17 23:52:16+00:00http://twitter.com/download/iphoneSometimes you guys remind me just how impactful a pupper can be. Cooper will be remembered as a good boy by so many. 14/10 rest easy friend https://t.co/oBL7LEJEzRhttps://twitter.com/dog_rates/status/854120357044912130/photo/1,https://twitter.com/dog_rates/status/854120357044912130/photo/1,https://twitter.com/dog_rates/status/854120357044912130/photo/1,https://twitter.com/dog_rates/status/854120357044912130/photo/114.010.0NaNpupperhttps://pbs.twimg.com/media/C9px7jyVwAAnmwN.jpg4.0Black-and-tan_coonhound0.854861TrueDoberman0.050792TrueBluetick0.021762True
1928540101725529497601573330232017-04-17 16:34:26+00:00http://twitter.com/download/iphoneAt first I thought this was a shy doggo, but it's actually a Rare Canadian Floofer Owl. Amateurs would confuse the two. 11/10 only send dogs https://t.co/TXdT3tmuYkhttps://twitter.com/dog_rates/status/854010172552949760/photo/1,https://twitter.com/dog_rates/status/854010172552949760/photo/111.010.0NaNdoggo, flooferhttps://pbs.twimg.com/media/C9oNt91WAAAFSLS.jpg1.0English_springer0.354733TrueCollie0.177538TrueBorder_collie0.131706True
1938537608808903188492770555192017-04-17 00:03:50+00:00http://twitter.com/download/iphoneSay hello to Alice. I'm told she enjoys car rides and smells good. 12/10 would give her everything she could ever want https://t.co/yT4vw8y77xhttps://twitter.com/dog_rates/status/853760880890318849/photo/112.010.0AliceNaNhttps://pbs.twimg.com/media/C9kq_bbVwAAuRZd.jpg1.0Miniature_pinscher0.292519TrueChihuahua0.120946TrueRottweiler0.119490True
1948536391476088422403362896512017-04-16 16:00:07+00:00http://twitter.com/download/iphoneA photographer took pictures before and after he told his bunny he's a good boy. Here are the results. 13/10 https://t.co/wiQZIsaWUehttps://twitter.com/dog_rates/status/853639147608842240/photo/1,https://twitter.com/dog_rates/status/853639147608842240/photo/113.010.0NaNNaNhttps://pbs.twimg.com/media/C9i8RhhXoAAdkMT.jpg1.0German_shepherd0.509879TrueMalinois0.237311TrueKelpie0.046916True
1958532999585644830721504534332017-04-15 17:32:18+00:00http://twitter.com/download/iphoneThis is Rumpole. He'll be your Uber driver this evening. Won't start driving until you buckle pup. 13/10 h*ckin safe good boy https://t.co/EX9Z3EXlVPhttps://twitter.com/dog_rates/status/853299958564483072/photo/1,https://twitter.com/dog_rates/status/853299958564483072/photo/113.010.0RumpoleNaNhttps://pbs.twimg.com/media/C9eHyF7XgAAOxPM.jpg1.0Grille0.652280FalseBeach_wagon0.112846FalseConvertible0.086252False
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197852912242202992640876617442017-04-14 15:51:39+00:00http://twitter.com/download/iphoneMeet Benny. He likes being adorable and making fun of you while you're on the trampoline. 12/10 let's help him out\\n\\nhttps://t.co/aVMjBqAy1x https://t.co/7gx2LksT3Uhttps://www.gofundme.com/bennys-medical-bills,https://twitter.com/dog_rates/status/852912242202992640/photo/1,https://twitter.com/dog_rates/status/852912242202992640/photo/112.010.0BennyNaNhttps://pbs.twimg.com/media/C9YnKK3VoAAxn1E.jpg1.0Great_dane0.783765TrueRhodesian_ridgeback0.114147TrueEnglish_foxhound0.046440True
1988526726158188994561449120782017-04-13 23:59:28+00:00http://twitter.com/download/iphoneThis is Aspen. She's never tasted a stick so succulent. On the verge of tears. A face of pure appreciation. 12/10 https://t.co/VlyBzOXHEWhttps://twitter.com/dog_rates/status/852672615818899456/photo/112.010.0AspenNaNhttps://pbs.twimg.com/media/C9VNNp1XkAEWRFb.jpg1.0Golden_retriever0.711235TrueOtterhound0.068235TrueSussex_spaniel0.046562True
1998525534478786641931585133442017-04-13 16:05:56+00:00http://twitter.com/download/iphoneThis is Jarod. He likes having his belly brushed. Tongue ejects when you hit the right spot. 13/10 downright h*ckin adorable https://t.co/ArnxkyD2kChttps://twitter.com/dog_rates/status/852553447878664193/photo/1,https://twitter.com/dog_rates/status/852553447878664193/photo/113.010.0JarodNaNhttps://pbs.twimg.com/media/C9Tg1bPW0AkAMDI.jpg1.0Bloodhound0.186498TrueBrabancon_griffon0.139028TrueRottweiler0.125940True
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00:15:58+00:00 http://twitter.com/download/iphone \n", "160 2017-05-03 19:26:06+00:00 http://twitter.com/download/iphone \n", "161 2017-05-03 03:17:27+00:00 http://twitter.com/download/iphone \n", "162 2017-05-02 00:04:57+00:00 http://twitter.com/download/iphone \n", "163 2017-05-01 15:58:40+00:00 http://twitter.com/download/iphone \n", "164 NaT NaN \n", "165 2017-05-01 00:40:27+00:00 http://twitter.com/download/iphone \n", "166 2017-04-30 00:02:42+00:00 http://twitter.com/download/iphone \n", "167 2017-04-28 23:57:28+00:00 http://twitter.com/download/iphone \n", "168 2017-04-28 16:08:49+00:00 http://twitter.com/download/iphone \n", "169 2017-04-28 00:00:54+00:00 http://twitter.com/download/iphone \n", "170 2017-04-27 00:38:11+00:00 http://twitter.com/download/iphone \n", "171 2017-04-26 16:00:39+00:00 http://twitter.com/download/iphone \n", "172 NaT NaN \n", "173 NaT NaN \n", "174 2017-04-26 00:33:27+00:00 http://twitter.com/download/iphone \n", "175 2017-04-24 16:22:16+00:00 http://twitter.com/download/iphone \n", "176 NaT NaN \n", "177 NaT NaN \n", "178 NaT NaN \n", "179 2017-04-23 23:01:59+00:00 http://twitter.com/download/iphone \n", "180 NaT NaN \n", "181 NaT NaN \n", "182 2017-04-22 18:55:51+00:00 http://twitter.com/download/iphone \n", "183 2017-04-22 18:31:02+00:00 http://twitter.com/download/iphone \n", "184 2017-04-22 16:18:34+00:00 http://twitter.com/download/iphone \n", "185 2017-04-21 16:33:22+00:00 http://twitter.com/download/iphone \n", "186 NaT NaN \n", "187 NaT NaN \n", "188 2017-04-19 16:25:34+00:00 http://twitter.com/download/iphone \n", "189 2017-04-18 23:50:52+00:00 http://twitter.com/download/iphone \n", "190 2017-04-18 16:05:17+00:00 http://twitter.com/download/iphone \n", "191 2017-04-17 23:52:16+00:00 http://twitter.com/download/iphone \n", "192 2017-04-17 16:34:26+00:00 http://twitter.com/download/iphone \n", "193 2017-04-17 00:03:50+00:00 http://twitter.com/download/iphone \n", "194 2017-04-16 16:00:07+00:00 http://twitter.com/download/iphone \n", "195 2017-04-15 17:32:18+00:00 http://twitter.com/download/iphone \n", "196 NaT NaN \n", "197 2017-04-14 15:51:39+00:00 http://twitter.com/download/iphone \n", "198 2017-04-13 23:59:28+00:00 http://twitter.com/download/iphone \n", "199 2017-04-13 16:05:56+00:00 http://twitter.com/download/iphone \n", "\n", " text \\\n", "0 This is Phineas. He's a mystical boy. Only ever appears in the hole of a donut. 13/10 https://t.co/MgUWQ76dJU \n", "1 This is Tilly. She's just checking pup on you. Hopes you're doing ok. If not, she's available for pats, snugs, boops, the whole bit. 13/10 https://t.co/0Xxu71qeIV \n", "2 This is Archie. He is a rare Norwegian Pouncing Corgo. Lives in the tall grass. You never know when one may strike. 12/10 https://t.co/wUnZnhtVJB \n", "3 This is Darla. She commenced a snooze mid meal. 13/10 happens to the best of us https://t.co/tD36da7qLQ \n", "4 This is Franklin. He would like you to stop calling him \"cute.\" He is a very fierce shark and should be respected as such. 12/10 #BarkWeek https://t.co/AtUZn91f7f \n", "5 Here we have a majestic great white breaching off South Africa's coast. Absolutely h*ckin breathtaking. 13/10 (IG: tucker_marlo) #BarkWeek https://t.co/kQ04fDDRmh \n", "6 Meet Jax. He enjoys ice cream so much he gets nervous around it. 13/10 help Jax enjoy more things by clicking below\\n\\nhttps://t.co/Zr4hWfAs1H https://t.co/tVJBRMnhxl \n", "7 When you watch your owner call another dog a good boy but then they turn back to you and say you're a great boy. 13/10 https://t.co/v0nONBcwxq \n", "8 This is Zoey. She doesn't want to be one of the scary sharks. Just wants to be a snuggly pettable boatpet. 13/10 #BarkWeek https://t.co/9TwLuAGH0b \n", "9 This is Cassie. She is a college pup. Studying international doggo communication and stick theory. 14/10 so elegant much sophisticate https://t.co/t1bfwz5S2A \n", "10 This is Koda. He is a South Australian deckshark. Deceptively deadly. Frighteningly majestic. 13/10 would risk a petting #BarkWeek https://t.co/dVPW0B0Mme \n", "11 This is Bruno. He is a service shark. Only gets out of the water to assist you. 13/10 terrifyingly good boy https://t.co/u1XPQMl29g \n", "12 Here's a puppo that seems to be on the fence about something haha no but seriously someone help her. 13/10 https://t.co/BxvuXk0UCm \n", "13 This is Ted. He does his best. Sometimes that's not enough. But it's ok. 12/10 would assist https://t.co/f8dEDcrKSR \n", "14 This is Stuart. He's sporting his favorite fanny pack. Secretly filled with bones only. 13/10 puppared puppo #BarkWeek https://t.co/y70o6h3isq \n", "15 This is Oliver. You're witnessing one of his many brutal attacks. Seems to be playing with his victim. 13/10 fr*ckin frightening #BarkWeek https://t.co/WpHvrQedPb \n", "16 This is Jim. He found a fren. Taught him how to sit like the good boys. 12/10 for both https://t.co/chxruIOUJN \n", "17 This is Zeke. He has a new stick. Very proud of it. Would like you to throw it for him without taking it. 13/10 would do my best https://t.co/HTQ77yNQ5K \n", "18 This is Ralphus. He's powering up. Attempting maximum borkdrive. 13/10 inspirational af https://t.co/YnYAFCTTiK \n", "19 This is Gerald. He was just told he didn't get the job he interviewed for. A h*ckin injustice. 12/10 didn't want the job anyway https://t.co/DK7iDPfuRX \n", "20 This is Jeffrey. He has a monopoly on the pool noodles. Currently running a 'boop for two' midweek sale. 13/10 h*ckin strategic https://t.co/PhrUk20Q64 \n", "21 I've yet to rate a Venezuelan Hover Wiener. This is such an honor. 14/10 paw-inspiring af (IG: roxy.thedoxy) https://t.co/20VrLAA8ba \n", "22 This is Canela. She attempted some fancy porch pics. They were unsuccessful. 13/10 someone help her https://t.co/cLyzpcUcMX \n", "23 You may not have known you needed to see this today. 13/10 please enjoy (IG: emmylouroo) https://t.co/WZqNqygEyV \n", "24 This... is a Jubilant Antarctic House Bear. We only rate dogs. Please only send dogs. Thank you... 12/10 would suffocate in floof https://t.co/4Ad1jzJSdp \n", "25 This is Maya. She's very shy. Rarely leaves her cup. 13/10 would find her an environment to thrive in https://t.co/I6oNy0CgiT \n", "26 This is Mingus. He's a wonderful father to his smol pup. Confirmed 13/10, but he needs your help\\n\\nhttps://t.co/bVi0Yr4Cff https://t.co/ISvKOSkd5b \n", "27 This is Derek. He's late for a dog meeting. 13/10 pet...al to the metal https://t.co/BCoWue0abA \n", "28 This is Roscoe. Another pupper fallen victim to spontaneous tongue ejections. Get the BlepiPen immediate. 12/10 deep breaths Roscoe https://t.co/RGE08MIJox \n", "29 NaN \n", "30 This is Waffles. His doggles are pupside down. Unsure how to fix. 13/10 someone assist Waffles https://t.co/xZDA9Qsq1O \n", "31 NaN \n", "32 Viewer discretion advised. This is Jimbo. He will rip ur finger right h*ckin off. Other dog clearly an accessory. 12/10 pls pet with caution https://t.co/BuveP0uMF1 \n", "33 This is Maisey. She fell asleep mid-excavation. Happens to the best of us. 13/10 would pat noggin approvingly https://t.co/tp1kQ8i9JF \n", "34 I have a new hero and his name is Howard. 14/10 https://t.co/gzLHboL7Sk \n", "35 NaN \n", "36 Here we have a corgi undercover as a malamute. Pawbably doing important investigative work. Zero control over tongue happenings. 13/10 https://t.co/44ItaMubBf \n", "37 This is Earl. He found a hat. Nervous about what you think of it. 12/10 it's delightful, Earl https://t.co/MYJvdlNRVa \n", "38 This is Lola. It's her first time outside. Must test the earth and taste the atmosphere. 13/10 you're doing great Lola https://t.co/74TKAUsLkO \n", "39 This is Kevin. He's just so happy. 13/10 what is your secret Kevin https://t.co/1r4MFCbCX5 \n", "40 I present to you, Pup in Hat. Pup in Hat is great for all occasions. Extremely versatile. Compact as h*ck. 14/10 (IG: itselizabethgales) https://t.co/vvBOcC2VdC \n", "41 OMG HE DIDN'T MEAN TO HE WAS JUST TRYING A LITTLE BARKOUR HE'S SUPER SORRY 13/10 WOULD FORGIVE IMMEDIATE https://t.co/uF3pQ8Wubj \n", "42 Meet Yogi. He doesn't have any important dog meetings today he just enjoys looking his best at all times. 12/10 for dangerously dapper doggo https://t.co/YSI00BzTBZ \n", "43 This is Noah. He can't believe someone made this mess. Got the vacuum out for you though. Offered to help clean pup. 12/10 super good boy https://t.co/V85xujjDDY \n", "44 This is Bella. She hopes her smile made you smile. If not, she is also offering you her favorite monkey. 13.5/10 https://t.co/qjrljjt948 \n", "45 Meet Grizzwald. He may be the floofiest floofer I ever did see. Lost eyes saving a schoolbus from a volcano erpuption. 13/10 heroic as h*ck https://t.co/rf661IFEYP \n", "46 Please only send dogs. We don't rate mechanics, no matter how h*ckin good. Thank you... 13/10 would sneak a pat https://t.co/Se5fZ9wp5E \n", "47 This is Rusty. He wasn't ready for the first pic. Clearly puppared for the second. 13/10 confirmed great boy https://t.co/tyER0KpdXj \n", "48 This is Gus. He's quite the cheeky pupper. Already perfected the disinterested wink. 12/10 would let steal my girl https://t.co/D43I96SlVu \n", "49 This is Stanley. He has his first swim lesson today. Doggle straps adjusted. Ready to go. 13/10 Phelps is nervous (IG: stanleythe_corgi) https://t.co/Nx52PGwH94 \n", "50 This is Alfy. You're witnessing his first watermelon experience. I think it was a success. 13/10 happy 4th Alfy 🇺🇸 https://t.co/fYP5RlutfA \n", "51 This is Koko. Her owner, inspired by Barney, recently built a cart for her to use during walks if she got tired. 13/10 rest easy Koko https://t.co/zeDpnsKX7w \n", "52 This is Rey. He's a Benebop Cumberfloof. 12/10 dangerously pettable https://t.co/503CgWbhxQ \n", "53 This is Gary. He couldn't miss this puppertunity for a selfie. Flawless focusing skills. 13/10 would boop intensely https://t.co/7CSWCl8I6s \n", "54 NaN \n", "55 Here is a pupper approaching maximum borkdrive. Zooming at never before seen speeds. 14/10 paw-inspiring af \\n(IG: puffie_the_chow) https://t.co/ghXBIIeQZF \n", "56 Meet Elliot. He's a Canadian Forrest Pup. Unusual number of antlers for a dog. Sneaky tongue slip to celebrate #Canada150. 12/10 would pet https://t.co/cgwJwowTMC \n", "57 This is Louis. He's crossing. It's a big deal. 13/10 h*ckin breathtaking https://t.co/D0wb1GlKAt \n", "58 Ugh not again. We only rate dogs. Please don't send in well-dressed floppy-tongued street penguins. Dogs only please. Thank you... 12/10 https://t.co/WiAMbTkDPf \n", "59 This is Bella. She had her first beach experience this morning. Complete success. 12/10 would perform a sandy boop https://t.co/4VsFysDmiw \n", "60 Meet Jesse. He's a Fetty Woof. His tongue ejects without warning. A true bleptomaniac. 12/10 would snug well https://t.co/fUod0tVmvK \n", "61 Please don't send in photos without dogs in them. We're not @porch_rates. Insubordinate and churlish. Pretty good porch tho 11/10 https://t.co/HauE8M3Bu4 \n", "62 This is Romeo. He would like to do an entrance. Requesting your immediate assistance. 13/10 https://t.co/Qh5aEkRQm9 \n", "63 NaN \n", "64 This is Bailey. He thinks you should measure ear length for signs of growth instead. 12/10 https://t.co/IxM9IMKQq8 \n", "65 This is Duddles. He did an attempt. 13/10 someone help him (vid by Georgia Felici) https://t.co/UDT7ZkcTgY \n", "66 This is Jack AKA Stephen Furry. You're not scoring on him. Unless he slips down the slide. 12/10 would happily get blocked by https://t.co/0gOi601EAa \n", "67 NaN \n", "68 This is Steven. He has trouble relating to other dogs. Quite shy. Neck longer than average. Tropical probably. 11/10 would still pet https://t.co/2mJCDEJWdD \n", "69 This is Beau. That is Beau's balloon. He takes it everywhere. 13/10 would protect at all costs https://t.co/YDtpCjIPKN \n", "70 This is Snoopy. He's a proud #PrideMonthPuppo. Impeccable handwriting for not having thumbs. 13/10 would love back #PrideMonth https://t.co/lNZwgNO4gS \n", "71 Martha is stunning how h*ckin dare you. 13/10 https://t.co/9uABQXgjwa \n", "72 NaN \n", "73 NaN \n", "74 Meet Shadow. In an attempt to reach maximum zooming borkdrive, he tore his ACL. Still 13/10 tho. Help him out below\\n\\nhttps://t.co/245xJJElsY https://t.co/lUiQH219v6 \n", "75 This is Emmy. She was adopted today. Massive round of pupplause for Emmy and her new family. 14/10 for all involved https://t.co/cwtWnHMVpe \n", "76 This is Aja. She was just told she's a good dog. Suspicions confirmed. 13/10 would tell again https://t.co/lsPyyAiF1r \n", "77 NaN \n", "78 This is Penny. She's both pupset and fired pup. Not pleased w your barbaric attempts at cleanliness. 12/10 would enjoy more shampoo options https://t.co/OYdDlfOGXP \n", "79 Meet Dante. At first he wasn't a fan of his new raincoat, then he saw his reflection. H*ckin handsome. 13/10 for water resistant good boy https://t.co/SHRTIo5pxc \n", "80 This is Nelly. He graduated with his dogtorate today. Wants to know if you're proud of him. 12/10 would give congratulatory boop https://t.co/4g4cfj3P4Y \n", "81 This is Ginger. She's having a ruff Monday. Too many pupper things going on. H*ckin exhausting. 12/10 would snug passionately https://t.co/j211oCDRs6 \n", "82 I can say with the pupmost confidence that the doggos who assisted with this search are heroic as h*ck. 14/10 for all https://t.co/8yoc1CNTsu \n", "83 This is Benedict. He wants to thank you for this delightful urban walk. Hopes you know he loves you. 13/10 super duper good boy https://t.co/26BXueUgbs \n", "84 Meet Venti, a seemingly caffeinated puppoccino. She was just informed the weekend would include walks, pats and scritches. 13/10 much excite https://t.co/ejExJFq3ek \n", "85 This is Goose. He's a womanizer. Cheeky as h*ck, but also deep. Tongue slip game on another level. 13/10 will steal your girl https://t.co/V2WlACRJCN \n", "86 Meet Nugget and Hank. Nugget took Hank's bone. Hank is wondering if you would please return it to him. Both 13/10 would not intervene https://t.co/ogith9ejNj \n", "87 You'll get your package when that precious man is done appreciating the pups. 13/10 for everyone https://t.co/PFp4MghzBW \n", "88 Guys please stop sending pictures without any dogs in th- oh never mind hello excuse me sir. 12/10 stealthy as h*ck https://t.co/brCQoqc8AW \n", "89 Meet Cash. He hath acquired a stick. A very good stick tbh. 12/10 would pat head approvingly https://t.co/lZhtizkURD \n", "90 NaN \n", "91 This is Jed. He may be the fanciest pupper in the game right now. Knows it too. 13/10 would sign modeling contract https://t.co/0YplNnSMEm \n", "92 I can't believe this keeps happening. This, is a birb taking a bath. We only rate dogs. Please only send dogs. Thank you... 12/10 https://t.co/pwY9PQhtP2 \n", "93 This is Sebastian. He can't see all the colors of the rainbow, but he can see that this flag makes his human happy. 13/10 #PrideMonth puppo https://t.co/XBE0evJZ6V \n", "94 We usually don't rate Deck-bound Saskatoon Black Bears, but this one is h*ckin flawless. Sneaky tongue slip too. 13/10 would hug firmly https://t.co/mNuMH9400n \n", "95 NaN \n", "96 This is Sierra. She's one precious pupper. Absolute 12/10. Been in and out of ICU her whole life. Help Sierra below\\n\\nhttps://t.co/Xp01EU3qyD https://t.co/V5lkvrGLdQ \n", "97 Here's a very large dog. He has a date later. Politely asked this water person to check if his breath is bad. 12/10 good to go doggo https://t.co/EMYIdoblMR \n", "98 Here are my favorite #dogsatpollingstations \\nMost voted for a more consistent walking schedule and to increase daily pats tenfold. All 13/10 https://t.co/17FVMl4VZ5 \n", "99 This is Monkey. She's supporting owners everywhere with her fancy #PrideMonth bandana. 13/10 love is love is love... https://t.co/lUcpnZDPz9 \n", "100 We. Only. Rate. Dogs. Do not send in other things like this fluffy floor shark clearly ready to attack. Get it together guys... 12/10 https://t.co/BZHiKx3FpQ \n", "101 This is Kody. He's a baller. Wishes he was a little bit taller. Double dribbles often. Still 12/10 would happily get dunked on https://t.co/PKSpmiefwN \n", "102 Say hello to Lassie. She's celebrating #PrideMonth by being a splendid mix of astute and adorable. Proudly supupporting her owner. 13/10 https://t.co/uK6PNyeh9w \n", "103 This is Rover. As part of pupper protocol he had to at least attempt to eat the plant. Confirmed not tasty. Needs peanut butter. 12/10 https://t.co/AiVljI6QCg \n", "104 This is Napolean. He's a Raggedy East Nicaraguan Zoom Zoom. Runs on one leg. Built for deception. No eyes. Good with kids. 12/10 great doggo https://t.co/PR7B7w1rUw \n", "105 NaN \n", "106 Never doubt a doggo 14/10 https://t.co/AbBLh2FZCH \n", "107 This is Boomer. He's doing an advanced water takeoff. The opposite of Sully. Ears for control, mlem for style. 13/10 simply breathtaking https://t.co/noNpY2Laoo \n", "108 Real funny guys. Sending in a pic without a dog in it. Hilarious. We'll rate the rug tho because it's giving off a very good vibe. 11/10 https://t.co/GCD1JccCyi \n", "109 NaN \n", "110 This is Cody. He zoomed too aggressively and tore his ACL. Happens to the best of us. Still 13/10\\n\\nHelp Cody here: https://t.co/4hxnDOt1CV https://t.co/42ryYRQ2Q4 \n", "111 This is Zoey. She really likes the planet. Would hate to see willful ignorance and the denial of fairly elemental science destroy it. 13/10 https://t.co/T1xlgaPujm \n", "112 This is Rumble, but he's not ready to. Would rather fall asleep in his bath bucket. 13/10 would attempt a boop without waking https://t.co/MVQCzrF1g9 \n", "113 Meet Clifford. He's quite large. Also red. Good w kids. Somehow never steps on them. Massive poops very inconvenient. Still 14/10 would ride https://t.co/apVOyDgOju \n", "114 This is Dewey (pronounced \"covfefe\"). He's having a good walk. Arguably the best walk. 13/10 would snug softly https://t.co/HciEaJkC4D \n", "115 Meet Stanley. He likes road trips. Will shift for you. One ear more effective than other. 13/10 we don't leave until you buckle pup Stanley https://t.co/vmCu3PFCQq \n", "116 This is Scout. He just graduated. Officially a doggo now. Have fun with taxes and losing sight of your ambitions. 12/10 would throw cap for https://t.co/DsA2hwXAJo \n", "117 This is Gizmo. His favorite thing is standing pupright like a hooman. Sneaky tongue slip status achieved. 13/10 would boop well https://t.co/IoR3n1fiiQ \n", "118 This is Walter. He won't start hydrotherapy without his favorite floatie. 14/10 keep it pup Walter https://t.co/r28jFx9uyF \n", "119 NaN \n", "120 Here's a h*ckin peaceful boy. Unbothered by the comings and goings. 13/10 please reveal your wise ways https://t.co/yeaH8Ej5eM \n", "121 Say hello to Cooper. His expression is the same wet or dry. Absolute 12/10 but Coop desperately requests your help\\n\\nhttps://t.co/ZMTE4Mr69f https://t.co/7RyeXTYLNi \n", "122 Unbelievable. We only rate dogs. Please don't send in non-canines like the \"I\" from Pixar's opening credits. Thank you... 12/10 https://t.co/JMhDNv5wXZ \n", "123 Meet Harold. He's h*ckin cooperative. 13/10 good work Harold https://t.co/ZYg3NZGICa \n", "124 This is Shikha. She just watched you drop a skittle on the ground and still eat it. Could not be less impressed. 12/10 superior puppo https://t.co/XZlZKd73go \n", "125 NaN \n", "126 Oh my this spooked me up. We only rate dogs, not happy ghosts. Please send dogs only. It's a very simple premise. Thank you... 13/10 https://t.co/M5Rz0R8SIQ \n", "127 He was providing for his family 13/10 how dare you https://t.co/Q8mVwWN3f4 \n", "128 This is Lili. She can't believe you betrayed her with bath time. Never looking you in the eye again. 12/10 would puppologize profusely https://t.co/9b9J46E86Z \n", "129 This is Jamesy. He gives a kiss to every other pupper he sees on his walk. 13/10 such passion, much tender https://t.co/wk7TfysWHr \n", "130 This is Coco. At first I thought she was a cloud but clouds don't bork with such passion. 12/10 would hug softly https://t.co/W86h5dgR6c \n", "131 NaN \n", "132 Meet Boomer. He's just checking pup on you. Hopes you had a good day. If not, he hopes he made it better. 13/10 extremely good boy https://t.co/pozUoHLkGg \n", "133 This is Sammy. Her tongue ejects without warning sometimes. It's a serious condition. Needs a hefty dose from a BlepiPen. 13/10 https://t.co/g20EmqK7vc \n", "134 This is Nelly. He really hopes you like his Hawaiian shirt. He already tore the tags off. 13/10 h*ck of a puppurchase https://t.co/LbkG5CiM7o \n", "135 We only rate dogs. Please don't send in Jesus. We're trying to remain professional and legitimate. Thank you... 14/10 https://t.co/wr3xsjeCIR \n", "136 This is Meatball. He doing what's known in the industry as a mid-strut mlem. H*ckin fancy boy. 12/10 I'd do anything for Meatball https://t.co/S2HdmFFPck \n", "137 This is Paisley. She ate a flower just to prove she could. Savage af. 13/10 would pet so well https://t.co/cPq9fYvkzr \n", "138 This is Albus. He's quite impressive at hide and seek. Knows he's been found this time. 13/10 usually elusive as h*ck https://t.co/ht47njyZ64 \n", "139 This is Neptune. He's a backpup vocalist for the Dixie Chicks. 13/10 (vid by @AmiWinehouse) https://t.co/tordvmaaop \n", "140 NaN \n", "141 This is Belle. She's never been more pupset. Encountered the worst imaginable type of zone. 12/10 would do anything to cheer pup https://t.co/fGQUzR8w3H \n", "142 NaN \n", "143 NaN \n", "144 Say hello to Quinn. She's quite the goofball. Not even a year old. Confirmed 13/10 but she really needs your help \\n\\nhttps://t.co/MOBkQnyHib https://t.co/EsOB4rLEKt \n", "145 This is Zooey. She's the world's biggest fan of illiterate delivery people. 13/10 not your fault they don't listen, Zooey https://t.co/ixOFQ1tfqE \n", "146 This is Dave. He passed the h*ck out. It's barely the afternoon on a Thursday, Dave. Get it together. Still 11/10 would boop mid-snooze https://t.co/Eme9Uar6v2 \n", "147 This is Jersey. He likes to watch movies, but only if you watch with him. Enjoys horror films like The Bababork and H*ckraiser. 13/10 https://t.co/jvSNASweNb \n", "148 We only rate dogs. Please don't send perfectly toasted marshmallows attempting to drive. Thank you... 13/10 https://t.co/nvZyyrp0kd \n", "149 This is Hobbes. He's never seen bubbles before. 13/10 deep breaths buddy https://t.co/QFRlbZw4Z1 \n", "150 HI. MY. NAME. IS. BOOMER. AND. I. WANT. TO. SAY. IT'S. H*CKIN. RIDICULOUS. THAT. DOGS. CAN'T VOTE. ABSOLUTE. CODSWALLUP. THANK. YOU. 13/10 https://t.co/SqKJPwbQ2g \n", "151 This is Burt. He thinks your thesis statement is comically underdeveloped. 12/10 intellectual af https://t.co/jH6EN9cEn6 \n", "152 NaN \n", "153 NaN \n", "154 Meet Lorenzo. He's an avid nifty hat wearer and absolute 13/10, but he needs your help to beat cancer. Link below\\n\\nhttps://t.co/qZdSdzm08p https://t.co/oDIQ1KkdPt \n", "155 This is Carl. He likes to dance. Doesn't care what you think about it. 13/10 h*ckin confident pup https://t.co/C2zHcNIu4I \n", "156 This is Jordy. He likes to go on adventures and watch the small scaly underwater dogs with fins pass him by. 12/10 peaceful as h*ck https://t.co/xJo6S2sfsN \n", "157 Here we have perhaps the wisest dog of all. Above average with light sabers. Immortal as h*ck. 14/10 dog, or dog not, there is no try https://t.co/upRYxG4KbG \n", "158 NaN \n", "159 Meet Milky. She has no idea what happened. Just as pupset as you. Perhaps a sheep exploded. Even offered to help clean. 12/10 very good girl https://t.co/g8vpXFzw29 \n", "160 Meet Trooper. He picks pup recyclables that have blown out of bins in the neighborhood and puts them back. 13/10 environmentally savvy af https://t.co/BqSttrTuIl \n", "161 Sorry for the lack of posts today. I came home from school and had to spend quality time with my puppo. Her name is Zoey and she's 13/10 https://t.co/BArWupFAn0 \n", "162 We only rate dogs. This is quite clearly a smol broken polar bear. We'd appreciate if you only send dogs. Thank you... 12/10 https://t.co/g2nSyGenG9 \n", "163 Here we have an exotic dog. Good at ukulele. Fashionable af. Has two more arms if needed. Is blue. Knows what 'ohana means. 13/10 would pet https://t.co/gEsymGTXCT \n", "164 NaN \n", "165 I have stumbled puppon a doggo painting party. They're looking to be the next Pupcasso or Puppollock. All 13/10 would put it on the fridge https://t.co/cUeDMlHJbq \n", "166 This is Sophie. She just arrived. Used pawority shipping. Speedy as h*ck delivery. 13/10 would carefully assemble https://t.co/8jOC4zhNxy \n", "167 This is Wyatt. He had an interview earlier today. Was just told he didn't get the job. A h*ckin injustice. Still 12/10 keep your chin pup https://t.co/QXA4sCXSDF \n", "168 This is Rosie. She was just informed of the walk that's about to happen. Knows there are many a stick along the way. 12/10 such excite https://t.co/sOl7cFaP5X \n", "169 Meet Thor. He doesn't have finals because he's a dog but is pupset you have finals. Just wants to play. 13/10 would abandon education for https://t.co/7IFn3rkJai \n", "170 Instead of the usual nightly dog rate, I'm sharing this story with you. Meeko is 13/10 and would like your help \\n\\nhttps://t.co/Mj4j6QoIJk https://t.co/JdNE5oqYEV \n", "171 This is Oscar and Oliver. Oliver shrunk Oscar. Oscar isn't pleased about it. Quite pupset tbh. Oliver doesn't seem to mind. Both 13/10 https://t.co/e3U4NReleC \n", "172 NaN \n", "173 NaN \n", "174 This is Zeke. He performs group cheeky wink tutorials. Pawfect execution here. 12/10 would wink back https://t.co/uMH5CLjXJu \n", "175 This is Callie. She'll be your navigator today. Takes her job very seriously. Will shift for you. One ear always in the pupholder. 12/10 https://t.co/Bh9DtLhIBO \n", "176 NaN \n", "177 NaN \n", "178 NaN \n", "179 This is Cermet, Paesh, and Morple. They are absolute h*ckin superstars. Watered every day so they can grow. 14/10 for all https://t.co/GUefqUmZv8 \n", "180 NaN \n", "181 NaN \n", "182 HE'S LIKE \"WAIT A MINUTE I'M AN ANIMAL THIS IS AMAZING HI HUMAN I LOVE YOU AS WELL\" 13/10 https://t.co/sb73bV5Y7S \n", "183 Here's a puppo participating in the #ScienceMarch. Cleverly disguising her own doggo agenda. 13/10 would keep the planet habitable for https://t.co/cMhq16isel \n", "184 I HEARD HE TIED HIS OWN BOWTIE MARK AND HE JUST WANTS TO SAY HI AND MAYBE A NOGGIN PAT SHOW SOME RESPECT 13/10 https://t.co/5BEjzT2Tth \n", "185 Guys, we only rate dogs. This is quite clearly a bulbasaur. Please only send dogs. Thank you... 12/10 human used pet, it's super effective https://t.co/Xc7uj1C64x \n", "186 NaN \n", "187 NaN \n", "188 This is Marlee. She fetched a flower and immediately requested that it be placed behind her ear. 12/10 elegant af https://t.co/nJztIEON5s \n", "189 This is Arya. She can barely contain her excitement for more peanut butter. Also patriotic af. 13/10 https://t.co/AL4Ahm1Rm5 \n", "190 This is Einstein. He's having a really good day. Hopes you are too. H*ckin nifty tongue. 13/10 would snug intensely https://t.co/mdaQhhfpv6 \n", "191 Sometimes you guys remind me just how impactful a pupper can be. Cooper will be remembered as a good boy by so many. 14/10 rest easy friend https://t.co/oBL7LEJEzR \n", "192 At first I thought this was a shy doggo, but it's actually a Rare Canadian Floofer Owl. Amateurs would confuse the two. 11/10 only send dogs https://t.co/TXdT3tmuYk \n", "193 Say hello to Alice. I'm told she enjoys car rides and smells good. 12/10 would give her everything she could ever want https://t.co/yT4vw8y77x \n", "194 A photographer took pictures before and after he told his bunny he's a good boy. Here are the results. 13/10 https://t.co/wiQZIsaWUe \n", "195 This is Rumpole. He'll be your Uber driver this evening. Won't start driving until you buckle pup. 13/10 h*ckin safe good boy https://t.co/EX9Z3EXlVP \n", "196 NaN \n", "197 Meet Benny. He likes being adorable and making fun of you while you're on the trampoline. 12/10 let's help him out\\n\\nhttps://t.co/aVMjBqAy1x https://t.co/7gx2LksT3U \n", "198 This is Aspen. She's never tasted a stick so succulent. On the verge of tears. A face of pure appreciation. 12/10 https://t.co/VlyBzOXHEW \n", "199 This is Jarod. He likes having his belly brushed. 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\n", "147 https://pbs.twimg.com/media/C_gQmaTUMAAPYSS.jpg \n", "148 https://pbs.twimg.com/media/C_bIo7QXYAAGfPu.jpg \n", "149 https://pbs.twimg.com/media/C_RAFTxUAAAbXjV.jpg \n", "150 https://pbs.twimg.com/ext_tw_video_thumb/861288473281437696/pu/img/RERGmRgPyaaaB-tB.jpg \n", "151 https://pbs.twimg.com/media/C_LnlF5VoAEsL1K.jpg \n", "152 NaN \n", "153 https://pbs.twimg.com/media/C_KVJjDXsAEUCWn.jpg \n", "154 https://pbs.twimg.com/media/C_FWL0vVwAA13N7.jpg \n", "155 https://pbs.twimg.com/media/C_EyeKuXkAAdxY-.jpg \n", "156 https://pbs.twimg.com/media/C_BQ_NlVwAAgYGD.jpg \n", "157 https://pbs.twimg.com/media/C-_9jWWUwAAnwkd.jpg \n", "158 NaN \n", "159 https://pbs.twimg.com/media/C-8QypZXcAAekaF.jpg \n", "160 https://pbs.twimg.com/media/C-7OcfyXsAAsqzU.jpg \n", "161 https://pbs.twimg.com/media/C-3wvtxXcAUTuBE.jpg \n", "162 https://pbs.twimg.com/ext_tw_video_thumb/859196962498805762/pu/img/-yBpr4-o4GJZECYE.jpg \n", "163 https://pbs.twimg.com/media/C-wLyufW0AA546I.jpg \n", "164 NaN \n", "165 https://pbs.twimg.com/media/C-s5oYZXkAAMHHq.jpg \n", "166 https://pbs.twimg.com/media/C-nnZBdXkAAB-wg.jpg \n", "167 https://pbs.twimg.com/media/C-icm_WXUAAmuRR.jpg \n", "168 https://pbs.twimg.com/media/C-gxV9ZXkAIBL-S.jpg \n", "169 https://pbs.twimg.com/media/C-dTzBzXUAQRjYz.jpg \n", "170 https://pbs.twimg.com/media/C-YSwA_XgAEOr25.jpg \n", "171 https://pbs.twimg.com/media/C-WcS4MXoAADrBU.jpg \n", "172 NaN \n", "173 NaN \n", "174 https://pbs.twimg.com/media/C-TIEwMW0AEjb55.jpg \n", "175 https://pbs.twimg.com/media/C-MOEDCXYAEjp7o.jpg \n", "176 https://pbs.twimg.com/media/C-L-aIYXgAIR0jY.jpg \n", "177 NaN \n", "178 NaN \n", "179 https://pbs.twimg.com/media/C-If9ZwXoAAfDX2.jpg \n", "180 NaN \n", "181 NaN \n", "182 NaN \n", "183 https://pbs.twimg.com/media/C-CYWrvWAAU8AXH.jpg \n", "184 NaN \n", "185 https://pbs.twimg.com/media/C98z1ZAXsAEIFFn.jpg \n", "186 NaN \n", "187 NaN \n", "188 https://pbs.twimg.com/media/C9ye3b3WAAAlTo0.jpg \n", "189 https://pbs.twimg.com/media/C9u7MtmV0AA741s.jpg \n", "190 https://pbs.twimg.com/media/C9tQokgUIAEETSx.jpg \n", "191 https://pbs.twimg.com/media/C9px7jyVwAAnmwN.jpg \n", "192 https://pbs.twimg.com/media/C9oNt91WAAAFSLS.jpg \n", "193 https://pbs.twimg.com/media/C9kq_bbVwAAuRZd.jpg \n", "194 https://pbs.twimg.com/media/C9i8RhhXoAAdkMT.jpg \n", "195 https://pbs.twimg.com/media/C9eHyF7XgAAOxPM.jpg \n", "196 NaN \n", "197 https://pbs.twimg.com/media/C9YnKK3VoAAxn1E.jpg \n", "198 https://pbs.twimg.com/media/C9VNNp1XkAEWRFb.jpg \n", "199 https://pbs.twimg.com/media/C9Tg1bPW0AkAMDI.jpg \n", "\n", " img_num predicted_dogbreed1 predicted_confid1 predicted_dog1 \\\n", "0 1.0 Orange 0.097049 False \n", "1 1.0 Chihuahua 0.323581 True \n", "2 1.0 Chihuahua 0.716012 True \n", "3 1.0 Paper_towel 0.170278 False \n", "4 2.0 Basset 0.555712 True \n", "5 1.0 Chesapeake_bay_retriever 0.425595 True \n", "6 1.0 Appenzeller 0.341703 True \n", "7 2.0 Pomeranian 0.566142 True \n", "8 1.0 Irish_terrier 0.487574 True \n", "9 1.0 Pembroke 0.511319 True \n", "10 1.0 Samoyed 0.957979 True \n", "11 1.0 French_bulldog 0.377417 True \n", "12 1.0 Pembroke 0.966327 True \n", "13 1.0 French_bulldog 0.991650 True \n", "14 1.0 Golden_retriever 0.953442 True \n", "15 1.0 Whippet 0.626152 True \n", "16 1.0 Golden_retriever 0.714719 True \n", "17 1.0 Golden_retriever 0.469760 True \n", "18 3.0 Siberian_husky 0.700377 True \n", "19 1.0 French_bulldog 0.995026 True \n", "20 1.0 Basset 0.821664 True \n", "21 1.0 Limousine 0.130432 False \n", "22 2.0 Pembroke 0.809197 True \n", "23 1.0 Mexican_hairless 0.330741 True \n", "24 1.0 Samoyed 0.733942 True \n", "25 2.0 Chihuahua 0.793469 True \n", "26 1.0 Kuvasz 0.309706 True \n", "27 1.0 Convertible 0.738995 False \n", "28 1.0 French_bulldog 0.999201 True \n", "29 NaN NaN NaN NaN \n", "30 1.0 Pug 0.943575 True \n", "31 NaN NaN NaN NaN \n", "32 1.0 Blenheim_spaniel 0.972494 True \n", "33 1.0 Pug 0.369275 True \n", "34 NaN NaN NaN NaN \n", "35 1.0 Labrador_retriever 0.908703 True \n", "36 4.0 Malamute 0.812482 True \n", "37 1.0 Italian_greyhound 0.259916 True \n", "38 1.0 Chow 0.822103 True \n", "39 1.0 Pug 0.546406 True \n", "40 1.0 Pembroke 0.993225 True \n", "41 NaN NaN NaN NaN \n", "42 1.0 German_shepherd 0.707046 True \n", "43 1.0 Doberman 0.610946 True \n", "44 1.0 Golden_retriever 0.943082 True \n", "45 1.0 Chow 0.987997 True \n", "46 2.0 Golden_retriever 0.949562 True \n", "47 1.0 Eskimo_dog 0.466778 True \n", "48 1.0 Labrador_retriever 0.850050 True \n", "49 1.0 Pembroke 0.542982 True \n", "50 1.0 Golden_retriever 0.762211 True \n", "51 1.0 Web_site 0.949591 False \n", "52 1.0 Weimaraner 0.291539 True \n", "53 1.0 Saluki 0.529012 True \n", "54 NaN NaN NaN NaN \n", "55 1.0 Samoyed 0.281463 True \n", "56 1.0 Tusker 0.473303 False \n", "57 1.0 Street_sign 0.251801 False \n", "58 1.0 Pembroke 0.791416 True \n", "59 1.0 Golden_retriever 0.913255 True \n", "60 1.0 Chihuahua 0.238525 True \n", "61 1.0 Miniature_pinscher 0.120298 True \n", "62 3.0 Basset 0.813507 True \n", "63 NaN NaN NaN NaN \n", "64 1.0 German_short-haired_pointer 0.479896 True \n", "65 1.0 English_springer 0.383404 True \n", "66 1.0 Tricycle 0.663601 False \n", "67 NaN NaN NaN NaN \n", "68 1.0 Tabby 0.311861 False \n", "69 1.0 Vizsla 0.960513 True \n", "70 2.0 Italian_greyhound 0.734684 True \n", "71 NaN NaN NaN NaN \n", "72 NaN NaN NaN NaN \n", "73 NaN NaN NaN NaN \n", "74 1.0 Basset 0.320420 True \n", "75 1.0 French_bulldog 0.839097 True \n", "76 2.0 Chesapeake_bay_retriever 0.837956 True \n", "77 1.0 Irish_setter 0.364729 True \n", "78 1.0 Basset 0.995368 True \n", "79 1.0 Saluki 0.509967 True \n", "80 1.0 Pembroke 0.931120 True \n", "81 1.0 Bloodhound 0.575751 True \n", "82 NaN NaN NaN NaN \n", "83 1.0 Golden_retriever 0.874566 True \n", "84 1.0 Bernese_mountain_dog 0.534327 True \n", "85 1.0 Labrador_retriever 0.799551 True \n", "86 1.0 Siberian_husky 0.245048 True \n", "87 NaN NaN NaN NaN \n", "88 2.0 West_highland_white_terrier 0.714319 True \n", "89 1.0 Labrador_retriever 0.836052 True \n", "90 NaN NaN NaN NaN \n", "91 1.0 Cocker_spaniel 0.437216 True \n", "92 1.0 Flat-coated_retriever 0.832177 True \n", "93 2.0 Cardigan 0.806674 True \n", "94 1.0 Newfoundland 0.678537 True \n", "95 NaN NaN NaN NaN \n", "96 1.0 Vizsla 0.619782 True \n", "97 2.0 Labrador_retriever 0.476913 True \n", "98 3.0 Pug 0.999120 True \n", "99 1.0 Cocker_spaniel 0.513191 True \n", "100 1.0 Pembroke 0.931861 True \n", "101 1.0 Basketball 0.808396 False \n", "102 1.0 Shetland_sheepdog 0.969171 True \n", "103 2.0 Labrador_retriever 0.921393 True \n", "104 2.0 Komondor 0.974781 True \n", "105 NaN NaN NaN NaN \n", "106 NaN NaN NaN NaN \n", "107 1.0 Kelpie 0.398053 True \n", "108 1.0 Home_theater 0.168290 False \n", "109 NaN NaN NaN NaN \n", "110 4.0 Pembroke 0.945495 True \n", "111 1.0 Golden_retriever 0.841001 True \n", "112 2.0 Greater_swiss_mountain_dog 0.622752 True \n", "113 1.0 Comic_book 0.534409 False \n", "114 1.0 Pembroke 0.980148 True \n", "115 1.0 Pembroke 0.993449 True \n", "116 1.0 Chihuahua 0.955156 True \n", "117 1.0 Pembroke 0.664181 True \n", "118 1.0 Laptop 0.153718 False \n", "119 NaN NaN NaN NaN \n", "120 1.0 Labrador_retriever 0.868107 True \n", "121 1.0 Whippet 0.378151 True \n", "122 1.0 Labrador_retriever 0.522644 True \n", "123 2.0 Border_collie 0.661953 True \n", "124 1.0 Eskimo_dog 0.616457 True \n", "125 1.0 Blenheim_spaniel 0.352946 True \n", "126 1.0 Samoyed 0.471403 True \n", "127 NaN NaN NaN NaN \n", "128 1.0 Flat-coated_retriever 0.514730 True \n", "129 2.0 French_bulldog 0.905334 True \n", "130 1.0 Samoyed 0.984086 True \n", "131 NaN NaN NaN NaN \n", "132 1.0 Golden_retriever 0.673664 True \n", "133 2.0 Chesapeake_bay_retriever 0.832435 True \n", "134 1.0 Pembroke 0.989882 True \n", "135 2.0 Pole 0.478616 False \n", "136 1.0 Bull_mastiff 0.668613 True \n", "137 4.0 Golden_retriever 0.945905 True \n", "138 1.0 Marmot 0.358828 False \n", "139 1.0 Eskimo_dog 0.413330 True \n", "140 NaN NaN NaN NaN \n", "141 1.0 Staffordshire_bullterrier 0.690517 True \n", "142 NaN NaN NaN NaN \n", "143 1.0 Lakeland_terrier 0.275242 True \n", "144 2.0 French_bulldog 0.935804 True \n", "145 2.0 Australian_terrier 0.207281 True \n", "146 1.0 Basset 0.393330 True \n", "147 1.0 Home_theater 0.496348 False \n", "148 2.0 Chow 0.677589 True \n", "149 1.0 Cardigan 0.771008 True \n", "150 1.0 Syringe 0.144712 False \n", "151 1.0 German_shepherd 0.507951 True \n", "152 NaN NaN NaN NaN \n", "153 2.0 Envelope 0.933016 False \n", "154 1.0 Cardigan 0.583936 True \n", "155 1.0 Bedlington_terrier 0.286558 True \n", "156 1.0 Lakeside 0.312299 False \n", "157 1.0 Chimpanzee 0.267612 False \n", "158 NaN NaN NaN NaN \n", "159 1.0 French_bulldog 0.254587 True \n", "160 4.0 Labrador_retriever 0.899086 True \n", "161 1.0 Golden_retriever 0.895529 True \n", "162 1.0 Angora 0.224218 False \n", "163 1.0 Revolver 0.190292 False \n", "164 NaN NaN NaN NaN \n", "165 1.0 Golden_retriever 0.578120 True \n", "166 1.0 Pembroke 0.987407 True \n", "167 1.0 Golden_retriever 0.863874 True \n", "168 1.0 French_bulldog 0.432580 True \n", "169 1.0 Labrador_retriever 0.919832 True \n", "170 3.0 Malamute 0.841597 True \n", "171 1.0 Samoyed 0.998021 True \n", "172 NaN NaN NaN NaN \n", "173 NaN NaN NaN NaN \n", "174 2.0 Golden_retriever 0.968623 True \n", "175 1.0 Boston_bull 0.306910 True \n", "176 1.0 Old_english_sheepdog 0.798481 True \n", "177 NaN NaN NaN NaN \n", "178 NaN NaN NaN NaN \n", "179 4.0 Chihuahua 0.876543 True \n", "180 NaN NaN NaN NaN \n", "181 NaN NaN NaN NaN \n", "182 NaN NaN NaN NaN \n", "183 1.0 Flat-coated_retriever 0.321676 True \n", "184 NaN NaN NaN NaN \n", "185 2.0 Blenheim_spaniel 0.389513 True \n", "186 NaN NaN NaN NaN \n", "187 NaN NaN NaN NaN \n", "188 1.0 Pembroke 0.695548 True \n", "189 1.0 Chihuahua 0.260242 True \n", "190 1.0 Pembroke 0.907080 True \n", "191 4.0 Black-and-tan_coonhound 0.854861 True \n", "192 1.0 English_springer 0.354733 True \n", "193 1.0 Miniature_pinscher 0.292519 True \n", "194 1.0 German_shepherd 0.509879 True \n", "195 1.0 Grille 0.652280 False \n", "196 NaN NaN NaN NaN \n", "197 1.0 Great_dane 0.783765 True \n", "198 1.0 Golden_retriever 0.711235 True \n", "199 1.0 Bloodhound 0.186498 True \n", "\n", " predicted_dogbreed2 predicted_confid2 predicted_dog2 \\\n", "0 Bagel 0.085851 False \n", "1 Pekinese 0.090647 True \n", "2 Malamute 0.078253 True \n", "3 Labrador_retriever 0.168086 True \n", "4 English_springer 0.225770 True \n", "5 Irish_terrier 0.116317 True \n", "6 Border_collie 0.199287 True \n", "7 Eskimo_dog 0.178406 True \n", "8 Irish_setter 0.193054 True \n", "9 Cardigan 0.451038 True \n", "10 Pomeranian 0.013884 True \n", "11 Labrador_retriever 0.151317 True \n", "12 Cardigan 0.027356 True \n", "13 Boxer 0.002129 True \n", "14 Labrador_retriever 0.013834 True \n", "15 Borzoi 0.194742 True \n", "16 Tibetan_mastiff 0.120184 True \n", "17 Labrador_retriever 0.184172 True \n", "18 Eskimo_dog 0.166511 True \n", "19 Pug 0.000932 True \n", "20 Redbone 0.087582 True \n", "21 Tow_truck 0.029175 False \n", "22 Rhodesian_ridgeback 0.054950 True \n", "23 Sea_lion 0.275645 False \n", "24 Eskimo_dog 0.035029 True \n", "25 Toy_terrier 0.143528 True \n", "26 Great_pyrenees 0.186136 True \n", "27 Sports_car 0.139952 False \n", "28 Chihuahua 0.000361 True \n", "29 NaN NaN NaN \n", "30 Shower_cap 0.025286 False \n", "31 NaN NaN NaN \n", "32 Shih-tzu 0.006630 True \n", "33 Labrador_retriever 0.265835 True \n", "34 NaN NaN NaN \n", "35 Seat_belt 0.057091 False \n", "36 Siberian_husky 0.071712 True \n", "37 American_staffordshire_terrier 0.198451 True \n", "38 Norwich_terrier 0.106075 True \n", "39 French_bulldog 0.404291 True \n", "40 Cardigan 0.003216 True \n", "41 NaN NaN NaN \n", "42 Malinois 0.199396 True \n", "43 Miniature_pinscher 0.299603 True \n", "44 Labrador_retriever 0.032409 True \n", "45 Tibetan_mastiff 0.007099 True \n", "46 Labrador_retriever 0.045948 True \n", "47 Siberian_husky 0.406044 True \n", "48 Chesapeake_bay_retriever 0.074257 True \n", "49 Chihuahua 0.251988 True \n", "50 Labrador_retriever 0.098985 True \n", "51 Dhole 0.017326 False \n", "52 Chesapeake_bay_retriever 0.278966 True \n", "53 Afghan_hound 0.250003 True \n", "54 NaN NaN NaN \n", "55 Angora 0.272066 False \n", "56 Indian_elephant 0.245646 False \n", "57 Umbrella 0.115123 False \n", "58 Norwich_terrier 0.061393 True \n", "59 Labrador_retriever 0.026329 True \n", "60 Meerkat 0.104256 False \n", "61 Rhodesian_ridgeback 0.106395 True \n", "62 Beagle 0.146654 True \n", "63 NaN NaN NaN \n", "64 Vizsla 0.124353 True \n", "65 Boston_bull 0.134967 True \n", "66 Labrador_retriever 0.033496 True \n", "67 NaN NaN NaN \n", "68 Window_screen 0.169123 False \n", "69 Miniature_pinscher 0.009431 True \n", "70 Whippet 0.150487 True \n", "71 NaN NaN NaN \n", "72 NaN NaN NaN \n", "73 NaN NaN NaN \n", "74 Collie 0.215975 True \n", "75 Boston_bull 0.078799 True \n", "76 Labrador_retriever 0.062034 True \n", "77 Golden_retriever 0.202907 True \n", "78 Welsh_springer_spaniel 0.001936 True \n", "79 Italian_greyhound 0.090497 True \n", "80 Cardigan 0.068698 True \n", "81 Redbone 0.240970 True \n", "82 NaN NaN NaN \n", "83 Irish_terrier 0.037354 True \n", "84 Saint_bernard 0.346312 True \n", "85 Chesapeake_bay_retriever 0.179975 True \n", "86 Pembroke 0.223716 True \n", "87 NaN NaN NaN \n", "88 Siberian_husky 0.091913 True \n", "89 Staffordshire_bullterrier 0.047069 True \n", "90 NaN NaN NaN \n", "91 Miniature_poodle 0.277191 True \n", "92 Black-and-tan_coonhound 0.040437 True \n", "93 Pembroke 0.116622 True \n", "94 Tibetan_mastiff 0.244022 True \n", "95 NaN NaN NaN \n", "96 Bloodhound 0.338069 True \n", "97 Chesapeake_bay_retriever 0.174145 True \n", "98 French_bulldog 0.000552 True \n", "99 Sussex_spaniel 0.159088 True \n", "100 Cardigan 0.037721 True \n", "101 Pug 0.066736 True \n", "102 Collie 0.018261 True \n", "103 Golden_retriever 0.064608 True \n", "104 Briard 0.020041 True \n", "105 NaN NaN NaN \n", "106 NaN NaN NaN \n", "107 Macaque 0.068955 False \n", "108 Sandbar 0.098040 False \n", "109 NaN NaN NaN \n", "110 Cardigan 0.045875 True \n", "111 Great_pyrenees 0.099278 True \n", "112 Appenzeller 0.158463 True \n", "113 Envelope 0.280722 False \n", "114 Cardigan 0.019271 True \n", "115 Cardigan 0.006325 True \n", "116 Toy_terrier 0.008054 True \n", "117 Chihuahua 0.169234 True \n", "118 French_bulldog 0.099984 True \n", "119 NaN NaN NaN \n", "120 Great_pyrenees 0.060973 True \n", "121 Italian_greyhound 0.275935 True \n", "122 Kuvasz 0.332461 True \n", "123 Cardigan 0.175718 True \n", "124 Siberian_husky 0.381330 True \n", "125 Papillon 0.211766 True \n", "126 Pekinese 0.302219 True \n", "127 NaN NaN NaN \n", "128 Groenendael 0.306407 True \n", "129 Boston_bull 0.078060 True \n", "130 Pomeranian 0.007919 True \n", "131 NaN NaN NaN \n", "132 Kuvasz 0.157523 True \n", "133 Labrador_retriever 0.163551 True \n", "134 Cardigan 0.009906 True \n", "135 Lakeside 0.114182 False \n", "136 French_bulldog 0.180562 True \n", "137 Labrador_retriever 0.021264 True \n", "138 Meerkat 0.174703 False \n", "139 Malamute 0.347646 True \n", "140 NaN NaN NaN \n", "141 French_bulldog 0.103360 True \n", "142 NaN NaN NaN \n", "143 Airedale 0.190569 True \n", "144 Pug 0.059576 True \n", "145 Irish_terrier 0.156296 True \n", "146 Beagle 0.242034 True \n", "147 Studio_couch 0.167256 False \n", "148 Pomeranian 0.270648 True \n", "149 Pembroke 0.137174 True \n", "150 Oxygen_mask 0.106684 False \n", "151 Pembroke 0.136113 True \n", "152 NaN NaN NaN \n", "153 Oscilloscope 0.012591 False \n", "154 Pembroke 0.055979 True \n", "155 Toy_poodle 0.235193 True \n", "156 Dock 0.159842 False \n", "157 Gorilla 0.104293 False \n", "158 NaN NaN NaN \n", "159 Staffordshire_bullterrier 0.192558 True \n", "160 Golden_retriever 0.047091 True \n", "161 Irish_setter 0.024099 True \n", "162 Malamute 0.216163 True \n", "163 Projectile 0.149064 False \n", "164 NaN NaN NaN \n", "165 Labrador_retriever 0.286059 True \n", "166 Cardigan 0.008723 True \n", "167 Labrador_retriever 0.015920 True \n", "168 English_springer 0.325898 True \n", "169 Beagle 0.043513 True \n", "170 Siberian_husky 0.073644 True \n", "171 Pomeranian 0.000922 True \n", "172 NaN NaN NaN \n", "173 NaN NaN NaN \n", "174 Labrador_retriever 0.010325 True \n", "175 Siamese_cat 0.191218 False \n", "176 Tibetan_terrier 0.060602 True \n", "177 NaN NaN NaN \n", "178 NaN NaN NaN \n", "179 Italian_greyhound 0.032962 True \n", "180 NaN NaN NaN \n", "181 NaN NaN NaN \n", "182 NaN NaN NaN \n", "183 Labrador_retriever 0.115138 True \n", "184 NaN NaN NaN \n", "185 Pekinese 0.188220 True \n", "186 NaN NaN NaN \n", "187 NaN NaN NaN \n", "188 Cardigan 0.058902 True \n", "189 Toy_poodle 0.189158 True \n", "190 Cardigan 0.086272 True \n", "191 Doberman 0.050792 True \n", "192 Collie 0.177538 True \n", "193 Chihuahua 0.120946 True \n", "194 Malinois 0.237311 True \n", "195 Beach_wagon 0.112846 False \n", "196 NaN NaN NaN \n", "197 Rhodesian_ridgeback 0.114147 True \n", "198 Otterhound 0.068235 True \n", "199 Brabancon_griffon 0.139028 True \n", "\n", " predicted_dogbreed3 predicted_confid3 predicted_dog3 \n", "0 Banana 0.076110 False \n", "1 Papillon 0.068957 True \n", "2 Kelpie 0.031379 True \n", "3 Spatula 0.040836 False \n", "4 German_short-haired_pointer 0.175219 True \n", "5 Indian_elephant 0.076902 False \n", "6 Ice_lolly 0.193548 False \n", "7 Pembroke 0.076507 True \n", "8 Chesapeake_bay_retriever 0.118184 True \n", "9 Chihuahua 0.029248 True \n", "10 Chow 0.008167 True \n", "11 Muzzle 0.082981 False \n", "12 Basenji 0.004633 True \n", "13 Staffordshire_bullterrier 0.001498 True \n", "14 Redbone 0.007958 True \n", "15 Saluki 0.027351 True \n", "16 Labrador_retriever 0.105506 True \n", "17 English_setter 0.073482 True \n", "18 Malamute 0.111411 True \n", "19 Bull_mastiff 0.000903 True \n", "20 Weimaraner 0.026236 True \n", "21 Shopping_cart 0.026321 False \n", "22 Beagle 0.038915 True \n", "23 Weimaraner 0.134203 True \n", "24 Staffordshire_bullterrier 0.029705 True \n", "25 Can_opener 0.032253 False \n", "26 Dandie_dinmont 0.086346 True \n", "27 Car_wheel 0.044173 False \n", "28 Boston_bull 0.000076 True \n", "29 NaN NaN NaN \n", "30 Siamese_cat 0.002849 False \n", "31 NaN NaN NaN \n", "32 Bernese_mountain_dog 0.006239 True \n", "33 Kuvasz 0.134697 True \n", "34 NaN NaN NaN \n", "35 Pug 0.011933 True \n", "36 Eskimo_dog 0.055770 True \n", "37 Staffordshire_bullterrier 0.127725 True \n", "38 Norfolk_terrier 0.037348 True \n", "39 Brabancon_griffon 0.044002 True \n", "40 Chihuahua 0.002081 True \n", "41 NaN NaN NaN \n", "42 Norwegian_elkhound 0.049148 True \n", "43 Kelpie 0.063020 True \n", "44 Kuvasz 0.005501 True \n", "45 Newfoundland 0.002140 True \n", "46 Kuvasz 0.002471 True \n", "47 Dingo 0.073414 False \n", "48 Flat-coated_retriever 0.015579 True \n", "49 Cardigan 0.107699 True \n", "50 Cocker_spaniel 0.017199 True \n", "51 Golden_retriever 0.006941 True \n", "52 Koala 0.127017 False \n", "53 Golden_retriever 0.160739 True \n", "54 NaN NaN NaN \n", "55 Persian_cat 0.114854 False \n", "56 Ibex 0.055661 False \n", "57 Traffic_light 0.069534 False \n", "58 Chihuahua 0.033726 True \n", "59 Cocker_spaniel 0.009371 True \n", "60 Clumber 0.052580 True \n", "61 Beagle 0.106073 True \n", "62 Cocker_spaniel 0.009485 True \n", "63 NaN NaN NaN \n", "64 Bath_towel 0.073320 False \n", "65 Cardigan 0.110481 True \n", "66 Pembroke 0.018827 True \n", "67 NaN NaN NaN \n", "68 Egyptian_cat 0.132932 False \n", "69 American_staffordshire_terrier 0.008711 True \n", "70 Ibizan_hound 0.039725 True \n", "71 NaN NaN NaN \n", "72 NaN NaN NaN \n", "73 NaN NaN NaN \n", "74 Appenzeller 0.128507 True \n", "75 Toy_terrier 0.015243 True \n", "76 Weimaraner 0.040599 True \n", "77 Irish_terrier 0.107473 True \n", "78 Bathtub 0.000468 False \n", "79 Golden_retriever 0.079406 True \n", "80 Basenji 0.000082 True \n", "81 Tibetan_mastiff 0.088935 True \n", "82 NaN NaN NaN \n", "83 Chow 0.016724 True \n", "84 Greater_swiss_mountain_dog 0.094933 True \n", "85 Vizsla 0.004618 True \n", "86 Dingo 0.160753 False \n", "87 NaN NaN NaN \n", "88 Great_pyrenees 0.046038 True \n", "89 Beagle 0.036007 True \n", "90 NaN NaN NaN \n", "91 Toy_poodle 0.157402 True \n", "92 Newfoundland 0.028228 True \n", "93 Kelpie 0.049182 True \n", "94 Chow 0.048530 True \n", "95 NaN NaN NaN \n", "96 Chesapeake_bay_retriever 0.012676 True \n", "97 German_short-haired_pointer 0.092861 True \n", "98 Bull_mastiff 0.000073 True \n", "99 Standard_poodle 0.149509 True \n", "100 Chihuahua 0.011967 True \n", "101 Dalmatian 0.054570 True \n", "102 Pomeranian 0.008515 True \n", "103 Bloodhound 0.003383 True \n", "104 Swab 0.003228 False \n", "105 NaN NaN NaN \n", "106 NaN NaN NaN \n", "107 Dingo 0.050602 False \n", "108 Television 0.079729 False \n", "109 NaN NaN NaN \n", "110 Beagle 0.004329 True \n", "111 Labrador_retriever 0.032621 True \n", "112 Entlebucher 0.148115 True \n", "113 Book_jacket 0.043786 False \n", "114 Malamute 0.000136 True \n", "115 Chihuahua 0.000178 True \n", "116 Muzzle 0.006296 False \n", "117 Cardigan 0.132700 True \n", "118 Printer 0.077130 False \n", "119 NaN NaN NaN \n", "120 Saint_bernard 0.033489 True \n", "121 American_staffordshire_terrier 0.094991 True \n", "122 Dalmatian 0.032008 True \n", "123 Collie 0.087142 True \n", "124 Malamute 0.001670 True \n", "125 Pekinese 0.112952 True \n", "126 Pomeranian 0.156606 True \n", "127 NaN NaN NaN \n", "128 Curly-coated_retriever 0.061314 True \n", "129 Pug 0.001771 True \n", "130 Keeshond 0.003328 True \n", "131 NaN NaN NaN \n", "132 Labrador_retriever 0.126073 True \n", "133 Weimaraner 0.002770 True \n", "134 Basenji 0.000135 True \n", "135 Wreck 0.055926 False \n", "136 Staffordshire_bullterrier 0.052237 True \n", "137 Tibetan_mastiff 0.020493 True \n", "138 Weasel 0.123485 False \n", "139 Siberian_husky 0.149536 True \n", "140 NaN NaN NaN \n", "141 Beagle 0.079489 True \n", "142 NaN NaN NaN \n", "143 Teddy 0.102595 False \n", "144 Boxer 0.001412 True \n", "145 German_shepherd 0.123536 True \n", "146 Boxer 0.077692 True \n", "147 Barber_chair 0.052625 False \n", "148 Pekinese 0.038110 True \n", "149 French_bulldog 0.063309 True \n", "150 Bouvier_des_flandres 0.082610 True \n", "151 Muzzle 0.075764 False \n", "152 NaN NaN NaN \n", "153 Paper_towel 0.011178 False \n", "154 Beagle 0.045896 True \n", "155 Lakeland_terrier 0.087951 True \n", "156 Canoe 0.070795 False \n", "157 Orangutan 0.059908 False \n", "158 NaN NaN NaN \n", "159 Hog 0.100270 False \n", "160 Kuvasz 0.023206 True \n", "161 Labrador_retriever 0.019285 True \n", "162 Persian_cat 0.128383 False \n", "163 Fountain 0.066047 False \n", "164 NaN NaN NaN \n", "165 Bloodhound 0.026917 True \n", "166 Basenji 0.003424 True \n", "167 Doormat 0.010615 False \n", "168 Lakeland_terrier 0.042618 True \n", "169 Golden_retriever 0.023359 True \n", "170 Eskimo_dog 0.072129 True \n", "171 Keeshond 0.000311 True \n", "172 NaN NaN NaN \n", "173 NaN NaN NaN \n", "174 Saluki 0.004148 True \n", "175 Chihuahua 0.189288 True \n", "176 Standard_poodle 0.040722 True \n", "177 NaN NaN NaN \n", "178 NaN NaN NaN \n", "179 Cardigan 0.020776 True \n", "180 NaN NaN NaN \n", "181 NaN NaN NaN \n", "182 NaN NaN NaN \n", "183 Groenendael 0.096100 True \n", "184 NaN NaN NaN \n", "185 Japanese_spaniel 0.082628 True \n", "186 NaN NaN NaN \n", "187 NaN NaN NaN \n", "188 Chow 0.028411 True \n", "189 Labrador_retriever 0.144195 True \n", "190 Chihuahua 0.001413 True \n", "191 Bluetick 0.021762 True \n", "192 Border_collie 0.131706 True \n", "193 Rottweiler 0.119490 True \n", "194 Kelpie 0.046916 True \n", "195 Convertible 0.086252 False \n", "196 NaN NaN NaN \n", "197 English_foxhound 0.046440 True \n", "198 Sussex_spaniel 0.046562 True \n", "199 Rottweiler 0.125940 True " ] }, "execution_count": 104, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_final_table.head(200)" ] }, { "cell_type": "code", "execution_count": 105, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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0<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
1<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
2<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
3<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
4<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
5<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
6<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
7<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
8<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
9<a href=http://twitter.com/download/iphonerel=nofollow>Twitter for iPhone</a>
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" ], "text/plain": [ " 0 1 2 3 \\\n", "0 Twitter for iPhone \n", "1 >Twitter for iPhone \n", "2 >Twitter for iPhone \n", "3 >Twitter for iPhone \n", "4 >Twitter for iPhone \n", "5 >Twitter for iPhone \n", "6 >Twitter for iPhone \n", "7 >Twitter for iPhone \n", "8 >Twitter for iPhone \n", "9 >Twitter for iPhone " ] }, "execution_count": 105, "metadata": {}, "output_type": "execute_result" } ], "source": [ "href.head(10)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 14. *twitter_final_table*: rating_numerators need to be properly cleaned. When rating numerators contain decimals, they are incorrectly captured" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- capture all the value form the text. A series object 'rating' will then contain all rating numerator with decimals and rating denominator (without decimals)\n", "- then extract only rating-numerators form rating dataframe\n", "- convert the field datatype into Float via method [.astype ]\n", "- finally update the dataset's field wit extracted rating_numerators" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 106, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " 0 1\n", "0 13 10\n", "1 13 10\n", "2 12 10\n", "3 13 10" ] }, "execution_count": 106, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ratings = twitter_final_table.text.str.extract('((?:\\d+\\.)?\\d+)\\/(\\d+)', expand=True)\n", "ratings.head(4)" ] }, { "cell_type": "code", "execution_count": 107, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 2331 entries, 0 to 2330\n", "Data columns (total 2 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 0 2090 non-null object\n", " 1 1 2090 non-null object\n", "dtypes: object(2)\n", "memory usage: 54.6+ KB\n" ] } ], "source": [ "ratings.info()" ] }, { "cell_type": "code", "execution_count": 108, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "pandas.core.series.Series" ] }, "execution_count": 108, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(ratings[0])" ] }, { "cell_type": "code", "execution_count": 109, "metadata": {}, "outputs": [], "source": [ "pd.set_option('display.max_colwidth', 100000)\n", "twitter_final_table.rating_numerator = ratings\n", "twitter_final_table.rating_numerator = twitter_final_table['rating_numerator'].astype('float64')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 110, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Int64Index: 2331 entries, 0 to 2330\n", "Data columns (total 22 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 tweet_id 2331 non-null object \n", " 1 favorite_count 2331 non-null int64 \n", " 2 retweet_count 2331 non-null int64 \n", " 3 timestamp 2090 non-null datetime64[ns, UTC]\n", " 4 source 2090 non-null object \n", " 5 text 2090 non-null object \n", " 6 expanded_urls 2087 non-null object \n", " 7 rating_numerator 2090 non-null float64 \n", " 8 rating_denominator 2090 non-null float64 \n", " 9 name 1487 non-null object \n", " 10 dog_stage 335 non-null category \n", " 11 jpg_url 2059 non-null object \n", " 12 img_num 2059 non-null float64 \n", " 13 predicted_dogbreed1 2059 non-null category \n", " 14 predicted_confid1 2059 non-null float64 \n", " 15 predicted_dog1 2059 non-null object \n", " 16 predicted_dogbreed2 2059 non-null category \n", " 17 predicted_confid2 2059 non-null float64 \n", " 18 predicted_dog2 2059 non-null object \n", " 19 predicted_dogbreed3 2059 non-null category \n", " 20 predicted_confid3 2059 non-null float64 \n", " 21 predicted_dog3 2059 non-null object \n", "dtypes: category(4), datetime64[ns, UTC](1), float64(6), int64(2), object(9)\n", "memory usage: 421.6+ KB\n" ] } ], "source": [ "twitter_final_table.info() " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 15. *twitter_final_table*: has 23 cases with rating_denomminator values unequal 10, that are inaccurate because the value must be 10. Equally there are substantially to high (> 20) rating_numerator that cause by wrong extractrationractration" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- filter out rows having rating_numerator > 20\n", "- filter out rows having rating_denominator unequal 10" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Code:" ] }, { "cell_type": "code", "execution_count": 111, "metadata": {}, "outputs": [], "source": [ "pd.set_option('display.max_colwidth', 50)\n", "twitter_final_table = twitter_final_table[twitter_final_table['rating_numerator'] <=20]\n", "twitter_final_table = twitter_final_table[twitter_final_table['rating_denominator'] ==10]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test:" ] }, { "cell_type": "code", "execution_count": 112, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idfavorite_countretweet_counttimestampsourcetextexpanded_urlsrating_numeratorrating_denominatornamedog_stagejpg_urlimg_numpredicted_dogbreed1predicted_confid1predicted_dog1predicted_dogbreed2predicted_confid2predicted_dog2predicted_dogbreed3predicted_confid3predicted_dog3
08924206435553361933591076272017-08-01 16:23:56+00:00http://twitter.com/download/iphoneThis is Phineas. He's a mystical boy. Only eve...https://twitter.com/dog_rates/status/892420643...13.010.0PhineasNaNhttps://pbs.twimg.com/media/DGKD1-bXoAAIAUK.jpg1.0Orange0.097049FalseBagel0.085851FalseBanana0.076110False
18921774213063434263099056442017-08-01 00:17:27+00:00http://twitter.com/download/iphoneThis is Tilly. She's just checking pup on you....https://twitter.com/dog_rates/status/892177421...13.010.0TillyNaNhttps://pbs.twimg.com/media/DGGmoV4XsAAUL6n.jpg1.0Chihuahua0.323581TruePekinese0.090647TruePapillon0.068957True
28918151813780848642331337392017-07-31 00:18:03+00:00http://twitter.com/download/iphoneThis is Archie. He is a rare Norwegian Pouncin...https://twitter.com/dog_rates/status/891815181...12.010.0ArchieNaNhttps://pbs.twimg.com/media/DGBdLU1WsAANxJ9.jpg1.0Chihuahua0.716012TrueMalamute0.078253TrueKelpie0.031379True
38916895572798586883918277872017-07-30 15:58:51+00:00http://twitter.com/download/iphoneThis is Darla. She commenced a snooze mid meal...https://twitter.com/dog_rates/status/891689557...13.010.0DarlaNaNhttps://pbs.twimg.com/media/DF_q7IAWsAEuuN8.jpg1.0Paper_towel0.170278FalseLabrador_retriever0.168086TrueSpatula0.040836False
48913275589266882563744583932017-07-29 16:00:24+00:00http://twitter.com/download/iphoneThis is Franklin. He would like you to stop ca...https://twitter.com/dog_rates/status/891327558...12.010.0FranklinNaNhttps://pbs.twimg.com/media/DF6hr6BUMAAzZgT.jpg2.0Basset0.555712TrueEnglish_springer0.225770TrueGerman_short-haired_pointer0.175219True
\n", "
" ], "text/plain": [ " tweet_id favorite_count retweet_count \\\n", "0 892420643555336193 35910 7627 \n", "1 892177421306343426 30990 5644 \n", "2 891815181378084864 23313 3739 \n", "3 891689557279858688 39182 7787 \n", "4 891327558926688256 37445 8393 \n", "\n", " timestamp source \\\n", "0 2017-08-01 16:23:56+00:00 http://twitter.com/download/iphone \n", "1 2017-08-01 00:17:27+00:00 http://twitter.com/download/iphone \n", "2 2017-07-31 00:18:03+00:00 http://twitter.com/download/iphone \n", "3 2017-07-30 15:58:51+00:00 http://twitter.com/download/iphone \n", "4 2017-07-29 16:00:24+00:00 http://twitter.com/download/iphone \n", "\n", " text \\\n", "0 This is Phineas. He's a mystical boy. Only eve... \n", "1 This is Tilly. She's just checking pup on you.... \n", "2 This is Archie. He is a rare Norwegian Pouncin... \n", "3 This is Darla. She commenced a snooze mid meal... \n", "4 This is Franklin. He would like you to stop ca... \n", "\n", " expanded_urls rating_numerator \\\n", "0 https://twitter.com/dog_rates/status/892420643... 13.0 \n", "1 https://twitter.com/dog_rates/status/892177421... 13.0 \n", "2 https://twitter.com/dog_rates/status/891815181... 12.0 \n", "3 https://twitter.com/dog_rates/status/891689557... 13.0 \n", "4 https://twitter.com/dog_rates/status/891327558... 12.0 \n", "\n", " rating_denominator name dog_stage \\\n", "0 10.0 Phineas NaN \n", "1 10.0 Tilly NaN \n", "2 10.0 Archie NaN \n", "3 10.0 Darla NaN \n", "4 10.0 Franklin NaN \n", "\n", " jpg_url img_num \\\n", "0 https://pbs.twimg.com/media/DGKD1-bXoAAIAUK.jpg 1.0 \n", "1 https://pbs.twimg.com/media/DGGmoV4XsAAUL6n.jpg 1.0 \n", "2 https://pbs.twimg.com/media/DGBdLU1WsAANxJ9.jpg 1.0 \n", "3 https://pbs.twimg.com/media/DF_q7IAWsAEuuN8.jpg 1.0 \n", "4 https://pbs.twimg.com/media/DF6hr6BUMAAzZgT.jpg 2.0 \n", "\n", " predicted_dogbreed1 predicted_confid1 predicted_dog1 predicted_dogbreed2 \\\n", "0 Orange 0.097049 False Bagel \n", "1 Chihuahua 0.323581 True Pekinese \n", "2 Chihuahua 0.716012 True Malamute \n", "3 Paper_towel 0.170278 False Labrador_retriever \n", "4 Basset 0.555712 True English_springer \n", "\n", " predicted_confid2 predicted_dog2 predicted_dogbreed3 \\\n", "0 0.085851 False Banana \n", "1 0.090647 True Papillon \n", "2 0.078253 True Kelpie \n", "3 0.168086 True Spatula \n", "4 0.225770 True German_short-haired_pointer \n", "\n", " predicted_confid3 predicted_dog3 \n", "0 0.076110 False \n", "1 0.068957 True \n", "2 0.031379 True \n", "3 0.040836 False \n", "4 0.175219 True " ] }, "execution_count": 112, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_final_table.head()" ] }, { "cell_type": "code", "execution_count": 113, "metadata": {}, "outputs": [], "source": [ "twitter_final_table['dog_class'] = twitter_final_table.dog_stage.apply(lambda x: 0 if x in ['NaN'] else 1)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## 5. Store, Analyze and Visualize" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we are going to store, analyse and visualize our data. We will focus on our research questions. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 5 (a) Store new twitter_final_table to a new csv file and .db files" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will first store the data in a twitter_archive_master.csv" ] }, { "cell_type": "code", "execution_count": 114, "metadata": {}, "outputs": [], "source": [ "twitter_final_table.to_csv('twitter_archive_master.csv', encoding='utf-8', index=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We now store it in .db files form as twitter_final_table.db" ] }, { "cell_type": "code", "execution_count": 115, "metadata": {}, "outputs": [], "source": [ "from sqlalchemy import create_engine\n", "# Create SQLAlchemy Engine and empty bestofrt database\n", "engine = create_engine('sqlite:///twitter_final_table.db')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 5 (b) Explorative analysis" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Research Questions:\n", "\n", "1. What relationship can be explored between rating_numerator, favorite_count and retweet_count?\n", "\n", "\n", "2. How do aggregration and mean values of rating_numerator, favorite_count and retweet_count show the patterns of the dog stages distribution? How is resulted dog stage raged?\n", "\n", "\n", "3. How far do rating_numerator, favorite_count and retweet_count go to influence the selection of the top 6 dog breeds when using their aggreagation on one hand and their mean values on the other hand as predicted by the algorithm? Which dog breeds are the two top breeds selected?\n", "\n", "\n", "4. Which dog breeds are the two top most ranked dog breeds after the application of the two methods (aggregation and mean values)?\n", "\n", "\n", "5. How did algorthim perform in selection the top 10 dog breeds by using the three forms of the sample dataset?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Research Question 1. What relationship can be explored between rating_numerator, favorite_count and retweet_count? " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To answer the first research question,let us begin by looking at the summary statistics and afterwards determining the correlation between the rating_numerator, favorite_count and retweet_count variables" ] }, { "cell_type": "code", "execution_count": 116, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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rating_numeratorretweet_countfavorite_count
count2071.0000002071.0000002071.000000
mean10.6049152492.8213428285.446161
std2.1504624371.82704112052.655674
min0.00000011.00000070.000000
25%10.000000552.0000001827.000000
50%11.0000001210.0000003791.000000
75%12.0000002837.00000010361.000000
max14.00000076957.000000154886.000000
\n", "
" ], "text/plain": [ " rating_numerator retweet_count favorite_count\n", "count 2071.000000 2071.000000 2071.000000\n", "mean 10.604915 2492.821342 8285.446161\n", "std 2.150462 4371.827041 12052.655674\n", "min 0.000000 11.000000 70.000000\n", "25% 10.000000 552.000000 1827.000000\n", "50% 11.000000 1210.000000 3791.000000\n", "75% 12.000000 2837.000000 10361.000000\n", "max 14.000000 76957.000000 154886.000000" ] }, "execution_count": 116, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_final_table[['rating_numerator', 'retweet_count', 'favorite_count']].describe()" ] }, { "cell_type": "code", "execution_count": 117, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
rating_numeratorretweet_countfavorite_count
rating_numerator1.0000000.3012410.392692
retweet_count0.3012411.0000000.926174
favorite_count0.3926920.9261741.000000
\n", "
" ], "text/plain": [ " rating_numerator retweet_count favorite_count\n", "rating_numerator 1.000000 0.301241 0.392692\n", "retweet_count 0.301241 1.000000 0.926174\n", "favorite_count 0.392692 0.926174 1.000000" ] }, "execution_count": 117, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# display correlation between \n", "twitter_final_table [[ 'rating_numerator','retweet_count', 'favorite_count']].corr()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The above result is surprising. We have only moderate correlation of 0.30% between rating_numerator and retweet_count. The correlation between rating_numerator and favorite_count is 0.39%. One may expect to see higher correlation between rating_numerator and retweet_count or favorite_count. The strong correlation between retweet_count and favorite_count is expected though. \n", "\n" ] }, { "cell_type": "code", "execution_count": 118, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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18921774213063434263099056442017-08-01 00:17:27+00:00http://twitter.com/do...This is Tilly. She's ...https://twitter.com/d...13.0010.0TillyNaNhttps://pbs.twimg.com...1.0Chihuahua0.323581TruePekinese0.090647TruePapillon6.895690e-02TrueNaN
28918151813780848642331337392017-07-31 00:18:03+00:00http://twitter.com/do...This is Archie. He is...https://twitter.com/d...12.0010.0ArchieNaNhttps://pbs.twimg.com...1.0Chihuahua0.716012TrueMalamute0.078253TrueKelpie3.137890e-02TrueNaN
48913275589266882563744583932017-07-29 16:00:24+00:00http://twitter.com/do...This is Franklin. He ...https://twitter.com/d...12.0010.0FranklinNaNhttps://pbs.twimg.com...2.0Basset0.555712TrueEnglish_springer0.225770TrueGerman_short-haired_p...1.752190e-01TrueNaN
58910879508758978561886928162017-07-29 00:08:17+00:00http://twitter.com/do...Here we have a majest...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.425595TrueIrish_terrier0.116317TrueIndian_elephant7.690220e-02FalseNaN
68909719131739914261095918332017-07-28 16:27:12+00:00http://twitter.com/do...Meet Jax. He enjoys i...https://gofundme.com/...13.0010.0JaxNaNhttps://pbs.twimg.com...1.0Appenzeller0.341703TrueBorder_collie0.199287TrueIce_lolly1.935480e-01FalseNaN
789072918141123788860492170262017-07-28 00:22:40+00:00http://twitter.com/do...When you watch your o...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...2.0Pomeranian0.566142TrueEskimo_dog0.178406TruePembroke7.650690e-02TrueNaN
88906091851503124482597038762017-07-27 16:25:51+00:00http://twitter.com/do...This is Zoey. She doe...https://twitter.com/d...13.0010.0ZoeyNaNhttps://pbs.twimg.com...1.0Irish_terrier0.487574TrueIrish_setter0.193054TrueChesapeake_bay_retriever1.181840e-01TrueNaN
98902402553491988492965366252017-07-26 15:59:51+00:00http://twitter.com/do...This is Cassie. She i...https://twitter.com/d...14.0010.0Cassiedoggohttps://pbs.twimg.com...1.0Pembroke0.511319TrueCardigan0.451038TrueChihuahua2.924820e-02True1.0
108900066081131724802855566132017-07-26 00:31:25+00:00http://twitter.com/do...This is Koda. He is a...https://twitter.com/d...13.0010.0KodaNaNhttps://pbs.twimg.com...1.0Samoyed0.957979TruePomeranian0.013884TrueChow8.167480e-03TrueNaN
118898808964798668812597944952017-07-25 16:11:53+00:00http://twitter.com/do...This is Bruno. He is ...https://twitter.com/d...13.0010.0BrunoNaNhttps://pbs.twimg.com...1.0French_bulldog0.377417TrueLabrador_retriever0.151317TrueMuzzle8.298110e-02FalseNaN
128896653883336826894470990212017-07-25 01:55:32+00:00http://twitter.com/do...Here's a puppo that s...https://twitter.com/d...13.0010.0NaNpuppohttps://pbs.twimg.com...1.0Pembroke0.966327TrueCardigan0.027356TrueBasenji4.633230e-03True1.0
138896388375799070722516340442017-07-25 00:10:02+00:00http://twitter.com/do...This is Ted. He does ...https://twitter.com/d...12.0010.0TedNaNhttps://pbs.twimg.com...1.0French_bulldog0.991650TrueBoxer0.002129TrueStaffordshire_bullter...1.498180e-03TrueNaN
148895311353442099211409820372017-07-24 17:02:04+00:00http://twitter.com/do...This is Stuart. He's ...https://twitter.com/d...13.0010.0Stuartpuppohttps://pbs.twimg.com...1.0Golden_retriever0.953442TrueLabrador_retriever0.013834TrueRedbone7.957750e-03True1.0
158892788419816857602344648152017-07-24 00:19:32+00:00http://twitter.com/do...This is Oliver. You'r...https://twitter.com/d...13.0010.0OliverNaNhttps://pbs.twimg.com...1.0Whippet0.626152TrueBorzoi0.194742TrueSaluki2.735070e-02TrueNaN
168889172381238312962709740552017-07-23 00:22:39+00:00http://twitter.com/do...This is Jim. He found...https://twitter.com/d...12.0010.0JimNaNhttps://pbs.twimg.com...1.0Golden_retriever0.714719TrueTibetan_mastiff0.120184TrueLabrador_retriever1.055060e-01TrueNaN
178888049891996712972379138232017-07-22 16:56:37+00:00http://twitter.com/do...This is Zeke. He has ...https://twitter.com/d...13.0010.0ZekeNaNhttps://pbs.twimg.com...1.0Golden_retriever0.469760TrueLabrador_retriever0.184172TrueEnglish_setter7.348170e-02TrueNaN
188885549627242782721836931382017-07-22 00:23:06+00:00http://twitter.com/do...This is Ralphus. He's...https://twitter.com/d...13.0010.0RalphusNaNhttps://pbs.twimg.com...3.0Siberian_husky0.700377TrueEskimo_dog0.166511TrueMalamute1.114110e-01TrueNaN
198880784344585871362027531362017-07-20 16:49:33+00:00http://twitter.com/do...This is Gerald. He wa...https://twitter.com/d...12.0010.0GeraldNaNhttps://pbs.twimg.com...1.0French_bulldog0.995026TruePug0.000932TrueBull_mastiff9.032110e-04TrueNaN
208877052893818265602816548772017-07-19 16:06:48+00:00http://twitter.com/do...This is Jeffrey. He h...https://twitter.com/d...13.0010.0JeffreyNaNhttps://pbs.twimg.com...1.0Basset0.821664TrueRedbone0.087582TrueWeimaraner2.623640e-02TrueNaN
2288747395710395188363966162522017-07-19 00:47:34+00:00http://twitter.com/do...This is Canela. She a...https://twitter.com/d...13.0010.0CanelaNaNhttps://pbs.twimg.com...2.0Pembroke0.809197TrueRhodesian_ridgeback0.054950TrueBeagle3.891480e-02TrueNaN
238873432170453688323133794652017-07-18 16:08:03+00:00http://twitter.com/do...You may not have know...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Mexican_hairless0.330741TrueSea_lion0.275645FalseWeimaraner1.342030e-01TrueNaN
248871013928040857602850653932017-07-18 00:07:08+00:00http://twitter.com/do...This... is a Jubilant...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Samoyed0.733942TrueEskimo_dog0.035029TrueStaffordshire_bullter...2.970470e-02TrueNaN
258869832335225446403248769282017-07-17 16:17:36+00:00http://twitter.com/do...This is Maya. She's v...https://twitter.com/d...13.0010.0MayaNaNhttps://pbs.twimg.com...2.0Chihuahua0.793469TrueToy_terrier0.143528TrueCan_opener3.225290e-02FalseNaN
268867368805193195521114928992017-07-16 23:58:41+00:00http://twitter.com/do...This is Mingus. He's ...https://www.gofundme....13.0010.0MingusNaNhttps://pbs.twimg.com...1.0Kuvasz0.309706TrueGreat_pyrenees0.186136TrueDandie_dinmont8.634630e-02TrueNaN
288863661447344455681967228602017-07-15 23:25:31+00:00http://twitter.com/do...This is Roscoe. Anoth...https://twitter.com/d...12.0010.0Roscoepupperhttps://pbs.twimg.com...1.0French_bulldog0.999201TrueChihuahua0.000361TrueBoston_bull7.556160e-05True1.0
308862583841518878732605157062017-07-15 16:17:19+00:00http://twitter.com/do...This is Waffles. His ...https://twitter.com/d...13.0010.0WafflesNaNhttps://pbs.twimg.com...1.0Pug0.943575TrueShower_cap0.025286FalseSiamese_cat2.848920e-03FalseNaN
328859848000199475203033860722017-07-14 22:10:11+00:00http://twitter.com/do...Viewer discretion adv...https://twitter.com/d...12.0010.0JimboNaNhttps://pbs.twimg.com...1.0Blenheim_spaniel0.972494TrueShih-tzu0.006630TrueBernese_mountain_dog6.239150e-03TrueNaN
338855289432054702083344857732017-07-13 15:58:47+00:00http://twitter.com/do...This is Maisey. She f...https://twitter.com/d...13.0010.0MaiseyNaNhttps://pbs.twimg.com...1.0Pug0.369275TrueLabrador_retriever0.265835TrueKuvasz1.346970e-01TrueNaN
368851676198836387842036039422017-07-12 16:03:00+00:00http://twitter.com/do...Here we have a corgi ...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...4.0Malamute0.812482TrueSiberian_husky0.071712TrueEskimo_dog5.576970e-02TrueNaN
3788492552174170931371705163202017-07-12 00:01:00+00:00http://twitter.com/do...This is Earl. He foun...https://twitter.com/d...12.0010.0EarlNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.259916TrueAmerican_staffordshir...0.198451TrueStaffordshire_bullter...1.277250e-01TrueNaN
388848767533904896012590350362017-07-11 20:47:12+00:00http://twitter.com/do...This is Lola. It's he...https://twitter.com/d...13.0010.0LolaNaNhttps://pbs.twimg.com...1.0Chow0.822103TrueNorwich_terrier0.106075TrueNorfolk_terrier3.734850e-02TrueNaN
398845628921456885762263442472017-07-11 00:00:02+00:00http://twitter.com/do...This is Kevin. He's j...https://twitter.com/d...13.0010.0KevinNaNhttps://pbs.twimg.com...1.0Pug0.546406TrueFrench_bulldog0.404291TrueBrabancon_griffon4.400190e-02TrueNaN
408844418053827174402523451432017-07-10 15:58:53+00:00http://twitter.com/do...I present to you, Pup...https://twitter.com/d...14.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.993225TrueCardigan0.003216TrueChihuahua2.080890e-03TrueNaN
428841626705843773451898827062017-07-09 21:29:42+00:00http://twitter.com/do...Meet Yogi. He doesn't...https://twitter.com/d...12.0010.0Yogidoggohttps://pbs.twimg.com...1.0German_shepherd0.707046TrueMalinois0.199396TrueNorwegian_elkhound4.914760e-02True1.0
438838381229366312992034930972017-07-09 00:00:04+00:00http://twitter.com/do...This is Noah. He can'...https://twitter.com/d...12.0010.0NoahNaNhttps://pbs.twimg.com...1.0Doberman0.610946TrueMiniature_pinscher0.299603TrueKelpie6.302030e-02TrueNaN
448834828469330042884265789252017-07-08 00:28:19+00:00http://twitter.com/do...This is Bella. She ho...https://twitter.com/d...13.5010.0BellaNaNhttps://pbs.twimg.com...1.0Golden_retriever0.943082TrueLabrador_retriever0.032409TrueKuvasz5.500720e-03TrueNaN
458833606908992184342110933412017-07-07 16:22:55+00:00http://twitter.com/do...Meet Grizzwald. He ma...https://twitter.com/d...13.0010.0Grizzwaldflooferhttps://pbs.twimg.com...1.0Chow0.987997TrueTibetan_mastiff0.007099TrueNewfoundland2.140330e-03True1.0
468831178360460861443455760022017-07-07 00:17:54+00:00http://twitter.com/do...Please only send dogs...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...2.0Golden_retriever0.949562TrueLabrador_retriever0.045948TrueKuvasz2.470940e-03TrueNaN
478829920803642204162224935122017-07-06 15:58:11+00:00http://twitter.com/do...This is Rusty. He was...https://twitter.com/d...13.0010.0RustyNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.466778TrueSiberian_husky0.406044TrueDingo7.341440e-02FalseNaN
488827626945117347842630944152017-07-06 00:46:41+00:00http://twitter.com/do...This is Gus. He's qui...https://twitter.com/d...12.0010.0Guspupperhttps://pbs.twimg.com...1.0Labrador_retriever0.850050TrueChesapeake_bay_retriever0.074257TrueFlat-coated_retriever1.557940e-02True1.0
498826272703216025602606854892017-07-05 15:48:34+00:00http://twitter.com/do...This is Stanley. He h...https://twitter.com/d...13.0010.0StanleyNaNhttps://pbs.twimg.com...1.0Pembroke0.542982TrueChihuahua0.251988TrueCardigan1.076990e-01TrueNaN
5088226811019936972841729104622017-07-04 16:01:23+00:00http://twitter.com/do...This is Alfy. You're ...https://twitter.com/d...13.0010.0AlfyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.762211TrueLabrador_retriever0.098985TrueCocker_spaniel1.719950e-02TrueNaN
528819065807149219862266630752017-07-03 16:04:48+00:00http://twitter.com/do...This is Rey. He's a B...https://twitter.com/d...12.0010.0ReyNaNhttps://pbs.twimg.com...1.0Weimaraner0.291539TrueChesapeake_bay_retriever0.278966TrueKoala1.270170e-01FalseNaN
538816665953445355524718296442017-07-03 00:11:11+00:00http://twitter.com/do...This is Gary. He coul...https://twitter.com/d...13.0010.0GaryNaNhttps://pbs.twimg.com...1.0Saluki0.529012TrueAfghan_hound0.250003TrueGolden_retriever1.607390e-01TrueNaN
5588153600438087270646075144552017-07-02 15:32:16+00:00http://twitter.com/do...Here is a pupper appr...https://twitter.com/d...14.0010.0apupperhttps://pbs.twimg.com...1.0Samoyed0.281463TrueAngora0.272066FalsePersian_cat1.148540e-01False1.0
588808724488157716481982534652017-06-30 19:35:32+00:00http://twitter.com/do...Ugh not again. We onl...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.791416TrueNorwich_terrier0.061393TrueChihuahua3.372570e-02TrueNaN
598804658323668131842651456222017-06-29 16:39:47+00:00http://twitter.com/do...This is Bella. She ha...https://twitter.com/d...12.0010.0BellaNaNhttps://pbs.twimg.com...1.0Golden_retriever0.913255TrueLabrador_retriever0.026329TrueCocker_spaniel9.370820e-03TrueNaN
608802211272803819522511137692017-06-29 00:27:25+00:00http://twitter.com/do...Meet Jesse. He's a Fe...https://twitter.com/d...12.0010.0JesseNaNhttps://pbs.twimg.com...1.0Chihuahua0.238525TrueMeerkat0.104256FalseClumber5.258030e-02TrueNaN
618800957828708966412572739272017-06-28 16:09:20+00:00http://twitter.com/do...Please don't send in ...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.120298TrueRhodesian_ridgeback0.106395TrueBeagle1.060730e-01TrueNaN
628798624647159275522084731632017-06-28 00:42:13+00:00http://twitter.com/do...This is Romeo. He wou...https://twitter.com/d...13.0010.0RomeoNaNhttps://pbs.twimg.com...3.0Basset0.813507TrueBeagle0.146654TrueCocker_spaniel9.485020e-03TrueNaN
648794920405176156162188228892017-06-27 00:10:17+00:00http://twitter.com/do...This is Bailey. He th...https://twitter.com/d...12.0010.0BaileyNaNhttps://pbs.twimg.com...1.0German_short-haired_p...0.479896TrueVizsla0.124353TrueBath_towel7.332020e-02FalseNaN
6587941581842518426298574402432017-06-26 19:07:24+00:00http://twitter.com/do...This is Duddles. He d...https://twitter.com/d...13.0010.0DuddlesNaNhttps://pbs.twimg.com...1.0English_springer0.383404TrueBoston_bull0.134967TrueCardigan1.104810e-01TrueNaN
698790082295310295061772424272017-06-25 16:07:47+00:00http://twitter.com/do...This is Beau. That is...https://twitter.com/d...13.0010.0BeauNaNhttps://pbs.twimg.com...1.0Vizsla0.960513TrueMiniature_pinscher0.009431TrueAmerican_staffordshir...8.711300e-03TrueNaN
708787760934230876181806337082017-06-25 00:45:22+00:00http://twitter.com/do...This is Snoopy. He's ...https://twitter.com/d...13.0010.0Snoopypuppohttps://pbs.twimg.com...2.0Italian_greyhound0.734684TrueWhippet0.150487TrueIbizan_hound3.972460e-02True1.0
74878281511006478336721111642017-06-23 16:00:04+00:00http://twitter.com/do...Meet Shadow. In an at...https://www.gofundme....13.0010.0ShadowNaNhttps://pbs.twimg.com...1.0Basset0.320420TrueCollie0.215975TrueAppenzeller1.285070e-01TrueNaN
758780576130401157123925061612017-06-23 01:10:23+00:00http://twitter.com/do...This is Emmy. She was...https://twitter.com/d...14.0010.0EmmyNaNhttps://pbs.twimg.com...1.0French_bulldog0.839097TrueBoston_bull0.078799TrueToy_terrier1.524340e-02TrueNaN
7687773647232919142473922171742017-06-22 03:54:17+00:00http://twitter.com/do...This is Aja. She was ...https://twitter.com/d...13.0010.0AjaNaNhttps://pbs.twimg.com...2.0Chesapeake_bay_retriever0.837956TrueLabrador_retriever0.062034TrueWeimaraner4.059910e-02TrueNaN
788775562467312148482117334512017-06-21 15:58:08+00:00http://twitter.com/do...This is Penny. She's ...https://twitter.com/d...12.0010.0PennyNaNhttps://pbs.twimg.com...1.0Basset0.995368TrueWelsh_springer_spaniel0.001936TrueBathtub4.679190e-04FalseNaN
798773168213214289932556547192017-06-21 00:06:44+00:00http://twitter.com/do...Meet Dante. At first ...https://twitter.com/d...13.0010.0DanteNaNhttps://pbs.twimg.com...1.0Saluki0.509967TrueItalian_greyhound0.090497TrueGolden_retriever7.940580e-02TrueNaN
808772018374259261442528250552017-06-20 16:29:50+00:00http://twitter.com/do...This is Nelly. He gra...https://twitter.com/d...12.0010.0NellyNaNhttps://pbs.twimg.com...1.0Pembroke0.931120TrueCardigan0.068698TrueBasenji8.173790e-05TrueNaN
818768381206285393921930930292017-06-19 16:24:33+00:00http://twitter.com/do...This is Ginger. She's...https://twitter.com/d...12.0010.0Gingerpupperhttps://pbs.twimg.com...1.0Bloodhound0.575751TrueRedbone0.240970TrueTibetan_mastiff8.893480e-02True1.0
838764840539098726401753421492017-06-18 16:57:37+00:00http://twitter.com/do...This is Benedict. He ...https://twitter.com/d...13.0010.0BenedictNaNhttps://pbs.twimg.com...1.0Golden_retriever0.874566TrueIrish_terrier0.037354TrueChow1.672360e-02TrueNaN
848761202751961702402612642392017-06-17 16:52:05+00:00http://twitter.com/do...Meet Venti, a seeming...https://twitter.com/d...13.0010.0VentiNaNhttps://pbs.twimg.com...1.0Bernese_mountain_dog0.534327TrueSaint_bernard0.346312TrueGreater_swiss_mountai...9.493270e-02TrueNaN
858757477678675230722348938842017-06-16 16:11:53+00:00http://twitter.com/do...This is Goose. He's a...https://twitter.com/d...13.0010.0GooseNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.799551TrueChesapeake_bay_retriever0.179975TrueVizsla4.617600e-03TrueNaN
868751442898561146882049744562017-06-15 00:13:52+00:00http://twitter.com/do...Meet Nugget and Hank....https://twitter.com/d...13.0010.0NuggetNaNhttps://pbs.twimg.com...1.0Siberian_husky0.245048TruePembroke0.223716TrueDingo1.607530e-01FalseNaN
888750212112515973122383142872017-06-14 16:04:48+00:00http://twitter.com/do...Guys please stop send...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...2.0West_highland_white_t...0.714319TrueSiberian_husky0.091913TrueGreat_pyrenees4.603820e-02TrueNaN
898746800970551787522598742112017-06-13 17:29:20+00:00http://twitter.com/do...Meet Cash. He hath ac...https://twitter.com/d...12.0010.0CashNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.836052TrueStaffordshire_bullter...0.047069TrueBeagle3.600710e-02TrueNaN
918742967835806638082434637442017-06-12 16:06:11+00:00http://twitter.com/do...This is Jed. He may b...https://twitter.com/d...13.0010.0Jedpupperhttps://pbs.twimg.com...1.0Cocker_spaniel0.437216TrueMiniature_poodle0.277191TrueToy_poodle1.574020e-01True1.0
928740575629368115202125236282017-06-12 00:15:36+00:00http://twitter.com/do...I can't believe this ...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Flat-coated_retriever0.832177TrueBlack-and-tan_coonhound0.040437TrueNewfoundland2.822830e-02TrueNaN
938740129962925301763203093212017-06-11 21:18:31+00:00http://twitter.com/do...This is Sebastian. He...https://twitter.com/d...13.0010.0Sebastianpuppohttps://pbs.twimg.com...2.0Cardigan0.806674TruePembroke0.116622TrueKelpie4.918190e-02True1.0
948735802838403440652266535912017-06-10 16:39:04+00:00http://twitter.com/do...We usually don't rate...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Newfoundland0.678537TrueTibetan_mastiff0.244022TrueChow4.852950e-02TrueNaN
96873213775632977920670114482017-06-09 16:22:42+00:00http://twitter.com/do...This is Sierra. She's...https://www.gofundme....12.0010.0Sierrapupperhttps://pbs.twimg.com...1.0Vizsla0.619782TrueBloodhound0.338069TrueChesapeake_bay_retriever1.267630e-02True1.0
978729671041477632002550049392017-06-09 00:02:31+00:00http://twitter.com/do...Here's a very large d...https://twitter.com/d...12.0010.0NaNdoggohttps://pbs.twimg.com...2.0Labrador_retriever0.476913TrueChesapeake_bay_retriever0.174145TrueGerman_short-haired_p...9.286140e-02True1.0
988728206835412377601380433972017-06-08 14:20:41+00:00http://twitter.com/do...Here are my favorite ...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...3.0Pug0.999120TrueFrench_bulldog0.000552TrueBull_mastiff7.289040e-05TrueNaN
998726208048440033281942133302017-06-08 01:06:27+00:00http://twitter.com/do...This is Monkey. She's...https://twitter.com/d...13.0010.0MonkeyNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.513191TrueSussex_spaniel0.159088TrueStandard_poodle1.495090e-01TrueNaN
1008724869791617966083821182602017-06-07 16:14:40+00:00http://twitter.com/do...We. Only. Rate. Dogs....https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.931861TrueCardigan0.037721TrueChihuahua1.196670e-02TrueNaN
10287187975468480512135240100252017-06-06 00:01:46+00:00http://twitter.com/do...Say hello to Lassie. ...https://twitter.com/d...13.0010.0LassieNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.969171TrueCollie0.018261TruePomeranian8.515340e-03TrueNaN
1038717625216314490911896531922017-06-05 16:15:56+00:00http://twitter.com/do...This is Rover. As par...https://twitter.com/d...12.0010.0Roverpupperhttps://pbs.twimg.com...2.0Labrador_retriever0.921393TrueGolden_retriever0.064608TrueBloodhound3.383370e-03True1.0
1048715159279086346251893731832017-06-04 23:56:03+00:00http://twitter.com/do...This is Napolean. He'...https://twitter.com/d...12.0010.0Napoleandoggohttps://pbs.twimg.com...2.0Komondor0.974781TrueBriard0.020041TrueSwab3.228240e-03False1.0
1078710326289206804492135335022017-06-03 15:55:36+00:00http://twitter.com/do...This is Boomer. He's ...https://twitter.com/d...13.0010.0BoomerNaNhttps://pbs.twimg.com...1.0Kelpie0.398053TrueMacaque0.068955FalseDingo5.060180e-02FalseNaN
1108706563178364682261159624102017-06-02 15:00:16+00:00http://twitter.com/do...This is Cody. He zoom...https://www.gofundme....13.0010.0CodyNaNhttps://pbs.twimg.com...4.0Pembroke0.945495TrueCardigan0.045875TrueBeagle4.329430e-03TrueNaN
11187037404928066355278072243362017-06-01 20:18:38+00:00http://twitter.com/do...This is Zoey. She rea...https://twitter.com/d...13.0010.0ZoeyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.841001TrueGreat_pyrenees0.099278TrueLabrador_retriever3.262130e-02TrueNaN
1128703089999625216042061038042017-06-01 16:00:09+00:00http://twitter.com/do...This is Rumble, but h...https://twitter.com/d...13.0010.0RumbleNaNhttps://pbs.twimg.com...2.0Greater_swiss_mountai...0.622752TrueAppenzeller0.158463TrueEntlebucher1.481150e-01TrueNaN
1148697724208817561604006493212017-05-31 04:27:59+00:00http://twitter.com/do...This is Dewey (pronou...https://twitter.com/d...13.0010.0DeweyNaNhttps://pbs.twimg.com...1.0Pembroke0.980148TrueCardigan0.019271TrueMalamute1.362600e-04TrueNaN
1158697029578975764492655957982017-05-30 23:51:58+00:00http://twitter.com/do...Meet Stanley. He like...https://twitter.com/d...13.0010.0StanleyNaNhttps://pbs.twimg.com...1.0Pembroke0.993449TrueCardigan0.006325TrueChihuahua1.775980e-04TrueNaN
1168695966454990479381503328772017-05-30 16:49:31+00:00http://twitter.com/do...This is Scout. He jus...https://twitter.com/d...12.0010.0Scoutdoggohttps://pbs.twimg.com...1.0Chihuahua0.955156TrueToy_terrier0.008054TrueMuzzle6.295630e-03False1.0
1178692279934110515201923934762017-05-29 16:24:37+00:00http://twitter.com/do...This is Gizmo. His fa...https://twitter.com/d...13.0010.0GizmoNaNhttps://pbs.twimg.com...1.0Pembroke0.664181TrueChihuahua0.169234TrueCardigan1.327000e-01TrueNaN
1208686224954436321282513348842017-05-28 00:18:35+00:00http://twitter.com/do...Here's a h*ckin peace...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.868107TrueGreat_pyrenees0.060973TrueSaint_bernard3.348890e-02TrueNaN
121868552278524837888949819142017-05-27 19:39:34+00:00http://twitter.com/do...Say hello to Cooper. ...https://www.gofundme....12.0010.0CooperNaNhttps://pbs.twimg.com...1.0Whippet0.378151TrueItalian_greyhound0.275935TrueAmerican_staffordshir...9.499060e-02TrueNaN
1228679004954106716162285738562017-05-26 00:29:37+00:00http://twitter.com/do...Unbelievable. We only...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.522644TrueKuvasz0.332461TrueDalmatian3.200810e-02TrueNaN
1238677749463024517133205367862017-05-25 16:10:44+00:00http://twitter.com/do...Meet Harold. He's h*...https://twitter.com/d...13.0010.0HaroldNaNhttps://pbs.twimg.com...2.0Border_collie0.661953TrueCardigan0.175718TrueCollie8.714240e-02TrueNaN
1248674210068262215691518423032017-05-24 16:44:18+00:00http://twitter.com/do...This is Shikha. She j...https://twitter.com/d...12.0010.0Shikhapuppohttps://pbs.twimg.com...1.0Eskimo_dog0.616457TrueSiberian_husky0.381330TrueMalamute1.670220e-03True1.0
1268670515209021685763044772972017-05-23 16:16:06+00:00http://twitter.com/do...Oh my this spooked me...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Samoyed0.471403TruePekinese0.302219TruePomeranian1.566060e-01TrueNaN
1288666868248270684161821232332017-05-22 16:06:55+00:00http://twitter.com/do...This is Lili. She can...https://twitter.com/d...12.0010.0LiliNaNhttps://pbs.twimg.com...1.0Flat-coated_retriever0.514730TrueGroenendael0.306407TrueCurly-coated_retriever6.131410e-02TrueNaN
129866450705531457537115603326372017-05-22 00:28:40+00:00http://twitter.com/do...This is Jamesy. He gi...https://twitter.com/d...13.0010.0Jamesypupperhttps://pbs.twimg.com...2.0French_bulldog0.905334TrueBoston_bull0.078060TruePug1.770920e-03True1.0
13086633496476120269149557132152017-05-21 16:48:45+00:00http://twitter.com/do...This is Coco. At firs...https://twitter.com/d...12.0010.0CocoNaNhttps://pbs.twimg.com...1.0Samoyed0.984086TruePomeranian0.007919TrueKeeshond3.328130e-03TrueNaN
1328657181538584944642430052162017-05-19 23:57:46+00:00http://twitter.com/do...Meet Boomer. He's jus...https://twitter.com/d...13.0010.0BoomerNaNhttps://pbs.twimg.com...1.0Golden_retriever0.673664TrueKuvasz0.157523TrueLabrador_retriever1.260730e-01TrueNaN
1338653593938686648322504946462017-05-19 00:12:11+00:00http://twitter.com/do...This is Sammy. Her to...https://twitter.com/d...13.0010.0SammyNaNhttps://pbs.twimg.com...2.0Chesapeake_bay_retriever0.832435TrueLabrador_retriever0.163551TrueWeimaraner2.770250e-03TrueNaN
1348650067310922956802655671532017-05-18 00:50:50+00:00http://twitter.com/do...This is Nelly. He rea...https://twitter.com/d...13.0010.0NellyNaNhttps://pbs.twimg.com...1.0Pembroke0.989882TrueCardigan0.009906TrueBasenji1.349520e-04TrueNaN
1368642795686639288321381928102017-05-16 00:41:21+00:00http://twitter.com/do...This is Meatball. He ...https://twitter.com/d...12.0010.0MeatballNaNhttps://pbs.twimg.com...1.0Bull_mastiff0.668613TrueFrench_bulldog0.180562TrueStaffordshire_bullter...5.223740e-02TrueNaN
1378641973983646474242841282302017-05-15 19:14:50+00:00http://twitter.com/do...This is Paisley. She ...https://twitter.com/d...13.0010.0PaisleyNaNhttps://pbs.twimg.com...4.0Golden_retriever0.945905TrueLabrador_retriever0.021264TrueTibetan_mastiff2.049280e-02TrueNaN
1398635530813505290291449739082017-05-14 00:34:33+00:00http://twitter.com/do...This is Neptune. He's...https://twitter.com/d...13.0010.0NeptuneNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.413330TrueMalamute0.347646TrueSiberian_husky1.495360e-01TrueNaN
1418634321003425832972257348852017-05-13 16:33:49+00:00http://twitter.com/do...This is Belle. She's ...https://twitter.com/d...12.0010.0BelleNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.690517TrueFrench_bulldog0.103360TrueBeagle7.948940e-02TrueNaN
144863062471531167744802722642017-05-12 16:05:02+00:00http://twitter.com/do...Say hello to Quinn. S...https://www.gofundme....13.0010.0QuinnNaNhttps://pbs.twimg.com...2.0French_bulldog0.935804TruePug0.059576TrueBoxer1.412180e-03TrueNaN
1458628313715632742401824348092017-05-12 00:46:44+00:00http://twitter.com/do...This is Zooey. She's ...https://twitter.com/d...13.0010.0ZooeyNaNhttps://pbs.twimg.com...2.0Australian_terrier0.207281TrueIrish_terrier0.156296TrueGerman_shepherd1.235360e-01TrueNaN
1468627225253772984331625733052017-05-11 17:34:13+00:00http://twitter.com/do...This is Dave. He pass...https://twitter.com/d...11.0010.0DaveNaNhttps://pbs.twimg.com...1.0Basset0.393330TrueBeagle0.242034TrueBoxer7.769250e-02TrueNaN
14886209699208807219270551216262017-05-10 00:08:34+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...2.0Chow0.677589TruePomeranian0.270648TruePekinese3.810990e-02TrueNaN
14986138389765703680034340100172017-05-08 00:54:59+00:00http://twitter.com/do...This is Hobbes. He's ...https://twitter.com/d...13.0010.0HobbesNaNhttps://pbs.twimg.com...1.0Cardigan0.771008TruePembroke0.137174TrueFrench_bulldog6.330860e-02TrueNaN
1518610051137788969001590335712017-05-06 23:49:50+00:00http://twitter.com/do...This is Burt. He thin...https://twitter.com/d...12.0010.0BurtNaNhttps://pbs.twimg.com...1.0German_shepherd0.507951TruePembroke0.136113TrueMuzzle7.576420e-02FalseNaN
154860563773140209665713220112017-05-05 18:36:06+00:00http://twitter.com/do...Meet Lorenzo. He's an...https://www.gofundme....13.0010.0LorenzoNaNhttps://pbs.twimg.com...1.0Cardigan0.583936TruePembroke0.055979TrueBeagle4.589570e-02TrueNaN
1558605245051643944962254249832017-05-05 16:00:04+00:00http://twitter.com/do...This is Carl. He like...https://twitter.com/d...13.0010.0CarlNaNhttps://pbs.twimg.com...1.0Bedlington_terrier0.286558TrueToy_poodle0.235193TrueLakeland_terrier8.795070e-02TrueNaN
1598599245260120186881869538592017-05-04 00:15:58+00:00http://twitter.com/do...Meet Milky. She has n...https://twitter.com/d...12.0010.0MilkyNaNhttps://pbs.twimg.com...1.0French_bulldog0.254587TrueStaffordshire_bullter...0.192558TrueHog1.002700e-01FalseNaN
1608598515781986836491473933032017-05-03 19:26:06+00:00http://twitter.com/do...Meet Trooper. He pick...https://twitter.com/d...13.0010.0TrooperNaNhttps://pbs.twimg.com...4.0Labrador_retriever0.899086TrueGolden_retriever0.047091TrueKuvasz2.320630e-02TrueNaN
1618596078115416514561780414722017-05-03 03:17:27+00:00http://twitter.com/do...Sorry for the lack of...https://twitter.com/d...13.0010.0NaNpuppohttps://pbs.twimg.com...1.0Golden_retriever0.895529TrueIrish_setter0.024099TrueLabrador_retriever1.928540e-02True1.0
1658588435254709903361492032832017-05-01 00:40:27+00:00http://twitter.com/do...I have stumbled puppo...https://twitter.com/d...13.0010.0NaNdoggohttps://pbs.twimg.com...1.0Golden_retriever0.578120TrueLabrador_retriever0.286059TrueBloodhound2.691730e-02True1.0
1668584716350111539202059145892017-04-30 00:02:42+00:00http://twitter.com/do...This is Sophie. She j...https://twitter.com/d...13.0010.0SophieNaNhttps://pbs.twimg.com...1.0Pembroke0.987407TrueCardigan0.008723TrueBasenji3.423730e-03TrueNaN
1678581079334560399361509327402017-04-28 23:57:28+00:00http://twitter.com/do...This is Wyatt. He had...https://twitter.com/d...12.0010.0WyattNaNhttps://pbs.twimg.com...1.0Golden_retriever0.863874TrueLabrador_retriever0.015920TrueDoormat1.061530e-02FalseNaN
1688579899903573565441542024542017-04-28 16:08:49+00:00http://twitter.com/do...This is Rosie. She wa...https://twitter.com/d...12.0010.0RosieNaNhttps://pbs.twimg.com...1.0French_bulldog0.432580TrueEnglish_springer0.325898TrueLakeland_terrier4.261790e-02TrueNaN
16985774640805672960032852100632017-04-28 00:00:54+00:00http://twitter.com/do...Meet Thor. He doesn't...https://twitter.com/d...13.0010.0ThorNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.919832TrueBeagle0.043513TrueGolden_retriever2.335880e-02TrueNaN
170857393404942143489564015562017-04-27 00:38:11+00:00http://twitter.com/do...Instead of the usual ...https://www.gofundme....13.0010.0NaNNaNhttps://pbs.twimg.com...3.0Malamute0.841597TrueSiberian_husky0.073644TrueEskimo_dog7.212860e-02TrueNaN
1718572631603273687041925042872017-04-26 16:00:39+00:00http://twitter.com/do...This is Oscar and Oli...https://twitter.com/d...13.0010.0OscarNaNhttps://pbs.twimg.com...1.0Samoyed0.998021TruePomeranian0.000922TrueKeeshond3.112610e-04TrueNaN
1748570298237970472961809137732017-04-26 00:33:27+00:00http://twitter.com/do...This is Zeke. He perf...https://twitter.com/d...12.0010.0ZekeNaNhttps://pbs.twimg.com...2.0Golden_retriever0.968623TrueLabrador_retriever0.010325TrueSaluki4.148420e-03TrueNaN
1758565438239415623681570127402017-04-24 16:22:16+00:00http://twitter.com/do...This is Callie. She'l...https://twitter.com/d...12.0010.0CallieNaNhttps://pbs.twimg.com...1.0Boston_bull0.306910TrueSiamese_cat0.191218FalseChihuahua1.892880e-01TrueNaN
1798562820282406666242672059852017-04-23 23:01:59+00:00http://twitter.com/do...This is Cermet, Paesh...https://twitter.com/d...14.0010.0CermetNaNhttps://pbs.twimg.com...4.0Chihuahua0.876543TrueItalian_greyhound0.032962TrueCardigan2.077590e-02TrueNaN
18385585145381401395244167172132017-04-22 18:31:02+00:00http://twitter.com/do...Here's a puppo partic...https://twitter.com/d...13.0010.0NaNdoggo, puppohttps://pbs.twimg.com...1.0Flat-coated_retriever0.321676TrueLabrador_retriever0.115138TrueGroenendael9.609970e-02True1.0
1858554594537680199682874978602017-04-21 16:33:22+00:00http://twitter.com/do...Guys, we only rate do...https://twitter.com/d...12.0010.0quiteNaNhttps://pbs.twimg.com...2.0Blenheim_spaniel0.389513TruePekinese0.188220TrueJapanese_spaniel8.262820e-02TrueNaN
1888547327164405268482197358022017-04-19 16:25:34+00:00http://twitter.com/do...This is Marlee. She f...https://twitter.com/d...12.0010.0MarleeNaNhttps://pbs.twimg.com...1.0Pembroke0.695548TrueCardigan0.058902TrueChow2.841060e-02TrueNaN
1898544823940443013122831365682017-04-18 23:50:52+00:00http://twitter.com/do...This is Arya. She can...https://twitter.com/d...13.0010.0AryaNaNhttps://pbs.twimg.com...1.0Chihuahua0.260242TrueToy_poodle0.189158TrueLabrador_retriever1.441950e-01TrueNaN
1908543652243963617281828345012017-04-18 16:05:17+00:00http://twitter.com/do...This is Einstein. He'...https://twitter.com/d...13.0010.0EinsteinNaNhttps://pbs.twimg.com...1.0Pembroke0.907080TrueCardigan0.086272TrueChihuahua1.413230e-03TrueNaN
1918541203570449121303099371602017-04-17 23:52:16+00:00http://twitter.com/do...Sometimes you guys re...https://twitter.com/d...14.0010.0NaNpupperhttps://pbs.twimg.com...4.0Black-and-tan_coonhound0.854861TrueDoberman0.050792TrueBluetick2.176170e-02True1.0
1928540101725529497601573330232017-04-17 16:34:26+00:00http://twitter.com/do...At first I thought th...https://twitter.com/d...11.0010.0NaNdoggo, flooferhttps://pbs.twimg.com...1.0English_springer0.354733TrueCollie0.177538TrueBorder_collie1.317060e-01True1.0
1938537608808903188492770555192017-04-17 00:03:50+00:00http://twitter.com/do...Say hello to Alice. I...https://twitter.com/d...12.0010.0AliceNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.292519TrueChihuahua0.120946TrueRottweiler1.194900e-01TrueNaN
1948536391476088422403362896512017-04-16 16:00:07+00:00http://twitter.com/do...A photographer took p...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0German_shepherd0.509879TrueMalinois0.237311TrueKelpie4.691620e-02TrueNaN
197852912242202992640876617442017-04-14 15:51:39+00:00http://twitter.com/do...Meet Benny. He likes ...https://www.gofundme....12.0010.0BennyNaNhttps://pbs.twimg.com...1.0Great_dane0.783765TrueRhodesian_ridgeback0.114147TrueEnglish_foxhound4.643950e-02TrueNaN
1988526726158188994561449120782017-04-13 23:59:28+00:00http://twitter.com/do...This is Aspen. She's ...https://twitter.com/d...12.0010.0AspenNaNhttps://pbs.twimg.com...1.0Golden_retriever0.711235TrueOtterhound0.068235TrueSussex_spaniel4.656170e-02TrueNaN
1998525534478786641931585133442017-04-13 16:05:56+00:00http://twitter.com/do...This is Jarod. He lik...https://twitter.com/d...13.0010.0JarodNaNhttps://pbs.twimg.com...1.0Bloodhound0.186498TrueBrabancon_griffon0.139028TrueRottweiler1.259400e-01TrueNaN
2048515916603247370241586733562017-04-11 00:24:08+00:00http://twitter.com/do...Oh jeez u did me quit...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Cardigan0.394507TrueChihuahua0.077254TrueFrench_bulldog7.655880e-02TrueNaN
2078507536429950935053007788292017-04-08 16:54:09+00:00http://twitter.com/do...This is Kyle. He made...https://twitter.com/d...11.0010.0KyleNaNhttps://pbs.twimg.com...1.0Pug0.996952TrueBull_mastiff0.000996TrueFrench_bulldog8.833800e-04TrueNaN
2088503801957145231361280225282017-04-07 16:10:12+00:00http://twitter.com/do...This is Leo. He's a p...https://twitter.com/d...13.0010.0LeoNaNhttps://pbs.twimg.com...1.0Yorkshire_terrier0.249012TrueMaltese_dog0.166364TrueShih-tzu1.422540e-01TrueNaN
2118500197909955461121995247322017-04-06 16:18:05+00:00http://twitter.com/do...Say hello to Boomer. ...https://twitter.com/d...12.0010.0Boomerpupperhttps://pbs.twimg.com...3.0Shetland_sheepdog0.759907TrueCollie0.107405TruePembroke5.233530e-02True1.0
2128497769665511301142974673672017-04-06 00:13:11+00:00http://twitter.com/do...Seriously guys? Again...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...2.0Chihuahua0.292092TrueToy_terrier0.136852TrueBonnet1.031110e-01FalseNaN
2148494123028855930881553530712017-04-05 00:04:08+00:00http://twitter.com/do...This is Noosh. He not...https://twitter.com/d...12.0010.0NooshNaNhttps://pbs.twimg.com...4.0Schipperke0.907559TrueCrossword_puzzle0.017934FalseChihuahua1.619070e-02TrueNaN
2178486905519269928962468342112017-04-03 00:16:10+00:00http://twitter.com/do...Please stop sending i...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Flat-coated_retriever0.823648TrueNewfoundland0.100571TrueGroenendael3.830970e-02TrueNaN
2188483249590595502082421645042017-04-02 00:03:26+00:00http://twitter.com/do...Meet Odin. He's suppo...https://twitter.com/d...12.0010.0OdinNaNhttps://pbs.twimg.com...1.0Malamute0.544576TrueSiberian_husky0.290268TrueEskimo_dog1.544210e-01TrueNaN
2208482121117298401281601529582017-04-01 16:35:01+00:00http://twitter.com/do...This is Jerry. He's d...https://twitter.com/d...6.0010.0JerryNaNhttps://pbs.twimg.com...1.0Bedlington_terrier0.333486TrueIbizan_hound0.245797TrueWallaby1.316470e-01FalseNaN
224847842811428974592533312942017-03-31 16:07:33+00:00http://twitter.com/do...This is Rontu. He is ...https://www.gofundme....12.0010.0RontuNaNhttps://pbs.twimg.com...1.0Bernese_mountain_dog0.951337TrueGreater_swiss_mountai...0.016849TrueAppenzeller1.084920e-02TrueNaN
2268476061755961385051844233502017-03-31 00:27:14+00:00http://twitter.com/do...This is Cannon. He ju...https://twitter.com/d...12.0010.0CannonNaNhttps://pbs.twimg.com...1.0Cardigan0.413688TrueBoston_bull0.381836TrueDoormat6.586780e-02FalseNaN
2278472510392626053122014542192017-03-30 00:56:03+00:00http://twitter.com/do...This is Furzey. He's ...https://twitter.com/d...12.0010.0FurzeyNaNhttps://pbs.twimg.com...1.0Airedale0.495380TrueIrish_terrier0.316456TrueLakeland_terrier1.585330e-01TrueNaN
2288471572060888473621955457282017-03-29 18:43:12+00:00http://twitter.com/do...Meet Daisy. She's bee...https://www.petfinder...11.0010.0DaisyNaNhttps://pbs.twimg.com...2.0Staffordshire_bullter...0.219609TrueAmerican_staffordshir...0.178671TruePug1.232710e-01TrueNaN
2308468748173621207071975738402017-03-29 00:01:05+00:00http://twitter.com/do...This is Tuck. As you ...https://twitter.com/d...13.0010.0TuckNaNhttps://pbs.twimg.com...2.0Shetland_sheepdog0.450539TruePapillon0.187928TrueCollie1.400680e-01TrueNaN
23184651405164770508943866112722017-03-28 00:07:32+00:00http://twitter.com/do...This is Barney. He's ...https://twitter.com/d...13.0010.0Barneydoggohttps://pbs.twimg.com...2.0Golden_retriever0.650003TrueLeonberg0.065199TrueNorfolk_terrier5.295530e-02True1.0
2338461537659337359363107988372017-03-27 00:15:53+00:00http://twitter.com/do...This is Vixen. He rea...https://twitter.com/d...13.0010.0VixenNaNhttps://pbs.twimg.com...1.0Giant_schnauzer0.346468TrueFlat-coated_retriever0.218451TrueLabrador_retriever1.080200e-01TrueNaN
2358460429364376043531571728012017-03-26 16:55:29+00:00http://twitter.com/do...Meet Jarvis. The snow...https://twitter.com/d...12.0010.0JarvisNaNhttps://pbs.twimg.com...1.0Golden_retriever0.961110TrueLabrador_retriever0.016695TrueTibetan_mastiff9.081530e-03TrueNaN
2368458120427538554892876585082017-03-26 01:38:00+00:00http://twitter.com/do...We usually don't rate...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Samoyed0.979803TrueChow0.015923TrueWhite_wolf1.302790e-03FalseNaN
2378456779439721390092482447022017-03-25 16:45:08+00:00http://twitter.com/do...C'mon guys. Please on...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chow0.808681TrueGroenendael0.123141TrueNewfoundland2.214320e-02TrueNaN
238845397057150107648751517642017-03-24 22:08:59+00:00http://twitter.com/do...Say hello to Mimosa. ...https://www.gofundme....13.0010.0Mimosadoggohttps://pbs.twimg.com...1.0Dandie_dinmont0.394404TrueMaltese_dog0.186537TrueWest_highland_white_t...1.819850e-01True1.0
2398453068829401907202299152782017-03-24 16:10:40+00:00http://twitter.com/do...This is Pickles. She'...https://twitter.com/d...12.0010.0Picklespupperhttps://pbs.twimg.com...1.0Irish_water_spaniel0.567475TrueLabrador_retriever0.169496TrueCurly-coated_retriever1.015180e-01True1.0
2428449738139096064001485631222017-03-23 18:07:10+00:00http://twitter.com/do...This is Brady. He's a...https://twitter.com/d...12.0010.0BradyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.742421TrueGolden_retriever0.195218TrueChihuahua1.732010e-02TrueNaN
2448442237884222177281348621592017-03-21 16:26:50+00:00http://twitter.com/do...This is Margo. She ju...https://twitter.com/d...12.0010.0MargoNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.719510TrueChesapeake_bay_retriever0.122019TrueNewfoundland3.882760e-02TrueNaN
2468438568438730956812117345432017-03-20 16:08:44+00:00http://twitter.com/do...Say hello to Sadie an...https://twitter.com/d...12.0010.0SadieNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.922540TrueGolden_retriever0.074358TrueGreat_pyrenees2.324950e-03TrueNaN
2478436043941176811521668026932017-03-19 23:25:35+00:00http://twitter.com/do...This is Hank. He's be...https://twitter.com/d...11.0010.0HankNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.430583TrueGolden_retriever0.263581TrueGreat_pyrenees1.793850e-01TrueNaN
2488432355430015139872125759152017-03-18 22:59:54+00:00http://twitter.com/do...This is Tycho. She ju...https://twitter.com/d...13.0010.0TychoNaNhttps://pbs.twimg.com...1.0Pembroke0.958452TrueCardigan0.023770TrueChihuahua5.269360e-03TrueNaN
2498428462954800005121510135782017-03-17 21:13:10+00:00http://twitter.com/do...This is Charlie. He's...https://twitter.com/d...13.0010.0CharlieNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.461076TrueGolden_retriever0.154946TrueChihuahua1.102490e-01TrueNaN
2518425355904574996481790034512017-03-17 00:38:32+00:00http://twitter.com/do...This is Winnie. She l...https://twitter.com/d...13.0010.0WinnieNaNhttps://pbs.twimg.com...1.0Pembroke0.685084TrueCardigan0.314608TrueBasenji1.598240e-04TrueNaN
2528421635325903749122414556892017-03-16 00:00:07+00:00http://twitter.com/do...Meet George. He looks...https://twitter.com/d...12.0010.0GeorgeNaNhttps://pbs.twimg.com...2.0French_bulldog0.891227TrueSoccer_ball0.022811FalseBull_mastiff1.285200e-02TrueNaN
2538421152153113968661382429872017-03-15 20:48:07+00:00http://twitter.com/do...This is Bentley. It's...https://twitter.com/d...12.0010.0BentleyNaNhttps://pbs.twimg.com...1.0Chow0.293493TrueNewfoundland0.181336TrueSchipperke1.251520e-01TrueNaN
2558416805850305413132546776942017-03-14 16:01:03+00:00http://twitter.com/do...This is Penny. She's ...https://twitter.com/d...12.0010.0PennyNaNhttps://pbs.twimg.com...1.0Chihuahua0.547401TrueBow_tie0.198361FalsePembroke5.849250e-02TrueNaN
2588413146651960811541568645792017-03-13 15:47:01+00:00http://twitter.comThis is Max. There's ...https://twitter.com/d...13.0010.0MaxNaNhttps://pbs.twimg.com...1.0Afghan_hound0.903712TrueSaluki0.035215TrueBloodhound2.656550e-02TrueNaN
2598410770064732569602262852342017-03-13 00:02:39+00:00http://twitter.com/do...This is Dawn. She's j...https://twitter.com/d...12.0010.0DawnNaNhttps://pbs.twimg.com...1.0Brittany_spaniel0.962985TrueBlenheim_spaniel0.014820TrueClumber9.557110e-03TrueNaN
264840632337062862849891017432017-03-11 18:35:42+00:00http://twitter.com/do...Say hello to Maddie a...https://www.gofundme....12.0010.0MaddieNaNhttps://pbs.twimg.com...1.0Golden_retriever0.711148TrueCocker_spaniel0.157929TrueLabrador_retriever5.958190e-02TrueNaN
2668402680049360199681908656472017-03-10 18:27:58+00:00http://twitter.com/do...This is Monty. He mak...https://twitter.com/d...12.0010.0MontyNaNhttps://pbs.twimg.com...3.0Chesapeake_bay_retriever0.863987TrueLabrador_retriever0.052632TrueKelpie3.257360e-02TrueNaN
2678399902712994570241330822462017-03-10 00:04:21+00:00http://twitter.com/do...Meet Sojourner. His n...https://twitter.com/d...13.0010.0SojournerNaNhttps://pbs.twimg.com...2.0Staffordshire_bullter...0.604938TrueAmerican_staffordshir...0.311540TrueBoston_bull3.715910e-02TrueNaN
2708392398718311505962689364452017-03-07 22:22:32+00:00http://twitter.com/do...This is Odie. He's bi...https://twitter.com/d...13.0010.0OdieNaNhttps://pbs.twimg.com...3.0Leonberg0.927021TrueNewfoundland0.050009TrueSaint_bernard1.072780e-02TrueNaN
2728389215900961669131105220342017-03-07 01:17:48+00:00http://twitter.com/do...This is Arlo. He's of...https://twitter.com/d...13.0010.0ArloNaNhttps://pbs.twimg.com...1.0Border_terrier0.664538TrueBrabancon_griffon0.170451TrueYorkshire_terrier8.782360e-02TrueNaN
2758385614930545336371086913212017-03-06 01:26:54+00:00http://twitter.com/do...This is Walter. His o...https://twitter.com/d...13.0010.0WalterNaNhttps://pbs.twimg.com...1.0Kelpie0.216562TrueDoormat0.139994FalseDalmatian1.328200e-01TrueNaN
2768384763873380515852233447162017-03-05 19:48:43+00:00http://twitter.com/do...This is Stanley. Some...https://twitter.com/d...13.0010.0StanleyNaNhttps://pbs.twimg.com...3.0Great_pyrenees0.997692TrueKuvasz0.001001TrueNewfoundland4.045560e-04TrueNaN
2808380839034873733131749130982017-03-04 17:49:08+00:00http://twitter.com/do...This is Daisy. She's ...https://twitter.com/d...13.0010.0DaisyNaNhttps://pbs.twimg.com...2.0Chow0.800975TrueSeat_belt0.164133FalsePomeranian1.798100e-02TrueNaN
2818378201676945285123385477762017-03-04 00:21:08+00:00http://twitter.com/do...Here's a pupper befor...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.887625TrueLabrador_retriever0.068718TrueKuvasz3.038680e-02True1.0
2838374712564296130561269822542017-03-03 01:14:41+00:00http://twitter.com/do...This is Vincent. He's...https://twitter.com/d...12.0010.0VincentNaNhttps://pbs.twimg.com...1.0Norwegian_elkhound0.976255TrueKeeshond0.013990TrueSeat_belt2.110540e-03FalseNaN
2848371102104644485121595523422017-03-02 01:20:01+00:00http://twitter.com/do...This is Clark. He pas...https://twitter.com/d...13.0010.0Clarkpupperhttps://pbs.twimg.com...1.0Siberian_husky0.767696TrueEskimo_dog0.217079TrueMalamute1.165680e-02True1.0
2918362600887257866252120542672017-02-27 17:01:56+00:00http://twitter.com/do...This is Lucy. She spe...https://twitter.com/d...13.0010.0LucyNaNhttps://pbs.twimg.com...1.0Borzoi0.564688TrueIce_bear0.078267FalsePembroke5.791620e-02TrueNaN
2928360010778792550401899942192017-02-26 23:52:43+00:00http://twitter.com/do...Atlas is back and thi...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...4.0Samoyed0.963558TrueWhite_wolf0.019848FalseMalamute5.904340e-03TrueNaN
2948355745472188948491771135912017-02-25 19:37:50+00:00http://twitter.com/do...This is Eli. He works...https://twitter.com/d...11.0010.0EliNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.610655TrueMuzzle0.132138FalseAmerican_staffordshir...1.095440e-01TrueNaN
2978352979302402170891639329872017-02-25 01:18:40+00:00http://twitter.com/do...Meet Ash. He's a Bene...https://twitter.com/d...12.0010.0AshNaNhttps://pbs.twimg.com...1.0Rottweiler0.341276TrueBorder_terrier0.336220TrueGordon_setter4.544830e-02TrueNaN
3008351727831517921282604857252017-02-24 17:01:22+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...2.0Border_collie0.663138TrueCollie0.152494TrueCardigan3.547060e-02TrueNaN
3038347862376303370242128554532017-02-23 15:25:23+00:00http://twitter.com/do...This is Tobi. She is ...https://twitter.com/d...13.0010.0TobiNaNhttps://pbs.twimg.com...1.0Border_terrier0.156276TrueNorwegian_elkhound0.125912TrueBoston_bull9.662390e-02TrueNaN
306834458053273591808957016712017-02-22 17:41:18+00:00http://twitter.com/do...Meet Chester (bottom)...https://twitter.com/d...12.0010.0ChesterNaNhttps://pbs.twimg.com...1.0Rhodesian_ridgeback0.468619TrueWhippet0.177531TrueRedbone1.065520e-01TrueNaN
3078342097209237217282050147192017-02-22 01:14:30+00:00http://twitter.com/do...This is Wilson. He's ...https://twitter.com/d...12.0010.0WilsonNaNhttps://pbs.twimg.com...1.0Golden_retriever0.754799TruePekinese0.197861TrueLabrador_retriever8.654040e-03TrueNaN
3118338630860586516481338523972017-02-21 02:17:06+00:00http://twitter.com/do...This is Bentley. Hair...https://twitter.com/d...12.0010.0BentleyNaNhttps://pbs.twimg.com...1.0Kuvasz0.494969TrueGreat_pyrenees0.312632TrueGolden_retriever1.417360e-01TrueNaN
3128338261034165207051801537512017-02-20 23:50:09+00:00http://twitter.com/do...Meet Charlie. She ask...https://twitter.com/d...13.0010.0CharlieNaNhttps://pbs.twimg.com...1.0Chihuahua0.438054TrueKelpie0.149706TruePembroke9.648050e-02TrueNaN
3148337229017570467852075532042017-02-20 17:00:04+00:00http://twitter.com/do...This is Bronte. She's...https://twitter.com/d...13.0010.0BronteNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.918144TrueMaltese_dog0.025721TrueLakeland_terrier2.021110e-02TrueNaN
3158334796449470259201480720422017-02-20 00:53:27+00:00http://twitter.com/do...This is Poppy. She ju...https://twitter.com/d...13.0010.0PoppyNaNhttps://pbs.twimg.com...3.0Golden_retriever0.727039TrueCocker_spaniel0.071140TrueTibetan_mastiff4.869420e-02TrueNaN
3168331246945974435842013748122017-02-19 01:23:00+00:00http://twitter.com/do...This is Gidget. She's...https://twitter.com/d...12.0010.0Gidgetpupperhttps://pbs.twimg.com...3.0Cardigan0.710523TrueKelpie0.106102TrueShopping_cart5.547550e-02False1.0
3178329981511119667211322621932017-02-18 17:00:10+00:00http://twitter.com/do...This is Rhino. He arr...https://twitter.com/d...13.0010.0Rhinodoggohttps://pbs.twimg.com...1.0Boxer0.539036TrueFrench_bulldog0.317617TrueBull_mastiff9.392850e-02True1.0
3198327573123140280321682136052017-02-18 01:03:09+00:00http://twitter.com/do...This is Willow. She's...https://twitter.com/d...13.0010.0WillowNaNhttps://pbs.twimg.com...2.0Cardigan0.160888TrueStaffordshire_bullter...0.159441TrueBoston_bull1.543680e-01TrueNaN
3228326360946382888961581127712017-02-17 17:01:29+00:00http://twitter.com/do...This is Orion. He jus...https://twitter.com/d...12.0010.0OrionNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.525032TrueSiberian_husky0.252238TrueMalamute2.168390e-01TrueNaN
3238323975433550725121193922102017-02-17 01:13:34+00:00http://twitter.com/do...This is Eevee. She wa...https://twitter.com/d...12.0010.0EeveeNaNhttps://pbs.twimg.com...1.0Pekinese0.988916TrueBrabancon_griffon0.001677TrueSiamese_cat1.125890e-03FalseNaN
3248323698773316935691716131712017-02-16 23:23:38+00:00http://twitter.com/do...This is Charlie. He f...https://twitter.com/d...11.0010.0CharlieNaNhttps://pbs.twimg.com...1.0Kelpie0.504690TrueGerman_short-haired_p...0.105208TrueStaffordshire_bullter...5.433850e-02TrueNaN
3258322734402792407041133323312017-02-16 17:00:25+00:00http://twitter.com/do...Say hello to Smiley. ...https://twitter.com/d...14.0010.0Smileydoggohttps://pbs.twimg.com...1.0Pembroke0.134081TrueIce_bear0.051928FalsePug4.431090e-02True1.0
3308320328028204810251783346392017-02-16 01:04:13+00:00http://twitter.com/do...This is Miguel. He wa...https://www.petfinder...12.0010.0Migueldoggohttps://pbs.twimg.com...1.0Whippet0.601712TrueIbizan_hound0.152662TrueItalian_greyhound1.350550e-01True1.0
3318319397773521059882393561092017-02-15 18:54:34+00:00http://twitter.com/do...This is Emanuel. He's...https://twitter.com/d...12.0010.0Emanueldoggohttps://pbs.twimg.com...1.0Pomeranian0.153862TrueMarmot0.091234FalseGrey_fox9.064410e-02False1.0
3338319116006804971542756164742017-02-15 17:02:36+00:00http://twitter.com/do...Meet Kuyu. He was tra...https://twitter.com/d...14.0010.0KuyuNaNhttps://pbs.twimg.com...4.0Bloodhound0.777562TrueGreat_dane0.047418TrueLeonberg1.794310e-02TrueNaN
3348316704492265144321041818092017-02-15 01:04:21+00:00http://twitter.com/do...This is Daisy. She ha...https://twitter.com/d...13.0010.0DaisyNaNhttps://pbs.twimg.com...1.0Pembroke0.624802TrueCardigan0.362861TrueAppenzeller3.926210e-03TrueNaN
335831650051525054464711919212017-02-14 23:43:18+00:00http://twitter.com/do...I usually only share ...http://www.gofundme.c...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.530416TrueSiberian_husky0.180335TrueNorwegian_elkhound1.043140e-01TrueNaN
336831552930092285952896523082017-02-14 17:17:22+00:00http://twitter.com/do...This is Dutch. He dre...https://twitter.com/d...13.0010.0DutchNaNhttps://pbs.twimg.com...1.0Chihuahua0.257415TruePembroke0.161442TrueFrench_bulldog9.214290e-02TrueNaN
337831322785565769729926915442017-02-14 02:02:51+00:00http://twitter.com/do...This is Pete. He has ...https://twitter.com/d...12.0010.0Petedoggohttps://pbs.twimg.com...1.0Old_english_sheepdog0.999715TrueTibetan_terrier0.000046TrueGuinea_pig4.118430e-05False1.0
338831315979191906304653411232017-02-14 01:35:49+00:00http://twitter.comI couldn't make it to...https://twitter.com/d...13.0010.0NaNpupperhttps://pbs.twimg.com...4.0Briard0.982755TrueSoft-coated_wheaten_t...0.009084TrueBouvier_des_flandres4.692800e-03True1.0
3398313094180840693781175024612017-02-14 01:09:44+00:00http://twitter.com/do...This is Scooter and h...https://twitter.com/d...12.0010.0ScooterNaNhttps://pbs.twimg.com...1.0Doberman0.369389TrueKelpie0.132449TrueLabrador_retriever7.472730e-02TrueNaN
3408312626273807482891189620382017-02-13 22:03:49+00:00http://twitter.com/do...This is Tucker. He's ...https://twitter.com/d...12.0010.0TuckerNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.263323TrueBrittany_spaniel0.200550TrueDoormat1.934140e-01FalseNaN
341830956169170665475796214952017-02-13 01:46:03+00:00http://twitter.com/do...Say hello to Reggie. ...https://twitter.com/d...12.0010.0ReggieNaNhttps://pbs.twimg.com...1.0Kuvasz0.451516TrueGolden_retriever0.317196TrueEnglish_setter1.327590e-01TrueNaN
34283058332058506854466743167152017-02-12 01:04:29+00:00http://twitter.com/do...This is Lilly. She ju...https://twitter.com/d...13.0010.0LillyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.908703TrueSeat_belt0.057091FalsePug1.193350e-02TrueNaN
344830097400375152640978029282017-02-10 16:53:37+00:00http://twitter.com/do...Meet Samson. He's abs...https://www.gofundme....13.0010.0SamsonNaNhttps://pbs.twimg.com...4.0Toy_poodle0.442713TruePomeranian0.142073TruePekinese1.257450e-01TrueNaN
3468298613961668771841222419362017-02-10 01:15:49+00:00http://twitter.com/do...This is Mia. She alre...https://twitter.com/d...12.0010.0MiaNaNhttps://pbs.twimg.com...1.0Border_terrier0.394486TrueStaffordshire_bullter...0.376574TrueAmerican_staffordshir...3.129160e-02TrueNaN
34782950199519098470431711105672017-02-09 01:27:41+00:00http://twitter.com/do...This is Leo. He was a...https://twitter.com/d...12.0010.0LeoNaNhttps://pbs.twimg.com...1.0French_bulldog0.950851TruePekinese0.015200TruePug1.109360e-02TrueNaN
3488294499468688793601046720142017-02-08 22:00:52+00:00http://twitter.com/do...Here's a stressed dog...https://twitter.com/d...11.0010.0NaNdoggohttps://pbs.twimg.com...1.0Labrador_retriever0.315163TrueGolden_retriever0.153210TruePekinese1.327910e-01True1.0
3498291415284005560322437373262017-02-08 01:35:19+00:00http://twitter.com/do...This is Malcolm. He g...https://twitter.com/d...12.0010.0MalcolmNaNhttps://pbs.twimg.com...2.0Golden_retriever0.573140TrueCocker_spaniel0.111159TrueGibbon9.412690e-02FalseNaN
35082901196098123776053150162842017-02-07 17:00:28+00:00http://twitter.com/do...This is Dexter. He wa...https://twitter.com/d...13.0010.0DexterNaNhttps://pbs.twimg.com...2.0Boxer0.312221TrueDalmatian0.244040TrueConch1.302730e-01FalseNaN
354828650029636317184950013452017-02-06 17:02:17+00:00http://twitter.com/do...Occasionally, we're s...https://twitter.com/d...14.0010.0oneNaNhttps://pbs.twimg.com...1.0Golden_retriever0.649209TrueChesapeake_bay_retriever0.198560TrueVizsla5.619990e-02TrueNaN
356828408677031882754768212902017-02-06 01:03:14+00:00http://twitter.com/do...This is Bear. He went...https://twitter.com/d...12.0010.0BearNaNhttps://pbs.twimg.com...1.0Weimaraner0.133033TrueChesapeake_bay_retriever0.092227TrueAmerican_staffordshir...6.509450e-02TrueNaN
3578283816369999175701258522122017-02-05 23:15:47+00:00http://twitter.com/do...Meet Doobert. He's a ...https://twitter.com/d...14.0010.0Doobertdoggohttps://pbs.twimg.com...1.0Bedlington_terrier0.392535TrueLabrador_retriever0.089022TrueClumber8.179980e-02True1.0
358828376505180889089737810702017-02-05 22:55:23+00:00http://twitter.com/do...This is Beebop. Her n...https://twitter.com/d...13.0010.0BeebopNaNhttps://pbs.twimg.com...1.0American_staffordshir...0.523086TrueStaffordshire_bullter...0.186168TrueChihuahua4.208940e-02TrueNaN
3598283726459933982731257629352017-02-05 22:40:03+00:00http://twitter.com/do...This is Alexander Ham...https://twitter.com/d...12.0010.0AlexanderNaNhttps://pbs.twimg.com...1.0Malamute0.663047TrueEskimo_dog0.207779TrueTibetan_mastiff4.094880e-02TrueNaN
3628280116800178216961035721482017-02-04 22:45:42+00:00http://twitter.com/do...Say hello to Brutus a...https://twitter.com/d...11.0010.0BrutusNaNhttps://pbs.twimg.com...1.0American_staffordshir...0.936662TrueStaffordshire_bullter...0.032999TrueBull_mastiff1.718340e-02TrueNaN
3638279334041424363562010952462017-02-04 17:34:40+00:00http://twitter.com/do...This is Kona. Yesterd...https://twitter.com/d...12.0010.0Konapupperhttps://pbs.twimg.com...2.0German_shepherd0.806115TrueTibetan_mastiff0.104831TrueKelpie3.814820e-02True1.0
3648276539053120061451551730202017-02-03 23:04:02+00:00http://twitter.com/do...This is Boots. She do...https://twitter.com/d...12.0010.0BootsNaNhttps://pbs.twimg.com...1.0Collie0.285555TrueBorder_collie0.217306TrueSaint_bernard1.432450e-01TrueNaN
36582760052031140249674559442017-02-03 19:31:54+00:00http://twitter.com/do...Meet Tucker. It's his...https://twitter.com/d...13.0010.0TuckerNaNhttps://pbs.twimg.com...1.0Pembroke0.325638TrueGolden_retriever0.317235TrueLabrador_retriever1.160870e-01TrueNaN
3668273249488846438401585430462017-02-03 01:16:53+00:00http://twitter.com/do...This is Ralphie. He's...https://twitter.com/d...12.0010.0RalphieNaNhttps://pbs.twimg.com...1.0Golden_retriever0.352486TrueToy_poodle0.178884TrueLabrador_retriever8.416440e-02TrueNaN
3678271999767993548811058222202017-02-02 17:00:17+00:00http://twitter.com/do...This is Charlie. He w...https://twitter.com/d...13.0010.0CharlieNaNhttps://pbs.twimg.com...4.0Great_dane0.869681TrueAmerican_staffordshir...0.026658TrueBoxer1.986610e-02TrueNaN
3688269586533285928982159150002017-02-02 01:01:21+00:00http://twitter.com/do...This is Loki. He smil...https://twitter.com/d...12.0010.0Lokidoggohttps://pbs.twimg.com...1.0Golden_retriever0.617389TrueLabrador_retriever0.337053TrueTennis_ball8.554420e-03False1.0
36982684882104918016036389101632017-02-01 17:44:55+00:00http://twitter.com/do...This is Cupid. He was...https://twitter.com/d...13.0010.0Cupiddoggohttps://pbs.twimg.com...4.0Great_pyrenees0.858764TrueGolden_retriever0.023526TruePekinese1.710390e-02True1.0
3728265983652700078101007023402017-02-01 01:09:42+00:00http://twitter.com/do...This is Pawnd... Jame...https://twitter.com/d...13.0010.0PawndNaNhttps://pbs.twimg.com...1.0French_bulldog0.628119TrueSiamese_cat0.117397FalseCougar8.276490e-02FalseNaN
3738264767735337451531843641952017-01-31 17:06:32+00:00http://twitter.com/do...This is Pilot. He has...https://twitter.com/d...12.0010.0Pilotdoggohttps://pbs.twimg.com...1.0German_shepherd0.741860TrueTibetan_mastiff0.122812TrueKelpie1.004600e-01True1.0
3748262404940700303361332526122017-01-31 01:27:39+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0French_bulldog0.903048TruePug0.096242TrueBoston_bull2.343640e-04TrueNaN
37582620478864375398548959252017-01-30 23:05:46+00:00http://twitter.com/do...Here's a little more ...http://us.blastingnew...13.0010.0NaNdoggohttps://pbs.twimg.com...2.0Labrador_retriever0.782058TrueGolden_retriever0.156581TrueSoft-coated_wheaten_t...7.275120e-03True1.0
3788258296445281484801276924932017-01-29 22:15:05+00:00http://twitter.com/do...This is Toby. He just...https://twitter.com/d...12.0010.0TobyNaNhttps://pbs.twimg.com...2.0Great_pyrenees0.853407TrueGolden_retriever0.053531TrueEnglish_setter4.582990e-02TrueNaN
37982553507688476262457007175922017-01-29 02:44:34+00:00http://twitter.com/do...Here's a very loving ...https://twitter.com/d...14.0010.0NaNpuppohttps://pbs.twimg.com...1.0Rottweiler0.681495TrueTibetan_mastiff0.147940TrueBlack-and-tan_coonhound2.452520e-02True1.0
3808251475916922634241833445552017-01-28 01:04:51+00:00http://twitter.com/do...This is Sweet Pea. Sh...https://twitter.com/d...13.0010.0SweetNaNhttps://pbs.twimg.com...1.0Pekinese0.354823TruePomeranian0.245390TrueToy_poodle1.365450e-01TrueNaN
382825026590719483904631812572017-01-27 17:04:02+00:00http://twitter.com/do...Say hello to Pablo. H...https://www.gofundme....12.0010.0Pablopuppohttps://pbs.twimg.com...2.0Eskimo_dog0.524454TrueSiberian_husky0.467678TrueMalamute4.975840e-03True1.0
3848247751266758369281494235212017-01-27 00:24:48+00:00http://twitter.com/do...This is Scooter. His ...https://twitter.com/d...12.0010.0ScooterNaNhttps://pbs.twimg.com...1.0Border_terrier0.610499TrueMalinois0.090291TrueAiredale6.862470e-02TrueNaN
3858246639263401943051055817802017-01-26 17:02:56+00:00http://twitter.com/do...This is Wilson. Named...https://twitter.com/d...13.0010.0WilsonNaNhttps://pbs.twimg.com...1.0English_setter0.526488TrueGolden_retriever0.402815TrueIrish_setter3.441780e-02TrueNaN
38682432561328883302411876105572017-01-25 18:38:36+00:00http://twitter.com/do...Retweet the h*ck out ...https://twitter.com/d...13.0010.0NaNpupperhttps://pbs.twimg.com...1.0Pembroke0.990793TrueCardigan0.008919TrueBasenji2.622640e-04True1.0
3898239396285164748801066127162017-01-24 17:04:50+00:00http://twitter.com/do...This is Cash. He's of...https://twitter.com/d...12.0010.0CashNaNhttps://pbs.twimg.com...1.0Schipperke0.234076TrueCurly-coated_retriever0.193093TrueLabrador_retriever9.519660e-02TrueNaN
3918236990029988700161403025332017-01-24 01:08:40+00:00http://twitter.com/do...This is Winston. The ...https://twitter.com/d...12.0010.0WinstonNaNhttps://pbs.twimg.com...1.0Cairn0.203999TrueSnorkel0.171893FalseNorfolk_terrier1.075430e-01TrueNaN
397822872901745569793132079433852017-01-21 18:26:02+00:00http://twitter.com/do...Here's a super suppor...https://twitter.com/d...13.0010.0NaNpuppohttps://pbs.twimg.com...1.0Lakeland_terrier0.196015TrueLabrador_retriever0.160329TrueIrish_terrier6.912620e-02True1.0
3988228591341606215691331522852017-01-21 17:31:20+00:00http://twitter.com/do...This is Hobbes. He wa...https://twitter.com/d...12.0010.0HobbesNaNhttps://pbs.twimg.com...1.0Malinois0.332897TrueChihuahua0.104116TrueStaffordshire_bullter...4.774500e-02TrueNaN
4008226103619459112961488329662017-01-21 01:02:48+00:00http://twitter.com/do...Please stop sending i...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.664487TrueNorfolk_terrier0.075089TrueNorwich_terrier5.964390e-02TrueNaN
4018224890570873897001823864272017-01-20 17:00:46+00:00http://twitter.com/do...This is Paisley. She ...https://twitter.com/d...13.0010.0PaisleyNaNhttps://pbs.twimg.com...1.0Samoyed0.416769TrueMalamute0.252706TrueKuvasz1.570280e-01TrueNaN
40282246294436564582528141143572017-01-20 15:17:01+00:00http://twitter.com/do...This is Gabe. He was ...https://twitter.com/d...14.0010.0Gabepupperhttps://pbs.twimg.com...3.0Pomeranian0.960199TrueSamoyed0.023056TrueMaltese_dog8.944880e-03True1.0
4038222448165201551363508899172017-01-20 00:50:15+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Samoyed0.585441TruePomeranian0.193654TrueArctic_fox7.164760e-02FalseNaN
4058218860764070297601136923172017-01-19 01:04:45+00:00http://twitter.com/do...This is Jimison. He w...https://twitter.com/d...13.0010.0JimisonNaNhttps://pbs.twimg.com...1.0Golden_retriever0.266238TrueCocker_spaniel0.223325TrueIrish_setter1.516310e-01TrueNaN
407821765923262631936845016662017-01-18 17:07:18+00:00http://twitter.com/do...This is Duchess. She ...https://twitter.com/d...13.0010.0Duchessdoggohttps://pbs.twimg.com...1.0Golden_retriever0.980071TrueLabrador_retriever0.008758TrueSaluki1.805950e-03True1.0
408821522889702862852806717672017-01-18 01:01:34+00:00http://twitter.com/do...This is Harlso. He ha...https://twitter.com/d...13.0010.0HarlsoNaNhttps://pbs.twimg.com...1.0Doberman0.763539TrueBlack-and-tan_coonhound0.136602TrueMiniature_pinscher8.765390e-02TrueNaN
4108214071823527772181182043512017-01-17 17:21:47+00:00http://twitter.com/do...This is Sundance. He'...https://twitter.com/d...14.0010.0Sundancedoggohttps://pbs.twimg.com...1.0Irish_setter0.505496TrueVizsla0.168747TrueChesapeake_bay_retriever1.113110e-01True1.0
412821149554670182400868219902017-01-17 00:18:04+00:00http://twitter.com/do...This is Luca. He got ...https://twitter.com/d...12.0010.0LucaNaNhttps://pbs.twimg.com...1.0German_shepherd0.515933TrueMalinois0.203651TrueIrish_setter9.105510e-02TrueNaN
413821107785811234820965021452017-01-16 21:32:06+00:00http://twitter.com/do...Here's a doggo who lo...https://twitter.com/d...11.0010.0NaNdoggohttps://pbs.twimg.com...1.0Pomeranian0.856590TruePapillon0.038537TrueYorkshire_terrier3.314580e-02True1.0
4148210445318817218561273522972017-01-16 17:20:45+00:00http://twitter.com/do...This is Flash. He wen...https://twitter.com/d...12.0010.0FlashNaNhttps://pbs.twimg.com...1.0Old_english_sheepdog0.148020TrueAiredale0.133534TrueTibetan_mastiff1.209030e-01TrueNaN
4168207497168456867863170999352017-01-15 21:49:15+00:00http://twitter.com/do...Meet Sunny. He can ta...https://twitter.com/d...13.0010.0SunnyNaNhttps://pbs.twimg.com...2.0Golden_retriever0.838012TruePekinese0.056733TrueLabrador_retriever2.394360e-02TrueNaN
42082031463377706188833675672017-01-14 17:00:24+00:00http://twitter.com/do...We are proud to suppo...https://www.loveyourm...14.0010.0NaNNaNhttps://pbs.twimg.com...2.0Gordon_setter0.940724TrueBlack-and-tan_coonhound0.042041TrueRottweiler9.417430e-03TrueNaN
423819952236453363712535911812017-01-13 17:00:21+00:00http://twitter.com/do...This is Oliver. He ha...https://www.gofundme....13.0010.0Oliverpuppohttps://pbs.twimg.com...1.0American_staffordshir...0.925505TrueStaffordshire_bullter...0.036221TrueItalian_greyhound2.041190e-02True1.0
426819588359383371776969820022017-01-12 16:54:26+00:00http://twitter.com/do...This is Jazzy. She ju...https://twitter.com/d...13.0010.0JazzyNaNhttps://pbs.twimg.com...1.0Cardigan0.547935TrueBasenji0.116442TrueShetland_sheepdog1.016810e-01TrueNaN
427819347104292290561726312142017-01-12 00:55:47+00:00http://twitter.com/do...Say hello to Anna and...https://twitter.com/d...12.0010.0AnnaNaNhttps://pbs.twimg.com...3.0Rottweiler0.909106TrueBlack-and-tan_coonhound0.044120TrueDoberman3.183490e-02TrueNaN
4298192276884602388482320167662017-01-11 17:01:16+00:00http://twitter.com/do...This is Finn. He's wo...https://twitter.com/d...12.0010.0FinnNaNhttps://pbs.twimg.com...1.0Border_terrier0.482452TrueGerman_shepherd0.181082TrueNorwegian_elkhound6.525660e-02TrueNaN
43381900480310798336087481371032017-01-11 02:15:36+00:00http://twitter.com/do...This is Bo. He was a ...https://twitter.com/d...14.0010.0Bodoggohttps://pbs.twimg.com...1.0Standard_poodle0.351308TrueToy_poodle0.271929TrueTibetan_terrier9.475920e-02True1.0
4358186272104583331842255675882017-01-10 01:15:10+00:00http://twitter.com/do...Meet Wafer. He repres...https://twitter.com/d...13.0010.0WaferNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.384188TrueBeagle0.255917TrueGrocery_store7.979950e-02FalseNaN
436818614493328580609991325822017-01-10 00:24:38+00:00http://twitter.com/do...This is Bear. He's a ...https://twitter.com/d...12.0010.0BearNaNhttps://pbs.twimg.com...4.0Chihuahua0.450722TrueBorder_terrier0.204177TrueBeagle9.277400e-02TrueNaN
4408182594731858288641110022852017-01-09 00:53:55+00:00http://twitter.com/do...This is Florence. He ...https://twitter.com/d...12.0010.0FlorenceNaNhttps://pbs.twimg.com...1.0Miniature_schnauzer0.367368TrueToy_poodle0.112479TrueStandard_schnauzer9.543400e-02TrueNaN
4418181453704758108201235625902017-01-08 17:20:31+00:00http://twitter.com/do...This is Autumn. Her f...https://twitter.com/d...11.0010.0AutumnNaNhttps://pbs.twimg.com...1.0Golden_retriever0.621931TrueLabrador_retriever0.364997TrueRedbone3.971480e-03TrueNaN
44381782783948773785852018272622017-01-07 20:18:46+00:00http://twitter.com/do...This is Buddy. He ran...https://twitter.com/d...13.0010.0BuddyNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.387608TrueGolden_retriever0.264844TruePekinese1.221230e-01TrueNaN
4448177776867645235211082827132017-01-07 16:59:28+00:00http://twitter.com/do...This is Dido. She's p...https://twitter.com/d...13.0010.0Didodoggo, pupperhttps://pbs.twimg.com...1.0Curly-coated_retriever0.733256TrueFlat-coated_retriever0.214145TrueIrish_water_spaniel2.976900e-02True1.0
4458175364003378012171185529852017-01-07 01:00:41+00:00http://twitter.com/do...Say hello to Eugene &...https://twitter.com/d...12.0010.0EugeneNaNhttps://pbs.twimg.com...2.0Pug0.971358TrueFrench_bulldog0.028518TrueBoston_bull8.596980e-05TrueNaN
44881741559258822246456429552017-01-06 17:00:38+00:00http://twitter.com/do...Meet Strudel. He's ra...https://www.gofundme....11.0010.0StrudelNaNhttps://pbs.twimg.com...1.0Doberman0.806163TrueBlack-and-tan_coonhound0.097386TrueMiniature_pinscher8.599280e-02TrueNaN
450817171292965273600883820382017-01-06 00:49:53+00:00http://twitter.com/do...This is Tebow. He kin...https://twitter.com/d...13.0010.0TebowNaNhttps://pbs.twimg.com...1.0Golden_retriever0.295483TrueIrish_setter0.144431TrueChesapeake_bay_retriever7.787900e-02TrueNaN
4518171209703434117121231526192017-01-05 21:29:55+00:00http://twitter.com/do...Name a more iconic qu...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Saluki0.568809TrueAfghan_hound0.229352TrueGolden_retriever1.571300e-01TrueNaN
452817056546584727552866616572017-01-05 17:13:55+00:00http://twitter.com/do...This is Chloe. She fe...https://twitter.com/d...11.0010.0ChloeNaNhttps://pbs.twimg.com...1.0Kelpie0.864415TrueFrench_bulldog0.097456TrueGerman_shepherd8.525870e-03TrueNaN
4548168166763270635521008720582017-01-05 01:20:46+00:00http://twitter.com/do...This is Timber. He mi...https://twitter.com/d...12.0010.0TimberNaNhttps://pbs.twimg.com...1.0Malamute0.668164TruePembroke0.105033TrueSiberian_husky7.787500e-02TrueNaN
455816697700272001025986822122017-01-04 17:27:59+00:00http://twitter.com/do...This is Binky. She ap...https://twitter.com/d...12.0010.0BinkyNaNhttps://pbs.twimg.com...1.0Chihuahua0.756992TruePomeranian0.052850TrueMaltese_dog4.760780e-02TrueNaN
457816336735214911488866919582017-01-03 17:33:39+00:00http://twitter.com/do...This is Dudley. He fo...https://twitter.com/d...11.0010.0DudleyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.919330TrueKuvasz0.049480TrueGolden_retriever1.193420e-02TrueNaN
458816091915477250048901821652017-01-03 01:20:49+00:00http://twitter.com/do...This is Comet. He's a...https://twitter.com/d...12.0010.0CometNaNhttps://pbs.twimg.com...3.0Pomeranian0.967345TrueSamoyed0.007397TruePapillon6.016500e-03TrueNaN
461815990720817401858498810292017-01-02 18:38:42+00:00http://twitter.com/do...Meet Jack. He's one o...https://www.gofundme....11.0010.0JackNaNhttps://pbs.twimg.com...1.0Chihuahua0.428756TrueMiniature_pinscher0.103912TrueStaffordshire_bullter...8.895870e-02TrueNaN
4628159660734094336002260585252017-01-02 17:00:46+00:00http://twitter.com/do...Here's a pupper with ...https://twitter.com/d...13.0010.0NaNpupperhttps://pbs.twimg.com...1.0Tibetan_mastiff0.506312TrueTibetan_terrier0.295690TrueOtterhound3.625070e-02True1.0
464815736392542261248992922802017-01-02 01:48:06+00:00http://twitter.com/do...This is Akumi. It's h...https://twitter.com/d...11.0010.0AkumiNaNhttps://pbs.twimg.com...3.0Border_collie0.548907TrueCardigan0.178523TrueCollie1.463510e-01TrueNaN
465815639385530101762830416682017-01-01 19:22:38+00:00http://twitter.com/do...This is Titan. His no...https://twitter.com/d...12.0010.0TitanNaNhttps://pbs.twimg.com...1.0German_shepherd0.817953TrueNorwegian_elkhound0.140007TrueMalinois2.482090e-02TrueNaN
467814986499976527872773112882016-12-31 00:08:17+00:00http://twitter.com/do...This is Cooper. Someo...https://twitter.com/d...11.0010.0Cooperpupperhttps://pbs.twimg.com...1.0Dalmatian0.999828TrueBoxer0.000068TrueAmerican_staffordshir...3.424360e-05True1.0
4688146385233116487681137727222016-12-30 01:05:33+00:00http://twitter.com/do...This is Olivia. She's...https://twitter.com/d...12.0010.0OliviaNaNhttps://pbs.twimg.com...2.0Golden_retriever0.650814TrueKuvasz0.053281TrueCocker_spaniel3.543960e-02TrueNaN
470814530161257443328872318812016-12-29 17:54:58+00:00http://twitter.com/do...This is Alf. Someone ...https://twitter.com/d...12.0010.0AlfNaNhttps://pbs.twimg.com...1.0Miniature_poodle0.626913TrueToy_poodle0.265582TrueSoft-coated_wheaten_t...4.161420e-02TrueNaN
4718141530022653091852902187642016-12-28 16:56:16+00:00http://twitter.com/do...This is Oshie. He's r...https://twitter.com/d...12.0010.0OshieNaNhttps://pbs.twimg.com...1.0Golden_retriever0.490068TrueLabrador_retriever0.291956TrueChow7.247470e-02TrueNaN
473813910438903693312938718832016-12-28 00:52:25+00:00http://twitter.com/do...This is Chubbs. He du...https://twitter.com/d...11.0010.0Chubbsdoggohttps://pbs.twimg.com...1.0Siberian_husky0.699355TrueEskimo_dog0.256433TrueNorwegian_elkhound1.318880e-02True1.0
47481381274191174860836758141212016-12-27 18:24:12+00:00http://twitter.com/do...Meet Gary, Carrie Fis...https://twitter.com/d...14.0010.0GaryNaNhttps://pbs.twimg.com...1.0French_bulldog0.709146TrueBoston_bull0.247621TrueBoxer1.885510e-02TrueNaN
475813800681631023104839417812016-12-27 17:36:16+00:00http://twitter.com/do...This is Sky. She's le...https://twitter.com/d...12.0010.0SkyNaNhttps://pbs.twimg.com...1.0Malamute0.501159TrueSiberian_husky0.228792TrueEskimo_dog2.003880e-01TrueNaN
4768132178975354060801882873672016-12-26 03:00:30+00:00http://twitter.com/do...Here is Atlas. He wen...https://twitter.com/d...13.0010.0AtlasNaNhttps://pbs.twimg.com...1.0Samoyed0.905972TruePomeranian0.048038TrueWest_highland_white_t...3.566710e-02TrueNaN
477813202720496779264933018322016-12-26 02:00:11+00:00http://twitter.com/do...Here's a doggo who ha...https://twitter.com/d...11.0010.0NaNdoggohttps://pbs.twimg.com...1.0Cocker_spaniel0.701852TrueGolden_retriever0.120345TrueLabrador_retriever3.632020e-02True1.0
4788131875933744619522006944062016-12-26 01:00:05+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.888181TrueLabrador_retriever0.042312TrueSaluki9.701730e-03TrueNaN
481813142292504645637856524072016-12-25 22:00:04+00:00http://twitter.com/do...Everybody stop what y...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...3.0Beagle0.848735TrueIbizan_hound0.044603TrueItalian_greyhound1.861080e-02TrueNaN
4838131272515795640321196331662016-12-25 21:00:18+00:00http://twitter.com/do...Here's an anonymous d...https://twitter.com/d...11.0010.0NaNdoggohttps://pbs.twimg.com...1.0Norwegian_elkhound0.432416TrueWhippet0.374223TrueSiberian_husky3.246260e-02True1.0
4858130969848233492481067436622016-12-25 19:00:02+00:00http://twitter.com/do...This is Rocky. He got...https://twitter.com/d...11.0010.0Rockydoggohttps://pbs.twimg.com...1.0Great_dane0.128056TrueBoston_bull0.117003TrueKelpie8.696430e-02True1.0
486813081950185472002999728132016-12-25 18:00:17+00:00http://twitter.com/do...This is Baron. He's o...https://twitter.com/d...11.0010.0BaronNaNhttps://pbs.twimg.com...2.0Doberman0.909951TrueKelpie0.042649TrueMiniature_pinscher2.300410e-02TrueNaN
487813066809284972545803619772016-12-25 17:00:08+00:00http://twitter.com/do...This is Tyr. He is di...https://twitter.com/d...12.0010.0TyrNaNhttps://pbs.twimg.com...1.0Toy_terrier0.776400TruePembroke0.115034TrueBasenji4.887300e-02TrueNaN
4888130517468345958402119374512016-12-25 16:00:16+00:00http://twitter.com/do...This is Bauer. He had...https://twitter.com/d...13.0010.0BauerNaNhttps://pbs.twimg.com...1.0Golden_retriever0.914804TrueLabrador_retriever0.083550TrueKuvasz4.532240e-04TrueNaN
489812781120811126785765219232016-12-24 22:04:54+00:00http://twitter.com/do...This is Swagger. He's...https://twitter.com/d...10.0010.0SwaggerNaNhttps://pbs.twimg.com...1.0Bull_mastiff0.989316TrueBoxer0.007043TrueFrench_bulldog1.739610e-03TrueNaN
490812709060537683968667814482016-12-24 17:18:34+00:00http://twitter.com/do...This is Brandi and Ha...https://twitter.com/d...12.0010.0BrandiNaNhttps://pbs.twimg.com...1.0Irish_setter0.326873TrueGolden_retriever0.182610TrueLeonberg1.569120e-01TrueNaN
4938123722795816714271379137002016-12-23 19:00:19+00:00http://twitter.com/do...This is Moe. He's a f...https://twitter.com/d...13.0010.0MoeNaNhttps://pbs.twimg.com...2.0Golden_retriever0.784873TrueCocker_spaniel0.087788TrueLabrador_retriever8.327470e-02TrueNaN
494811985624773361665734814222016-12-22 17:23:53+00:00http://twitter.com/do...Say hello to Ted. He ...https://twitter.com/d...11.0010.0TedNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.610573TrueFrench_bulldog0.159935TrueDoormat5.867210e-02FalseNaN
495811744202451197953762916192016-12-22 01:24:33+00:00http://twitter.com/do...This is Halo. She lik...https://twitter.com/d...13.0010.0HaloNaNhttps://pbs.twimg.com...1.0Pekinese0.386082TrueLabrador_retriever0.202862TrueGolden_retriever1.704870e-01TrueNaN
4978116272330434805761291131152016-12-21 17:39:46+00:00http://twitter.com/do...This is Augie. He's a...https://twitter.com/d...10.0010.0AugieNaNhttps://pbs.twimg.com...1.0Beagle0.396280TruePembroke0.049562TrueWire-haired_fox_terrier4.634920e-02TrueNaN
4988113867620943175682115164602016-12-21 01:44:13+00:00http://twitter.com/do...This is Craig. That's...https://twitter.com/d...11.0010.0Craigpupperhttps://pbs.twimg.com...1.0Pembroke0.804177TrueCardigan0.189890TrueBeagle1.964750e-03True1.0
500810896069567610880911817942016-12-19 17:14:23+00:00http://twitter.com/do...This is Hunter. He ju...https://twitter.com/d...11.0010.0HunterNaNhttps://pbs.twimg.com...1.0Flat-coated_retriever0.820804TrueLabrador_retriever0.082318TrueCurly-coated_retriever6.746050e-02TrueNaN
5018106575782713303051109326812016-12-19 01:26:42+00:00http://twitter.com/do...This is Pavlov. His f...https://twitter.com/d...11.0010.0PavlovNaNhttps://pbs.twimg.com...1.0Malamute0.753521TrueSiberian_husky0.166151TrueEskimo_dog6.981080e-02TrueNaN
50281028443059827097635653114332016-12-18 00:43:57+00:00http://twitter.com/do...This is Phil. He's a ...https://twitter.com/d...13.0010.0PhilNaNhttps://pbs.twimg.com...1.0Malamute0.620768TrueEskimo_dog0.158395TrueTibetan_mastiff2.896170e-02TrueNaN
5038102541084311552011487534202016-12-17 22:43:27+00:00http://twitter.com/do...This is Gus. He likes...https://twitter.com/d...12.0010.0GusNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.292556TrueAmerican_staffordshir...0.261233TrueBorder_terrier6.237540e-02TrueNaN
5048099207643004477441572439892016-12-17 00:38:52+00:00http://twitter.com/do...Please only send in d...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Norwich_terrier0.397163TrueToy_poodle0.274540TrueMiniature_poodle1.346670e-01TrueNaN
506809448704142938112701614832016-12-15 17:23:04+00:00http://twitter.com/do...I call this one \"A Bl...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Greater_swiss_mountai...0.375415TrueCardigan0.134317TrueEnglish_springer7.369710e-02TrueNaN
5078092200512116039692015056712016-12-15 02:14:29+00:00http://twitter.com/do...This is Kyro. He's a ...https://twitter.com/d...12.0010.0KyroNaNhttps://pbs.twimg.com...1.0Pomeranian0.819511TrueSamoyed0.141241TruePembroke1.345520e-02TrueNaN
5088090847591378124801339435722016-12-14 17:16:53+00:00http://twitter.com/do...This is Wallace. You ...https://twitter.com/d...11.0010.0WallaceNaNhttps://pbs.twimg.com...1.0Vizsla0.911412TrueBloodhound0.017134TrueLabrador_retriever1.176100e-02TrueNaN
5098088382496617881601023630782016-12-14 00:57:20+00:00http://twitter.com/do...This is Ito. He'll be...https://twitter.com/d...13.0010.0ItoNaNhttps://pbs.twimg.com...1.0Rottweiler0.369530TrueMiniature_pinscher0.194867TrueKelpie1.601040e-01TrueNaN
5118085015794479308841144726362016-12-13 02:39:32+00:00http://twitter.com/do...This is Koda. He dug ...https://twitter.com/d...12.0010.0KodaNaNhttps://pbs.twimg.com...2.0Airedale0.454239TrueCocker_spaniel0.219323TrueIrish_terrier9.319300e-02TrueNaN
514808106460588765185889922342016-12-12 00:29:28+00:00http://twitter.com/do...Here we have Burke (p...https://twitter.com/d...12.0010.0NaNdoggo, pupperhttps://pbs.twimg.com...1.0Golden_retriever0.426183TrueLabrador_retriever0.257447TrueGreat_pyrenees1.264820e-01True1.0
5158080013121640284161268035842016-12-11 17:31:39+00:00http://twitter.com/do...This is Cooper. He li...https://twitter.com/d...12.0010.0CooperNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.730959TrueStaffordshire_bullter...0.130726TrueAmerican_staffordshir...2.885260e-02TrueNaN
5168076214033359175681476436732016-12-10 16:22:02+00:00http://twitter.com/do...This is Ollie Vue. He...https://twitter.com/d...14.0010.0Olliepupperhttps://pbs.twimg.com...3.0Golden_retriever0.873233TrueCocker_spaniel0.033693TrueChow2.040840e-02True1.0
517807106840509214720119653561032016-12-09 06:17:20+00:00http://twitter.com/do...This is Stephan. He j...https://twitter.com/d...13.0010.0StephanNaNhttps://pbs.twimg.com...1.0Chihuahua0.505370TruePomeranian0.120358TrueToy_terrier7.700810e-02TrueNaN
5198070101520712294401324239172016-12-08 23:53:08+00:00http://twitter.com/do...This is Lennon. He's ...https://twitter.com/d...12.0010.0LennonNaNhttps://pbs.twimg.com...1.0Golden_retriever0.610807TrueIrish_setter0.213642TrueWelsh_springer_spaniel3.188660e-02TrueNaN
5238065422138994892801034623892016-12-07 16:53:43+00:00http://twitter.com/do...This is Waffles. He's...https://twitter.com/d...11.0010.0WafflesNaNhttps://pbs.twimg.com...1.0Vizsla0.938617TrueBrittany_spaniel0.036739TrueChesapeake_bay_retriever3.971490e-03TrueNaN
525806219024703037440651512112016-12-06 19:29:28+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...11.0010.0incrediblyNaNhttps://pbs.twimg.com...1.0Chow0.835102TruePomeranian0.040783TrueEskimo_dog2.127450e-02TrueNaN
527805932879469572096838419512016-12-06 00:32:26+00:00http://twitter.com/do...This is Major. He put...https://twitter.com/d...12.0010.0MajorNaNhttps://pbs.twimg.com...1.0Norwegian_elkhound0.657967TrueKeeshond0.319136TrueLeonberg7.946740e-03TrueNaN
528805826884734976000665218532016-12-05 17:31:15+00:00http://twitter.com/do...This is Duke. He is n...https://twitter.com/d...12.0010.0DukeNaNhttps://pbs.twimg.com...1.0Siberian_husky0.248926TrueAmerican_staffordshir...0.098313TrueEskimo_dog8.018850e-02TrueNaN
530805520635690676224582716802016-12-04 21:14:20+00:00http://twitter.com/do...This is Zeke the Wond...https://twitter.com/d...13.0010.0ZekeNaNhttps://pbs.twimg.com...1.0Malinois0.643147TrueGerman_shepherd0.186642TrueBorder_terrier1.093450e-01TrueNaN
532805207613751304193793317452016-12-04 00:30:29+00:00http://twitter.com/do...This is Shooter. He's...https://twitter.com/d...12.0010.0ShooterNaNhttps://pbs.twimg.com...1.0Pembroke0.244705TrueRhodesian_ridgeback0.180461TrueCardigan9.466370e-02TrueNaN
5338047387560582184961387538622016-12-02 17:27:25+00:00http://twitter.com/do...This is Django. He ac...https://twitter.com/d...12.0010.0DjangoNaNhttps://pbs.twimg.com...1.0Tibetan_mastiff0.915790TrueGerman_shepherd0.062480TrueLeonberg8.297490e-03TrueNaN
5378037733408969236481018627792016-11-30 01:31:12+00:00http://twitter.com/do...This is Diogi. He fel...https://twitter.com/d...12.0010.0Diogipuppohttps://pbs.twimg.com...2.0Miniature_pinscher0.817066TrueRedbone0.059707TrueIrish_terrier3.419520e-02True1.0
5398036380509161021441107941992016-11-29 16:33:36+00:00http://twitter.com/do...Pupper hath acquire e...https://twitter.com/d...13.0010.0NaNpupperhttps://pbs.twimg.com...1.0Labrador_retriever0.372776TrueGolden_retriever0.343666TrueGreat_pyrenees6.724230e-02True1.0
5428032765975456030721016224912016-11-28 16:37:19+00:00http://twitter.com/do...This is Winston. His ...https://twitter.com/d...11.0010.0WinstonNaNhttps://pbs.twimg.com...1.0Pembroke0.457086TrueChow0.307801TrueGolden_retriever4.998820e-02TrueNaN
543802952499103731712912820362016-11-27 19:09:28+00:00http://twitter.com/do...This is Marley. She's...https://twitter.com/d...12.0010.0MarleyNaNhttps://pbs.twimg.com...1.0Chow0.944032TrueGolden_retriever0.017240TruePomeranian1.208480e-02TrueNaN
546802572683846291456904625472016-11-26 18:00:13+00:00http://twitter.com/do...This is Winnie. She's...https://twitter.com/d...12.0010.0WinnieNaNhttps://pbs.twimg.com...1.0Golden_retriever0.610171TrueLabrador_retriever0.173252TrueCocker_spaniel1.632570e-01TrueNaN
549802239329049477120919826612016-11-25 19:55:35+00:00http://twitter.com/do...This is Loki. He'll d...https://twitter.com/d...12.0010.0Lokipuppohttps://pbs.twimg.com...2.0Eskimo_dog0.482498TrueSiberian_husky0.335774TrueMalamute1.345890e-01True1.0
551801958328846974976785817412016-11-25 01:18:59+00:00http://twitter.com/do...This is Ronnie. He ho...https://twitter.com/d...12.0010.0RonnieNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.327887TrueAmerican_staffordshir...0.271916TrueLabrador_retriever2.476190e-01TrueNaN
553801538201127157760833021032016-11-23 21:29:33+00:00http://twitter.com/do...This is Wallace. He'l...https://twitter.com/d...12.0010.0WallaceNaNhttps://pbs.twimg.com...1.0Pembroke0.550506TrueCardigan0.306612TrueShetland_sheepdog5.423000e-02TrueNaN
5558011679034373570562477460142016-11-22 20:58:07+00:00http://twitter.com/do...This is Milo. I would...https://twitter.com/d...13.0010.0MiloNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.740220TrueDandie_dinmont0.061604TrueEnglish_setter4.133140e-02TrueNaN
557801115127852503040818021282016-11-22 17:28:25+00:00http://twitter.com/do...This is Bones. He's b...https://twitter.com/d...12.0010.0Bonesdoggo, pupperhttps://pbs.twimg.com...1.0Dalmatian0.823356TrueEnglish_setter0.094602TrueBluetick2.195340e-02True1.0
5608007515773551288321069628362016-11-21 17:23:47+00:00http://twitter.com/do...Say hello to Mauve an...https://twitter.com/d...12.0010.0MauveNaNhttps://pbs.twimg.com...2.0Cocker_spaniel0.771984TrueMiniature_poodle0.076653TrueToy_poodle3.961830e-02TrueNaN
5618005133246308065281328530322016-11-21 01:37:04+00:00http://twitter.com/do...This is Chef. Chef lo...https://twitter.com/d...11.0010.0ChefNaNhttps://pbs.twimg.com...1.0Pembroke0.828904TrueCardigan0.167373TrueChihuahua7.659340e-04TrueNaN
5648003882706265210891129628512016-11-20 17:20:08+00:00http://twitter.com/do...This is Doc. He takes...https://twitter.com/d...12.0010.0Docflooferhttps://pbs.twimg.com...2.0Golden_retriever0.359860TruePembroke0.194207TrueCollie1.546030e-01True1.0
5668001414224018309121547425802016-11-20 00:59:15+00:00http://twitter.com/do...This is Peaches. She'...https://twitter.com/d...13.0010.0PeachesNaNhttps://pbs.twimg.com...3.0Golden_retriever0.938048TrueKuvasz0.025119TrueLabrador_retriever2.297730e-02TrueNaN
569799757965289017345850522002016-11-18 23:35:32+00:00http://twitter.com/do...This is Sobe. She's a...https://twitter.com/d...13.0010.0Sobedoggohttps://pbs.twimg.com...1.0Border_collie0.442534TrueCollie0.288684TrueShetland_sheepdog1.963990e-01True1.0
570799422933579902976817419552016-11-18 01:24:14+00:00http://twitter.com/do...This is Longfellow (p...https://twitter.com/d...12.0010.0LongfellowNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.583630TrueRedbone0.276095TrueToy_terrier1.855010e-02TrueNaN
5727992971107305676811002028022016-11-17 17:04:16+00:00http://twitter.com/do...This is Jeffrey. He's...https://twitter.com/d...11.0010.0JeffreyNaNhttps://pbs.twimg.com...1.0Malamute0.985028TrueSiberian_husky0.005834TrueEskimo_dog5.442810e-03TrueNaN
573799063482566066176817825002016-11-17 01:35:54+00:00http://twitter.com/do...This is Mister. He on...https://twitter.com/d...11.0010.0MisterNaNhttps://pbs.twimg.com...2.0Norfolk_terrier0.334436TrueNorwich_terrier0.231573TrueAustralian_terrier2.142030e-01TrueNaN
5747989339693792256001326145292016-11-16 17:01:16+00:00http://twitter.com/do...This is Iroh. He's in...https://twitter.com/d...12.0010.0IrohNaNhttps://pbs.twimg.com...1.0Siberian_husky0.703224TrueEskimo_dog0.229351TrueMalamute4.435080e-02TrueNaN
575798925684722855936760614612016-11-16 16:28:21+00:00http://twitter.com/do...This is Shadow. He's ...https://twitter.com/d...11.0010.0ShadowNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.539463TrueCairn0.184897TrueNorfolk_terrier1.630240e-01TrueNaN
5897982098393065144321055026062016-11-14 17:03:50+00:00http://twitter.com/do...This is Cooper. His b...https://twitter.com/d...13.0010.0CooperNaNhttps://pbs.twimg.com...1.0Pekinese0.524583TrueShih-tzu0.102931TruePomeranian9.789310e-02TrueNaN
5907979718647233249321174431552016-11-14 01:18:12+00:00http://twitter.com/do...Here's a helicopter p...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0American_staffordshir...0.489845TrueChihuahua0.305760TrueStaffordshire_bullter...7.279910e-02True1.0
5917975451621593088001473649392016-11-12 21:02:38+00:00http://twitter.com/do...This is Cassie. She s...https://twitter.com/d...12.0010.0CassieNaNhttps://pbs.twimg.com...1.0Pembroke0.954089TrueCardigan0.033644TruePapillon9.735660e-03TrueNaN
5927972366606519664642022166722016-11-12 00:36:46+00:00http://twitter.com/do...This is Pancake. She ...https://twitter.com/d...12.0010.0PancakeNaNhttps://pbs.twimg.com...2.0Collie0.767005TrueBorder_collie0.100844TrueKelpie4.836810e-02TrueNaN
595796865951799083009779819492016-11-11 00:03:42+00:00http://twitter.com/do...This is Tyr. He's jus...https://twitter.com/d...12.0010.0TyrNaNhttps://pbs.twimg.com...1.0Cardigan0.839129TrueBoston_bull0.080699TruePembroke3.450500e-02TrueNaN
5967967598409369190401198930692016-11-10 17:02:03+00:00http://twitter.com/do...Say hello to Romeo. H...https://twitter.com/d...11.0010.0RomeoNaNhttps://pbs.twimg.com...1.0American_staffordshir...0.463996TrueStaffordshire_bullter...0.155566TrueWeimaraner1.375870e-01TrueNaN
598796484825502875648767017822016-11-09 22:49:15+00:00http://twitter.com/do...Here's a sleepy doggo...https://twitter.com/d...12.0010.0NaNdoggohttps://pbs.twimg.com...1.0Cocker_spaniel0.116924TrueSeat_belt0.107511FalseAustralian_terrier9.984340e-02True1.0
5997963874644033576961114242052016-11-09 16:22:22+00:00http://twitter.com/do...This is Snicku. He's ...https://twitter.com/d...12.0010.0SnickuNaNhttps://pbs.twimg.com...1.0Pekinese0.461164TruePomeranian0.288650TrueSiamese_cat5.242300e-02FalseNaN
60179614974908687564932646144592016-11-09 00:37:46+00:00http://twitter.com/do...This is Ruby. She jus...https://twitter.com/d...11.0010.0RubyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.600276TrueLabrador_retriever0.140798TrueSeat_belt8.735480e-02FalseNaN
603796116448414461957921524512016-11-08 22:25:27+00:00http://twitter.com/do...I didn't believe it a...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Cardigan0.700182TruePembroke0.260738TruePapillon1.710990e-02TrueNaN
604796080075804475393857323442016-11-08 20:00:55+00:00http://twitter.com/do...This is Yogi. He's 98...https://twitter.com/d...12.0010.0YogiNaNhttps://pbs.twimg.com...1.0Chow0.973846TrueTibetan_mastiff0.014110TrueGibbon2.358320e-03FalseNaN
6057960314862983864331094437622016-11-08 16:47:50+00:00http://twitter.com/do...This is Daisy. She's ...https://twitter.com/d...13.0010.0DaisyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.893775TrueLabrador_retriever0.070140TrueDoormat8.418530e-03FalseNaN
60679546433100156108850182239472016-11-07 03:14:10+00:00http://twitter.com/do...Elder doggo does a sp...https://twitter.com/d...13.0010.0NaNdoggohttps://pbs.twimg.com...1.0Golden_retriever0.193082TrueChesapeake_bay_retriever0.157927TrueSoft-coated_wheaten_t...1.246840e-01True1.0
6077954002642620538891019529142016-11-06 22:59:35+00:00http://twitter.com/do...This is Brody. He's t...https://twitter.com/d...12.0010.0BrodyNaNhttps://pbs.twimg.com...2.0Golden_retriever0.925494TrueLabrador_retriever0.059241TrueTennis_ball4.495340e-03FalseNaN
612794332329137291264970527212016-11-04 00:15:59+00:00http://twitter.com/do...This is Nimbus (like ...https://twitter.com/d...12.0010.0NimbusNaNhttps://pbs.twimg.com...1.0Samoyed0.988307TrueMalamute0.004906TrueGreat_pyrenees2.901290e-03TrueNaN
6147939622215419330561703249482016-11-02 23:45:19+00:00http://twitter.com/do...This is Maximus. His ...https://twitter.com/d...12.0010.0MaximusNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.861651TrueGolden_retriever0.044462TrueStaffordshire_bullter...1.649670e-02TrueNaN
615793845145112371200934218962016-11-02 16:00:06+00:00http://twitter.com/do...This is Clark. He was...https://twitter.com/d...13.0010.0ClarkNaNhttps://pbs.twimg.com...1.0Old_english_sheepdog0.765277TrueBedlington_terrier0.112753TrueKerry_blue_terrier4.766170e-02TrueNaN
617793601777308463104808716452016-11-01 23:53:02+00:00http://twitter.com/do...This is Dobby. I can'...https://twitter.com/d...12.0010.0DobbyNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.538981TrueChihuahua0.217830TrueToy_terrier8.914870e-02TrueNaN
6187935009214812733451079924072016-11-01 17:12:16+00:00http://twitter.com/do...This is Fiona. She's ...https://twitter.com/d...12.0010.0FionaNaNhttps://pbs.twimg.com...2.0Golden_retriever0.326122TrueLabrador_retriever0.219904TrueChesapeake_bay_retriever1.633660e-01TrueNaN
6197932864763017994242488092852016-11-01 03:00:09+00:00http://twitter.com/do...This is Moreton. He's...https://twitter.com/d...13.0010.0MoretonNaNhttps://pbs.twimg.com...1.0Afghan_hound0.274637TrueBorzoi0.142204TrueDoormat1.096770e-01FalseNaN
620793271401113350145880924252016-11-01 02:00:14+00:00http://twitter.com/do...Meet Dave. It's his f...https://twitter.com/d...12.0010.0DaveNaNhttps://pbs.twimg.com...1.0Siberian_husky0.231695TrueEskimo_dog0.206749TruePembroke7.011950e-02TrueNaN
6217932562623225487412021584522016-11-01 01:00:05+00:00http://twitter.com/do...Oh h*ck look at this ...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Basset0.207622TrueWalker_hound0.060574TrueBeagle4.122050e-02TrueNaN
6227932413023852625921063733462016-11-01 00:00:38+00:00http://twitter.com/do...This is Tucker. He's ...https://twitter.com/d...13.0010.0TuckerNaNhttps://pbs.twimg.com...1.0Golden_retriever0.559308TrueLabrador_retriever0.390222TrueCocker_spaniel3.631570e-02TrueNaN
623793226087023144960995829132016-10-31 23:00:11+00:00http://twitter.com/do...This is Juno. She spo...https://twitter.com/d...11.0010.0JunoNaNhttps://pbs.twimg.com...1.0Wire-haired_fox_terrier0.456047TrueLakeland_terrier0.273428TrueEnglish_springer8.364330e-02TrueNaN
6257931959380470702091547157002016-10-31 21:00:23+00:00http://twitter.com/do...Say hello to Lily. Sh...https://twitter.com/d...12.0010.0Lilypuppohttps://pbs.twimg.com...2.0Labrador_retriever0.654762TrueGolden_retriever0.074100TrueChihuahua4.233930e-02True1.0
626793180763617361921702620302016-10-31 20:00:05+00:00http://twitter.com/do...This is Newt. He's a ...https://twitter.com/d...11.0010.0NewtNaNhttps://pbs.twimg.com...1.0Lakeland_terrier0.266824TrueIrish_terrier0.218783TrueAiredale1.329600e-01TrueNaN
627793165685325201412952928292016-10-31 19:00:10+00:00http://twitter.com/do...This is Benji. He's A...https://twitter.com/d...12.0010.0BenjiNaNhttps://pbs.twimg.com...1.0Golden_retriever0.946224TrueLabrador_retriever0.036477TrueDoormat2.352850e-03FalseNaN
628793150605191548928625417232016-10-31 18:00:14+00:00http://twitter.com/do...This is Nida. She's a...https://twitter.com/d...11.0010.0NidaNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.193869TrueBluetick0.160380TrueStandard_poodle1.259820e-01TrueNaN
6307931204014130790411282039752016-10-31 16:00:13+00:00http://twitter.com/do...This is Robin. She's ...https://twitter.com/d...11.0010.0RobinNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.724944TrueGolden_retriever0.169744TrueKuvasz3.550230e-02TrueNaN
633792773781206999040744616992016-10-30 17:02:53+00:00http://twitter.com/do...This is Monster. Not ...https://twitter.com/d...12.0010.0MonsterNaNhttps://pbs.twimg.com...1.0Yorkshire_terrier0.912804TrueSilky_terrier0.067823TrueAustralian_terrier4.450690e-03TrueNaN
6347923945563901378561362143442016-10-29 15:55:58+00:00http://twitter.com/do...Meet BeBe. She rocks ...https://twitter.com/d...12.0010.0BeBeNaNhttps://pbs.twimg.com...2.0Cocker_spaniel0.746387TrueIrish_setter0.091615TrueMiniature_poodle6.107820e-02TrueNaN
635792050063153438720723618252016-10-28 17:07:05+00:00http://twitter.com/do...This is Remus. He's a...https://twitter.com/d...11.0010.0RemusNaNhttps://pbs.twimg.com...2.0Komondor0.942856TrueSwab0.052715FalseTibetan_terrier2.743000e-03TrueNaN
6407916723228476375041189731782016-10-27 16:06:04+00:00http://twitter.com/do...When she says you're ...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.705092TrueLabrador_retriever0.219721TrueKuvasz1.596500e-02TrueNaN
6417914069556843683841329641672016-10-26 22:31:36+00:00http://twitter.com/do...Say hello to Levi. He...https://twitter.com/d...12.0010.0LeviNaNhttps://pbs.twimg.com...4.0Pembroke0.972629TrueCardigan0.027026TrueBasenji1.525020e-04TrueNaN
642791312159183634433889225702016-10-26 16:14:55+00:00http://twitter.com/do...This is Mabel. She's ...https://twitter.com/d...12.0010.0MabelNaNhttps://pbs.twimg.com...4.0Miniature_pinscher0.892925TrueToy_terrier0.095524TrueDoberman3.544260e-03TrueNaN
644790987426131050500994021652016-10-25 18:44:32+00:00http://twitter.com/do...This is Misty. She ha...https://twitter.com/d...12.0010.0MistyNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.349195TrueFlat-coated_retriever0.309535TrueNewfoundland1.047680e-01TrueNaN
647790698755171364864832119492016-10-24 23:37:28+00:00http://twitter.com/do...This is Mosby. He app...https://twitter.com/d...12.0010.0MosbyNaNhttps://pbs.twimg.com...1.0Bernese_mountain_dog0.996541TrueEntlebucher0.001057TrueAppenzeller9.979070e-04TrueNaN
649790337589677002753792519072016-10-23 23:42:19+00:00http://twitter.com/do...Meet Maggie. She can ...https://twitter.com/d...12.0010.0MaggieNaNhttps://pbs.twimg.com...1.0Pembroke0.658808TrueCardigan0.153096TrueToy_terrier1.022990e-01TrueNaN
6507902771173469757461272432212016-10-23 19:42:02+00:00http://twitter.com/do...This is Bruce. He nev...https://twitter.com/d...11.0010.0BruceNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.427742TrueGreat_dane0.190503TrueCurly-coated_retriever1.464270e-01TrueNaN
655789628658055020548758117912016-10-22 00:45:17+00:00http://twitter.com/do...This is Eli. He can f...https://twitter.com/d...13.0010.0EliNaNhttps://pbs.twimg.com...1.0Chow0.260702TrueCougar0.088143FalsePomeranian7.988310e-02TrueNaN
656789599242079838210685119512016-10-21 22:48:24+00:00http://twitter.com/do...This is Brownie. She'...https://twitter.com/d...12.0010.0BrownieNaNhttps://pbs.twimg.com...2.0Chesapeake_bay_retriever0.878822TrueBeagle0.018570TrueLabrador_retriever1.749850e-02TrueNaN
6577895308770133934081186634202016-10-21 18:16:44+00:00http://twitter.com/do...This is Rizzy. She sm...https://twitter.com/d...12.0010.0RizzyNaNhttps://pbs.twimg.com...3.0Schipperke0.363272TrueKelpie0.197021TrueNorwegian_elkhound1.510240e-01TrueNaN
660789268448748703744921526362016-10-21 00:53:56+00:00http://twitter.com/do...This is Stella. She's...https://twitter.com/d...10.0010.0StellaNaNhttps://pbs.twimg.com...1.0Malamute0.812860TrueSiberian_husky0.120853TrueEskimo_dog2.426930e-02TrueNaN
661789137962068021249983328272016-10-20 16:15:26+00:00http://twitter.com/do...This is Bo. He's a We...https://twitter.com/d...12.0010.0BoNaNhttps://pbs.twimg.com...2.0Chihuahua0.746135TruePekinese0.070383TruePembroke4.923690e-02TrueNaN
66378876591499290214427645104422016-10-19 15:37:03+00:00http://twitter.com/do...This is Butter. She c...https://twitter.com/d...12.0010.0ButterNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.500509TrueGolden_retriever0.272734TrueJigsaw_puzzle4.147580e-02FalseNaN
6657884121440186613761572153342016-10-18 16:11:17+00:00http://twitter.com/do...This is Dexter. He br...https://twitter.com/d...11.0010.0DexterNaNhttps://pbs.twimg.com...1.0Golden_retriever0.805238TrueLabrador_retriever0.113798TrueBrittany_spaniel3.855870e-02TrueNaN
666788178268662984705730821212016-10-18 00:41:57+00:00http://twitter.com/do...Atlas is back and thi...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...2.0Samoyed0.735480TruePomeranian0.075101TrueArctic_fox3.607190e-02FalseNaN
667788150585577050112619413032016-10-17 22:51:57+00:00http://twitter.com/do...This is Leo. He's a g...https://twitter.com/d...13.0010.0LeoNaNhttps://pbs.twimg.com...3.0Chow0.814145TruePomeranian0.112704TrueChihuahua1.588320e-02TrueNaN
670787810552592695296871430882016-10-17 00:20:47+00:00http://twitter.com/do...This is Frank. He wea...https://twitter.com/d...11.0010.0FrankNaNhttps://pbs.twimg.com...2.0Pug0.362835TrueFrench_bulldog0.221864TrueEnglish_setter8.041830e-02TrueNaN
6717877176037416222721037528072016-10-16 18:11:26+00:00http://twitter.com/do...This is Tonks. She is...https://twitter.com/d...13.0010.0Tonkspuppohttps://pbs.twimg.com...3.0German_shepherd0.992339TrueMalinois0.004920TrueKelpie8.528020e-04True1.0
6727873979597889290251102228792016-10-15 21:01:17+00:00http://twitter.com/do...This is Moose. He's r...https://twitter.com/d...11.0010.0MooseNaNhttps://pbs.twimg.com...1.0Chihuahua0.900483TrueToy_terrier0.021084TrueMiniature_pinscher1.948400e-02TrueNaN
6757869630643735347202692080662016-10-14 16:13:10+00:00http://twitter.com/do...This is Rory. He's go...https://twitter.com/d...12.0010.0RoryNaNhttps://pbs.twimg.com...1.0Golden_retriever0.915303TrueSaluki0.046213TrueLabrador_retriever3.750410e-02TrueNaN
6777867090828498288641842861822016-10-13 23:23:56+00:00http://twitter.com/do...This is Logan, the Ch...https://twitter.com/d...9.7510.0LoganNaNhttps://pbs.twimg.com...1.0Pomeranian0.467321TruePersian_cat0.122978FalseChow1.026540e-01TrueNaN
6787866649550430494721070825862016-10-13 20:28:35+00:00http://twitter.com/do...\"Honestly Kathleen I ...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Leonberg0.512034TrueKeeshond0.464816TruePomeranian7.812490e-03TrueNaN
679786595970293370880954931562016-10-13 15:54:28+00:00http://twitter.com/do...This is Dale. He's a ...https://twitter.com/d...11.0010.0DaleNaNhttps://pbs.twimg.com...1.0Pembroke0.709512TrueCardigan0.287178TrueChow5.701760e-04TrueNaN
6807863632357463859201100135432016-10-13 00:29:39+00:00http://twitter.com/do...This is Rizzo. He has...https://twitter.com/d...13.0010.0Rizzodoggohttps://pbs.twimg.com...1.0Golden_retriever0.929266TrueLabrador_retriever0.062867TrueSaluki2.156690e-03True1.0
6827862339652418273331542047852016-10-12 15:55:59+00:00http://twitter.com/do...This is Mattie. She's...https://twitter.com/d...11.0010.0MattieNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.478193TrueSchipperke0.224817TrueStaffordshire_bullter...7.739560e-02TrueNaN
686785872687017132033676218322016-10-11 16:00:24+00:00http://twitter.com/do...Meet Rusty. He appear...https://twitter.com/d...12.0010.0RustyNaNhttps://pbs.twimg.com...1.0Great_pyrenees0.392108TrueGolden_retriever0.198358TruePekinese1.433280e-01TrueNaN
688785533386513321988922020182016-10-10 17:32:08+00:00http://twitter.com/do...This is Dallas. Her t...https://twitter.com/d...11.0010.0DallasNaNhttps://pbs.twimg.com...2.0Miniature_pinscher0.436023TrueBlack-and-tan_coonhound0.258049TrueRottweiler1.452310e-01TrueNaN
6927848260202937098261020032772016-10-08 18:41:19+00:00http://twitter.com/do...This is Rusty. He's g...https://twitter.com/d...13.0010.0RustyNaNhttps://pbs.twimg.com...1.0Chow0.090341TrueBinoculars0.083499FalseIrish_setter7.745560e-02TrueNaN
693784517518371221505905925632016-10-07 22:15:26+00:00http://twitter.com/do...This is Frankie. He h...https://twitter.com/d...11.0010.0FrankieNaNhttps://pbs.twimg.com...2.0Malamute0.757764TrueEskimo_dog0.151248TrueSiberian_husky8.484020e-02TrueNaN
694784431430411685888576312832016-10-07 16:33:21+00:00http://twitter.com/do...This is Stormy. He's ...https://twitter.com/d...12.0010.0StormyNaNhttps://pbs.twimg.com...1.0Miniature_poodle0.744819TrueToy_poodle0.243192TrueStandard_poodle1.092020e-02TrueNaN
698783821107061198850742419962016-10-06 00:08:09+00:00http://twitter.com/do...This is Mairi. She ha...https://twitter.com/d...12.0010.0MairiNaNhttps://pbs.twimg.com...1.0Lakeland_terrier0.265659TrueGolden_retriever0.196414TrueStandard_poodle1.335340e-01TrueNaN
6997836951018013982761055532472016-10-05 15:47:27+00:00http://twitter.com/do...This is Loomis. He's ...https://twitter.com/d...12.0010.0LoomisNaNhttps://pbs.twimg.com...3.0Chow0.314265TrueGolden_retriever0.300435TrueAustralian_terrier4.948690e-02TrueNaN
700783466772167098368854122712016-10-05 00:40:09+00:00http://twitter.com/do...This is Finn. He like...https://twitter.com/d...11.0010.0FinnNaNhttps://pbs.twimg.com...1.0Chihuahua0.789000TrueMiniature_pinscher0.115916TrueToy_terrier3.629390e-02TrueNaN
7017833917537265500161703855282016-10-04 19:42:03+00:00http://twitter.com/do...Meet Godi. He's an av...https://twitter.com/d...13.0010.0GodiNaNhttps://pbs.twimg.com...4.0Norwegian_elkhound0.877130TrueCairn0.086241TrueKeeshond1.101910e-02TrueNaN
70378333463998538956829408117852016-10-04 15:55:06+00:00http://twitter.com/do...This is Dave. He's cu...https://twitter.com/d...12.0010.0DaveNaNhttps://pbs.twimg.com...2.0Cardigan0.593858TrueShetland_sheepdog0.130611TruePembroke1.008420e-01TrueNaN
704783085703974514689822022212016-10-03 23:25:55+00:00http://twitter.com/do...This is Earl. He can'...https://twitter.com/d...11.0010.0EarlNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.240602TrueAiredale0.164088TrueBoxer1.345060e-01TrueNaN
706782747134529531904753214222016-10-03 01:00:34+00:00http://twitter.com/do...This is Deacon. He's ...https://twitter.com/d...11.0010.0Deacondoggohttps://pbs.twimg.com...1.0Golden_retriever0.560699TrueOtterhound0.199482TrueClumber4.068180e-02True1.0
7077827225987907256321741754402016-10-02 23:23:04+00:00http://twitter.com/do...This is Penny. She fo...https://twitter.com/d...10.0010.0PennyNaNhttps://pbs.twimg.com...1.0Irish_setter0.574557TrueGolden_retriever0.339251TrueSeat_belt4.610820e-02FalseNaN
708782598640137187329786618892016-10-02 15:10:30+00:00http://twitter.com/do...This is Timmy. He's q...https://twitter.com/d...11.0010.0TimmyNaNhttps://pbs.twimg.com...1.0Malamute0.840871TrueTibetan_mastiff0.140516TrueEskimo_dog1.201160e-02TrueNaN
7097823058677692170241679156152016-10-01 19:47:08+00:00http://twitter.com/do...This is Sampson. He j...https://twitter.com/d...12.0010.0Sampsondoggohttps://pbs.twimg.com...1.0Briard0.504427TrueSoft-coated_wheaten_t...0.390678TrueLhasa3.459550e-02True1.0
7127816618824741969921051527352016-09-30 01:08:10+00:00http://twitter.com/do...Who keeps sending in ...https://twitter.com/d...5.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.438087TrueGolden_retriever0.226954TrueCollie7.065160e-02TrueNaN
716781251288990355457851020942016-09-28 21:56:36+00:00http://twitter.com/do...This is Oakley. He ju...https://twitter.com/d...11.0010.0OakleyNaNhttps://pbs.twimg.com...2.0Mexican_hairless0.887771TrueItalian_greyhound0.030666TrueSeat_belt2.672980e-02FalseNaN
717781163403222056960989127652016-09-28 16:07:23+00:00http://twitter.com/do...We normally don't rat...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.973841TrueCollie0.025188TrueBorder_collie2.973110e-04TrueNaN
719780858289093574656724420312016-09-27 19:54:58+00:00http://twitter.com/do...This is Dash. He's ve...https://twitter.com/d...10.0010.0DashNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.488555TrueSussex_spaniel0.271655TrueKelpie1.069130e-01TrueNaN
720780800785462489090552713112016-09-27 16:06:28+00:00http://twitter.com/do...This is Koda. He has ...https://twitter.com/d...11.0010.0KodaNaNhttps://pbs.twimg.com...2.0Siberian_husky0.951963TrueEskimo_dog0.035346TruePembroke8.861940e-03TrueNaN
7217806013036177326081220933722016-09-27 02:53:48+00:00http://twitter.com/do...Meet Hercules. He can...https://twitter.com/d...12.0010.0HerculesNaNhttps://pbs.twimg.com...1.0Saint_bernard0.995143TrueCardigan0.003044TrueEnglish_springer1.049550e-03TrueNaN
722780543529827336192635217542016-09-26 23:04:13+00:00http://twitter.com/do...Here's a perturbed su...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.628312TrueLabrador_retriever0.317365TrueTibetan_mastiff1.226010e-02TrueNaN
725780459368902959104534010852016-09-26 17:29:48+00:00http://twitter.com/do...This is Bear. Don't w...https://twitter.com/d...11.0010.0BearNaNhttps://pbs.twimg.com...1.0Great_dane0.382491TrueGerman_shepherd0.312026TrueBull_mastiff3.327190e-02TrueNaN
726780192070812196864877222532016-09-25 23:47:39+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Vizsla0.144012TrueMongoose0.091474FalseHatchet7.354470e-02FalseNaN
7297798343325968875521903370862016-09-25 00:06:08+00:00http://twitter.com/do...This is Scout. He rea...https://twitter.com/d...11.0010.0ScoutNaNhttps://pbs.twimg.com...1.0Golden_retriever0.993830TrueCocker_spaniel0.003143TrueGreat_pyrenees9.174140e-04TrueNaN
7327790560957887528971486445672016-09-22 20:33:42+00:00http://twitter.com/do...Everybody drop what y...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.721188TrueToy_terrier0.112943TrueKelpie5.336450e-02TrueNaN
7337789907052430295042010072402016-09-22 16:13:51+00:00http://twitter.com/do...This is Jay. He's rea...https://twitter.com/d...11.0010.0JayNaNhttps://pbs.twimg.com...2.0Cocker_spaniel0.715351TrueLabrador_retriever0.207056TrueChihuahua2.851940e-02TrueNaN
736778748913645780993693513212016-09-22 00:13:04+00:00http://twitter.com/do...This is Mya (pronounc...https://twitter.com/d...11.0010.0MyaNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.351434TrueBoxer0.201478TrueAmerican_staffordshir...1.428380e-01TrueNaN
737778650543019483137581015082016-09-21 17:42:10+00:00http://twitter.com/do...Meet Strider. He thin...https://twitter.com/d...10.0010.0StriderNaNhttps://pbs.twimg.com...1.0German_shepherd0.515699TrueMalinois0.300292TrueKelpie8.702230e-02TrueNaN
738778624900596654080466610132016-09-21 16:00:17+00:00http://twitter.com/do...This is Penny. She's ...https://twitter.com/d...11.0010.0PennyNaNhttps://pbs.twimg.com...2.0Airedale0.786089TrueIrish_terrier0.121488TrueLakeland_terrier1.460310e-02TrueNaN
7397784082008025579531370543522016-09-21 01:39:11+00:00http://twitter.com/do...RIP Loki. Thank you f...https://twitter.com/d...14.0010.0NaNNaNhttps://pbs.twimg.com...3.0Pembroke0.848362TrueCardigan0.108124TrueBeagle1.194170e-02TrueNaN
741778383385161035776587911072016-09-21 00:00:35+00:00http://twitter.com/do...This is Nala. She's a...https://twitter.com/d...13.0010.0NalaNaNhttps://pbs.twimg.com...1.0Collie0.345266TrueBorzoi0.312823TrueBorder_collie2.130110e-01TrueNaN
7427782868101873991681043133112016-09-20 17:36:50+00:00http://twitter.com/do...This is Stanley. He h...https://twitter.com/d...11.0010.0StanleyNaNhttps://pbs.twimg.com...1.0Boston_bull0.322070TruePug0.229903TrueMuzzle1.014200e-01FalseNaN
743778039087836069888856326602016-09-20 01:12:28+00:00http://twitter.com/do...Evolution of a pupper...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...2.0German_shepherd0.717776TrueMalinois0.111175TrueNorwegian_elkhound5.880240e-02True1.0
744778027034220126208658616242016-09-20 00:24:34+00:00http://twitter.com/do...This is Sophie. She's...https://twitter.com/d...11.2710.0Sophiepupperhttps://pbs.twimg.com...1.0Clumber0.946718TrueCocker_spaniel0.015950TrueLhasa6.519110e-03True1.0
746777885040357281792637616362016-09-19 15:00:20+00:00http://twitter.com/do...This is Wesley. He's ...https://twitter.com/d...3.0010.0WesleyNaNhttps://pbs.twimg.com...1.0Afghan_hound0.123529TrueBasset0.119682TrueSiberian_husky1.087090e-01TrueNaN
7477776842335402065921128429552016-09-19 01:42:24+00:00http://twitter.com/do...\"Yep... just as I sus...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.253442TrueGolden_retriever0.162850TrueOtterhound1.109210e-01TrueNaN
749777621514455814149879125132016-09-18 21:33:11+00:00http://twitter.com/do...This is Derek. You ca...https://twitter.com/d...12.0010.0DerekNaNhttps://pbs.twimg.com...1.0Chow0.999823TrueNorwich_terrier0.000056TruePomeranian2.768060e-05TrueNaN
7507771897688829460481435443252016-09-17 16:57:35+00:00http://twitter.com/do...This is Jeffrey. He's...https://twitter.com/d...12.0010.0JeffreyNaNhttps://pbs.twimg.com...2.0Chihuahua0.988412TrueMexican_hairless0.004177TrueHog1.506580e-03FalseNaN
752776813020089548800491112122016-09-16 16:00:31+00:00http://twitter.com/do...Meet Solomon. He was ...https://twitter.com/d...12.0010.0SolomonNaNhttps://pbs.twimg.com...1.0Toy_poodle0.516610TrueMiniature_poodle0.255033TrueStandard_poodle1.689890e-01TrueNaN
753776477788987613185887327962016-09-15 17:48:25+00:00http://twitter.com/do...This is Huck. He's ad...https://twitter.com/d...11.0010.0Huckpupperhttps://pbs.twimg.com...1.0Labrador_retriever0.884839TrueChesapeake_bay_retriever0.057565TruePaintbrush5.766080e-03False1.0
75577621820405835776830031159452016-09-15 00:36:55+00:00http://twitter.com/do...Atlas rolled around i...https://twitter.com/d...13.0010.0NaNflooferhttps://pbs.twimg.com...1.0Samoyed0.940326TruePomeranian0.055527TrueKeeshond2.226350e-03True1.0
756776201521193218049967025282016-09-14 23:30:38+00:00http://twitter.com/do...This is O'Malley. Tha...https://twitter.com/d...10.0010.0ONaNhttps://pbs.twimg.com...1.0Rottweiler0.502228TrueBlack-and-tan_coonhound0.154594TrueBloodhound1.351760e-01TrueNaN
7607758427244235571201175726652016-09-13 23:44:54+00:00http://twitter.com/do...This is Blue. He was ...https://twitter.com/d...12.0010.0BlueNaNhttps://pbs.twimg.com...2.0Chow0.520022TrueBath_towel0.028775FalseFrench_bulldog2.599010e-02TrueNaN
763775364825476165632743729842016-09-12 16:05:54+00:00http://twitter.com/do...This is Finley. He's ...https://twitter.com/d...11.0010.0Finleydoggohttps://pbs.twimg.com...3.0Beagle0.571229TrueChihuahua0.175257TruePembroke3.430630e-02True1.0
7657750851326004428801562347562016-09-11 21:34:30+00:00http://twitter.com/do...This is Tucker. He wo...https://twitter.com/d...13.0010.0TuckerNaNhttps://pbs.twimg.com...1.0Chow0.316565TrueGolden_retriever0.241929TruePomeranian1.575240e-01TrueNaN
766774757898236878852864717922016-09-10 23:54:11+00:00http://twitter.com/do...This is Finley. She's...https://twitter.com/d...12.0010.0FinleyNaNhttps://pbs.twimg.com...1.0Toy_poodle0.719941TrueMiniature_poodle0.251546TrueLakeland_terrier7.008380e-03TrueNaN
767774639387460112384676517392016-09-10 16:03:16+00:00http://twitter.com/do...This is Sprinkles. He...https://twitter.com/d...10.0010.0SprinklesNaNhttps://pbs.twimg.com...1.0Walker_hound0.627593TrueBasenji0.128705TrueIbizan_hound1.262820e-01TrueNaN
7687743144038062530562187055462016-09-09 18:31:54+00:00http://twitter.com/do...I WAS SENT THE ACTUAL...https://twitter.com/d...14.0010.0NaNNaNhttps://pbs.twimg.com...3.0Eskimo_dog0.596045TrueSiberian_husky0.223067TrueSaluki3.632470e-02TrueNaN
770773922284943896577642917552016-09-08 16:33:46+00:00http://twitter.com/do...This is Heinrich (pro...https://twitter.com/d...12.0010.0HeinrichNaNhttps://pbs.twimg.com...1.0Pomeranian0.554331TrueSamoyed0.432158TrueChow3.199420e-03TrueNaN
771773704687002451968662616362016-09-08 02:09:06+00:00http://twitter.com/do...This is Loki. He know...https://twitter.com/d...12.0010.0LokiNaNhttps://pbs.twimg.com...2.0Silky_terrier0.324251TrueYorkshire_terrier0.181210TrueAiredale1.334360e-01TrueNaN
772773670353721753600538013132016-09-07 23:52:41+00:00http://twitter.com/do...This is Shakespeare. ...https://twitter.com/d...10.0010.0ShakespeareNaNhttps://pbs.twimg.com...1.0Old_english_sheepdog0.969311TrueMaltese_dog0.013243TrueSoft-coated_wheaten_t...4.857310e-03TrueNaN
7737735475969965711362218861872016-09-07 15:44:53+00:00http://twitter.com/do...This is Chelsea. She ...https://twitter.com/d...11.0010.0Chelseapupperhttps://pbs.twimg.com...1.0Norwegian_elkhound0.372202TrueChesapeake_bay_retriever0.137187TrueMalamute7.143620e-02True1.0
7777731916126335795211004241472016-09-06 16:10:20+00:00http://twitter.com/do...This is Grey. He's th...https://twitter.com/d...12.0010.0GreyNaNhttps://pbs.twimg.com...1.0Blenheim_spaniel0.427766TrueShih-tzu0.219256TrueWelsh_springer_spaniel1.446140e-01TrueNaN
779772826264096874500809723562016-09-05 15:58:34+00:00http://twitter.com/do...Meet Roosevelt. He's ...https://twitter.com/d...11.0010.0RooseveltNaNhttps://pbs.twimg.com...1.0Basset0.915351TrueWalker_hound0.072416TrueBeagle8.228940e-03TrueNaN
781772581559778025472652617012016-09-04 23:46:12+00:00http://twitter.com/do...Guys this is getting ...https://twitter.com/d...10.0010.0aNaNhttps://pbs.twimg.com...3.0Newfoundland0.574345TrueBorder_collie0.128352TrueSaint_bernard5.947550e-02TrueNaN
782772193107915964416606413962016-09-03 22:02:38+00:00http://twitter.com/do...This is Willem. He's ...https://twitter.com/d...12.0010.0Willempupperhttps://pbs.twimg.com...1.0Pembroke0.367945TrueChihuahua0.223522TruePekinese1.648710e-01True1.0
783772152991789019136381811342016-09-03 19:23:13+00:00http://twitter.com/do...Here's a couple ruffe...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Golden_retriever0.275318TrueIrish_setter0.100988TrueVizsla7.352490e-02TrueNaN
78477211767870207180937927422016-09-03 17:02:54+00:00http://twitter.com/do...Meet Jack. He's a Cle...https://twitter.com/d...12.0010.0JackNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.217821TrueBeagle0.157677TrueGolden_retriever1.277260e-01TrueNaN
78577211494593694924927384692016-09-03 16:52:02+00:00http://twitter.com/do...This is Finn. He's ve...https://twitter.com/d...10.0010.0FinnNaNhttps://pbs.twimg.com...1.0Chihuahua0.803293TrueToy_terrier0.052980TrueItalian_greyhound3.723880e-02TrueNaN
78677210297103958016040129462016-09-03 16:04:27+00:00http://twitter.com/do...This is Penny. She's ...https://twitter.com/d...11.0010.0PennyNaNhttps://pbs.twimg.com...1.0Pembroke0.541780TrueCardigan0.260504TrueShetland_sheepdog6.370310e-02TrueNaN
7887717704565170094081204633892016-09-02 18:03:10+00:00http://twitter.com/do...This is Davey. He'll ...https://twitter.com/d...11.0010.0DaveyNaNhttps://pbs.twimg.com...1.0Papillon0.533180TrueCollie0.192031TrueBorder_collie1.216260e-01TrueNaN
789771500966810099713828926182016-09-02 00:12:18+00:00http://twitter.com/do...This is Dakota. He's ...https://twitter.com/d...12.0010.0DakotaNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.833952TrueGolden_retriever0.103223TrueSoccer_ball1.209390e-02FalseNaN
7907713807980962816001051350942016-09-01 16:14:48+00:00http://twitter.com/do...Meet Fizz. She thinks...https://twitter.com/d...11.0010.0FizzNaNhttps://pbs.twimg.com...1.0Collie0.503728TrueBorder_collie0.450944TrueEnglish_springer1.269280e-02TrueNaN
793771102124360998913625914472016-08-31 21:47:27+00:00http://twitter.com/do...This is Charlie. He w...https://twitter.com/d...12.0010.0CharlieNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.568789TruePug0.179918TrueStaffordshire_bullter...3.443740e-02TrueNaN
795770787852854652928493412032016-08-31 00:58:39+00:00http://twitter.com/do...This is Winston. His ...https://twitter.com/d...10.0010.0WinstonNaNhttps://pbs.twimg.com...1.0Bernese_mountain_dog0.787812TrueGreater_swiss_mountai...0.163946TrueEntlebucher2.029340e-02TrueNaN
796770772759874076672518314182016-08-30 23:58:40+00:00http://twitter.com/do...This is Sebastian. He...https://twitter.com/d...11.0010.0SebastianNaNhttps://pbs.twimg.com...1.0Chow0.979515TrueGolden_retriever0.010219TruePomeranian4.606040e-03TrueNaN
799770293558247038976626614792016-08-29 16:14:30+00:00http://twitter.com/do...This is Jackson. Ther...https://twitter.com/d...10.0010.0JacksonNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.931668TrueMexican_hairless0.038896TrueWhippet1.315140e-02TrueNaN
801770069151037685760762123042016-08-29 01:22:47+00:00http://twitter.com/do...Say hello to Carbon. ...https://twitter.com/d...10.0010.0CarbonNaNhttps://pbs.twimg.com...1.0Boston_bull0.414965TrueAmerican_staffordshir...0.286985TrueStaffordshire_bullter...1.149700e-01TrueNaN
8027699404258011709493140395892016-08-28 16:51:16+00:00http://twitter.com/do...This is Klein. These ...https://twitter.com/d...12.0010.0KleinNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.796313TrueChihuahua0.155413TrueStaffordshire_bullter...3.094330e-02TrueNaN
803769695466921623552642816872016-08-28 00:37:54+00:00http://twitter.com/do...This is Titan. He's t...https://twitter.com/d...13.0010.0TitanNaNhttps://pbs.twimg.com...1.0Pug0.407117TrueMuzzle0.165638FalseKuvasz4.583720e-02TrueNaN
805769212283578875904540417252016-08-26 16:37:54+00:00http://twitter.com/do...This is DonDon. He's ...https://twitter.com/d...12.0010.0DonDonNaNhttps://pbs.twimg.com...1.0Golden_retriever0.166538TruePekinese0.148215TrueCocker_spaniel8.273510e-02TrueNaN
8067689709370227097601439265212016-08-26 00:38:52+00:00http://twitter.comThis is Kirby. His bo...https://twitter.com/d...12.0010.0KirbyNaNhttps://pbs.twimg.com...1.0Pomeranian0.182358TrueGolden_retriever0.110658TrueMousetrap8.639890e-02FalseNaN
80876885514194872320042098912016-08-25 16:58:45+00:00http://twitter.com/do...This is Jesse. He rea...https://twitter.com/d...11.0010.0JesseNaNhttps://pbs.twimg.com...1.0Chow0.720219TrueBrabancon_griffon0.058365TrueRottweiler5.511350e-02TrueNaN
809768609597686943744413012052016-08-25 00:43:02+00:00http://twitter.com/do...This is Lou. His swea...https://twitter.com/d...10.0010.0LouNaNhttps://pbs.twimg.com...1.0Basenji0.183283TrueItalian_greyhound0.136012TrueWhippet6.012990e-02TrueNaN
810768596291618299904504912862016-08-24 23:50:10+00:00http://twitter.com/do...Say hello to Oakley a...https://twitter.com/d...12.0010.0OakleyNaNhttps://pbs.twimg.com...1.0Great_pyrenees0.729745TrueGolden_retriever0.237961TrueLabrador_retriever2.090330e-02TrueNaN
8127684738570365255721364834342016-08-24 15:43:39+00:00http://twitter.com/do...Meet Chevy. He had a ...https://twitter.com/d...11.0010.0ChevyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.739170TrueChesapeake_bay_retriever0.246488TrueKelpie6.892340e-03TrueNaN
8157677549302664642571602554012016-08-22 16:06:54+00:00http://twitter.com/do...This is Philbert. His...https://twitter.com/d...11.0010.0PhilbertNaNhttps://pbs.twimg.com...1.0Vizsla0.307794TrueFountain0.142185FalseChesapeake_bay_retriever1.139030e-01TrueNaN
816767500508068192258751223412016-08-21 23:15:55+00:00http://twitter.com/do...This is Louie. He's m...https://twitter.com/d...12.0010.0LouieNaNhttps://pbs.twimg.com...1.0Chow0.483228TrueGolden_retriever0.165063TrueNorfolk_terrier6.017290e-02TrueNaN
8187671221576294768661018928582016-08-20 22:12:29+00:00http://twitter.com/do...This is Rupert. You b...https://twitter.com/d...13.0010.0RupertNaNhttps://pbs.twimg.com...2.0Toy_poodle0.873841TrueMiniature_poodle0.059192TrueIrish_terrier3.530600e-02TrueNaN
820766793450729734144507813552016-08-20 00:26:19+00:00http://twitter.com/do...This is Rufus. He jus...https://twitter.com/d...10.0010.0RufusNaNhttps://pbs.twimg.com...1.0Beagle0.451697TrueBasset0.197513TrueBloodhound7.269860e-02TrueNaN
82276669317733613568040197962016-08-19 17:47:52+00:00http://twitter.com/do...This is Brudge. He's ...https://twitter.com/d...11.0010.0BrudgeNaNhttps://pbs.twimg.com...1.0Doberman0.948355TrueVizsla0.015032TrueRhodesian_ridgeback9.630840e-03TrueNaN
823766423258543644672600615912016-08-18 23:55:18+00:00http://twitter.com/do...This is Shadoe. Her t...https://twitter.com/d...9.0010.0ShadoeNaNhttps://pbs.twimg.com...2.0Keeshond0.995823TruePomeranian0.003897TrueNorwegian_elkhound2.531090e-04TrueNaN
824766313316352462849680618892016-08-18 16:38:26+00:00http://twitter.com/do...This is Oscar. He has...https://twitter.com/d...12.0010.0OscarNaNhttps://pbs.twimg.com...1.0Toy_poodle0.966896TrueMiniature_poodle0.016424TrueCocker_spaniel1.022710e-02TrueNaN
82676606919902645043242318532016-08-18 00:28:24+00:00http://twitter.com/do...This is Juno. She can...https://twitter.com/d...12.0010.0JunoNaNhttps://pbs.twimg.com...1.0Redbone0.484855TrueBeagle0.437527TrueBasset1.058540e-02TrueNaN
82776600859227737702537434972016-08-17 20:27:34+00:00http://twitter.com/do...This is Angel. She st...https://twitter.com/d...11.0010.0AngelNaNhttps://pbs.twimg.com...1.0Welsh_springer_spaniel0.728153TrueBasset0.103842TrueBrittany_spaniel6.241430e-02TrueNaN
828765719909049503744724221532016-08-17 01:20:27+00:00http://twitter.com/do...This is Brat. He has ...https://twitter.com/d...12.0010.0BratNaNhttps://pbs.twimg.com...1.0Golden_retriever0.969518TrueLabrador_retriever0.021696TrueBorder_terrier2.074550e-03TrueNaN
829765669560888528897519812212016-08-16 22:00:23+00:00http://twitter.com/do...This is Tove. She's a...https://twitter.com/d...12.0010.0ToveNaNhttps://pbs.twimg.com...1.0Beagle0.993333TrueWalker_hound0.002902TrueBasset2.415180e-03TrueNaN
8307653957695495905282664233842016-08-16 03:52:26+00:00http://twitter.com/do...This is my dog. Her n...https://twitter.com/d...13.0010.0myNaNhttps://pbs.twimg.com...1.0Pembroke0.509491TrueCardigan0.330401TrueShetland_sheepdog3.887490e-02TrueNaN
831765371061932261376707821662016-08-16 02:14:15+00:00http://twitter.com/do...This is Louie. He's h...https://twitter.com/d...11.0010.0Louiepupperhttps://pbs.twimg.com...2.0Golden_retriever0.829456TrueLabrador_retriever0.089371TrueKuvasz1.702750e-02True1.0
8327652220986336911361163533902016-08-15 16:22:20+00:00http://twitter.com/do...This is Gromit. He's ...https://twitter.com/d...10.0010.0GromitNaNhttps://pbs.twimg.com...1.0Dalmatian0.556595TrueWhippet0.151047TrueAmerican_staffordshir...9.643550e-02TrueNaN
833764857477905154048645717762016-08-14 16:13:27+00:00http://twitter.com/do...This is Aubie. He has...https://twitter.com/d...12.0010.0AubieNaNhttps://pbs.twimg.com...1.0Bernese_mountain_dog0.792059TrueAppenzeller0.155034TrueEntlebucher3.837380e-02TrueNaN
834764259802650378240601714972016-08-13 00:38:30+00:00http://twitter.com/do...This is Kota and her ...https://twitter.com/d...10.0010.0KotaNaNhttps://pbs.twimg.com...1.0German_shepherd0.973677TrueMalinois0.025950TrueKelpie1.915680e-04TrueNaN
8367638375655647805491258341582016-08-11 20:40:41+00:00http://twitter.com/do...This is Alfie. He's t...https://twitter.com/d...11.0010.0AlfieNaNhttps://pbs.twimg.com...1.0Malamute0.375098TrueJean0.069362FalseKeeshond5.052760e-02TrueNaN
837763183847194451968538614702016-08-10 01:23:03+00:00http://twitter.com/do...This is Clark. He col...https://twitter.com/d...8.0010.0ClarkNaNhttps://pbs.twimg.com...1.0Miniature_poodle0.354674TrueToy_poodle0.338642TrueTeddy1.558280e-01FalseNaN
8407626998581301166081214036192016-08-08 17:19:51+00:00http://twitter.com/do...This is Leela. She's ...https://twitter.com/d...11.0010.0LeelaNaNhttps://pbs.twimg.com...1.0Kelpie0.519047TrueGerman_shepherd0.296069TrueDingo6.100530e-02FalseNaN
8417624717843942686751122264032016-08-08 02:13:34+00:00http://twitter.com/do...Meet Glenn. Being in ...https://twitter.com/d...12.0010.0GlennNaNhttps://pbs.twimg.com...1.0Samoyed0.540276TrueStandard_poodle0.279802TrueToy_poodle1.020580e-01TrueNaN
8427624645393884856331029741702016-08-08 01:44:46+00:00http://twitter.com/do...This is Buddy. His fa...https://twitter.com/d...12.0010.0BuddyNaNhttps://pbs.twimg.com...4.0Chow0.999953TrueTibetan_mastiff0.000023TrueDhole3.010330e-06FalseNaN
845761976711479193600540420052016-08-06 17:26:19+00:00http://twitter.com/do...This is Shelby. She f...https://twitter.com/d...12.0010.0ShelbyNaNhttps://pbs.twimg.com...3.0Labrador_retriever0.475552TrueChesapeake_bay_retriever0.082898TrueStaffordshire_bullter...4.846400e-02TrueNaN
849761599872357261312412111872016-08-05 16:28:54+00:00http://twitter.com/do...This is Sephie. Accor...https://twitter.com/d...11.0010.0SephieNaNhttps://pbs.twimg.com...1.0Gordon_setter0.240427TrueSaluki0.224269TrueDoberman1.297300e-01TrueNaN
851761334018830917632519114492016-08-04 22:52:29+00:00http://twitter.com/do...This is Bruce. I real...https://twitter.com/d...10.0010.0BruceNaNhttps://pbs.twimg.com...1.0Norwegian_elkhound0.822936TrueMalinois0.086152TrueGerman_shepherd6.333290e-02TrueNaN
852761292947749015552448910842016-08-04 20:09:17+00:00http://twitter.com/do...Meet Bonaparte. He's ...https://twitter.com/d...11.0010.0BonaparteNaNhttps://pbs.twimg.com...1.0Standard_poodle0.660893TrueSamoyed0.314886TrueMiniature_poodle8.833830e-03TrueNaN
8547610045478505308161132334672016-08-04 01:03:17+00:00http://twitter.com/do...This is Bo and Ty. Bo...https://twitter.com/d...11.0010.0BoNaNhttps://pbs.twimg.com...1.0Golden_retriever0.735163TrueSussex_spaniel0.064897TrueLabrador_retriever4.770370e-02TrueNaN
85576089393445755289738149752016-08-03 17:43:45+00:00http://twitter.com/do...This is Wishes. He ha...https://twitter.com/d...11.0010.0Wishesdoggohttps://pbs.twimg.com...1.0Blenheim_spaniel0.113992TrueCocker_spaniel0.105780TrueBorzoi7.393450e-02True1.0
856760656994973933572658419062016-08-03 02:02:14+00:00http://twitter.com/do...This is Rose. Her fac...https://twitter.com/d...11.0010.0RoseNaNhttps://pbs.twimg.com...1.0Golden_retriever0.760546TrueLabrador_retriever0.232079TrueRedbone2.874170e-03TrueNaN
858760539183865880579755736132016-08-02 18:14:06+00:00http://twitter.com/do...This is Atlas. Swingi...https://twitter.com/d...12.0010.0AtlasNaNhttps://pbs.twimg.com...1.0Samoyed0.988013TrueMalamute0.004518TrueWest_highland_white_t...1.189250e-03TrueNaN
86076029021984963788926746114602016-08-02 01:44:48+00:00http://twitter.comThis is Rocco. He's d...https://twitter.com/d...13.0010.0RoccoNaNhttps://pbs.twimg.com...1.0Old_english_sheepdog0.302200TrueLhasa0.258803TrueBriard1.792000e-01TrueNaN
8657599237987370516481465656332016-08-01 01:28:46+00:00http://twitter.com/do...We only rate dogs... ...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.324579TrueSeat_belt0.109168FalsePug1.024660e-01TrueNaN
866759846353224826880672919632016-07-31 20:21:02+00:00http://twitter.com/do...This is Kirby. He's a...https://twitter.com/d...11.0010.0KirbyNaNhttps://pbs.twimg.com...1.0Sussex_spaniel0.355395TrueVizsla0.141094TrueOtterhound9.219820e-02TrueNaN
867759793422261743616595219042016-07-31 16:50:42+00:00http://twitter.com/do...Meet Maggie &amp; Lil...https://twitter.com/d...12.0010.0Maggiedoggo, pupperhttps://pbs.twimg.com...2.0Golden_retriever0.985876TrueLabrador_retriever0.001948TrueKuvasz1.751740e-03True1.0
868759557299618865152468711812016-07-31 01:12:26+00:00http://twitter.com/do...This is Emma. She can...https://twitter.com/d...10.0010.0EmmaNaNhttps://pbs.twimg.com...2.0Golden_retriever0.763333TrueChesapeake_bay_retriever0.194251TrueLabrador_retriever1.222540e-02TrueNaN
869759447681597108224847024522016-07-30 17:56:51+00:00http://twitter.com/do...This is Oakley. He ha...https://twitter.com/d...11.0010.0OakleyNaNhttps://pbs.twimg.com...1.0Kuvasz0.223148TrueBedlington_terrier0.220731TrueTeddy1.813030e-01FalseNaN
871759197388317847553606919422016-07-30 01:22:17+00:00http://twitter.com/do...This is Luna. She's j...https://twitter.com/d...12.0010.0LunaNaNhttps://pbs.twimg.com...1.0Kuvasz0.511341TrueGolden_retriever0.076899TrueWhite_wolf6.326940e-02FalseNaN
8737590995235327795201447941592016-07-29 18:53:24+00:00http://twitter.com/do...Meet Toby. He has a d...https://twitter.com/d...7.0010.0TobyNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.129034TrueKelpie0.117508TrueSiberian_husky1.067080e-01TrueNaN
874759047813560868866647020032016-07-29 15:27:55+00:00http://twitter.com/do...This is Spencer. He's...https://twitter.com/d...11.0010.0SpencerNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.778546TrueBathing_cap0.154254FalseGolden_retriever2.497160e-02TrueNaN
8767588286599227023361120038192016-07-29 00:57:05+00:00http://twitter.com/do...This doggo is just wa...https://twitter.com/d...13.0010.0NaNdoggohttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.480048TrueVizsla0.264522TrueWeimaraner1.218400e-01True1.0
877758740312047005698572216082016-07-28 19:06:01+00:00http://twitter.com/do...Meet Boston. He's wor...https://twitter.com/d...12.0010.0BostonNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.848514TrueLabrador_retriever0.110054TrueCurly-coated_retriever2.520140e-02TrueNaN
87875847496612381081637979962016-07-28 01:31:38+00:00http://twitter.com/do...This is Brandonald. H...https://twitter.com/d...11.0010.0BrandonaldNaNhttps://pbs.twimg.com...1.0Pembroke0.546145TrueCardigan0.244200TrueGerman_shepherd1.004290e-01TrueNaN
880758405701903519748520719032016-07-27 20:56:24+00:00http://twitter.com/do...This is Odie. He fall...https://twitter.com/d...10.0010.0OdieNaNhttps://pbs.twimg.com...4.0Chesapeake_bay_retriever0.702954TrueLaptop0.092277FalseNotebook3.272680e-02FalseNaN
881758355060040593408338910652016-07-27 17:35:10+00:00http://twitter.com/do...This is Corey. He's a...https://twitter.com/d...11.0010.0CoreyNaNhttps://pbs.twimg.com...1.0Pembroke0.987643TrueCardigan0.012112TrueSiamese_cat1.174770e-04FalseNaN
887757611664640446465455911022016-07-25 16:21:11+00:00http://twitter.com/do...This is Cooper. He tr...https://twitter.com/d...12.0010.0CooperNaNhttps://pbs.twimg.com...1.0Bluetick0.829259TrueBeagle0.145358TrueWalker_hound1.959530e-02TrueNaN
891757393109802180609580017252016-07-25 01:52:43+00:00http://twitter.com/do...Here's a doggo comple...https://twitter.com/d...10.0010.0NaNdoggohttps://pbs.twimg.com...2.0Labrador_retriever0.787125TrueChesapeake_bay_retriever0.112676TrueRottweiler4.803860e-02True1.0
892757354760399941633450614132016-07-24 23:20:20+00:00http://twitter.com/do...This is Devón (pronou...https://twitter.com/d...8.0010.0DevónNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.914667TrueWhippet0.047774TrueIce_lolly1.547680e-02FalseNaN
893756998049151549440626419782016-07-23 23:42:53+00:00http://twitter.com/do...This is Oliver. He's ...https://twitter.com/d...11.0010.0OliverNaNhttps://pbs.twimg.com...4.0Golden_retriever0.678555TrueLabrador_retriever0.072632TrueBorder_terrier4.903300e-02TrueNaN
894756939218950160384663219982016-07-23 19:49:07+00:00http://twitter.com/do...This is Jax. He is a ...https://twitter.com/d...12.0010.0Jaxpupperhttps://pbs.twimg.com...1.0Golden_retriever0.790371TrueCocker_spaniel0.130268TrueLabrador_retriever6.462870e-02True1.0
895756651752796094464503312952016-07-23 00:46:50+00:00http://twitter.com/do...This is Gert. He just...https://twitter.com/d...11.0010.0GertNaNhttps://pbs.twimg.com...1.0Pembroke0.294808TrueKelpie0.282301TrueCardigan1.126010e-01TrueNaN
897756303284449767430391610882016-07-22 01:42:09+00:00http://twitter.com/do...Pwease accept dis ros...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.981652TrueCocker_spaniel0.006790TrueLabrador_retriever4.324510e-03TrueNaN
899756275833623502848639115202016-07-21 23:53:04+00:00http://twitter.com/do...When ur older sibling...https://twitter.com/d...10.0010.0NaNpuppohttps://pbs.twimg.com...1.0Airedale0.602957TrueIrish_terrier0.086981TrueBloodhound8.627650e-02True1.0
900755955933503782912730128662016-07-21 02:41:54+00:00http://twitter.com/do...Here's a frustrated p...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Pekinese0.596882TrueMaltese_dog0.176478TrueGreat_pyrenees2.677530e-02True1.0
90275511066876903833721131110372016-07-18 18:43:07+00:00http://twitter.com/do...This is Watson. He tr...https://twitter.com/d...13.0010.0WatsonNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.708974TrueGolden_retriever0.114314TrueGreat_pyrenees6.581340e-02TrueNaN
904754856583969079297688425042016-07-18 01:53:28+00:00http://twitter.com/do...This is Winnie. She's...https://twitter.com/d...11.0010.0WinnieNaNhttps://pbs.twimg.com...2.0Golden_retriever0.872385TrueLabrador_retriever0.099963TrueCocker_spaniel6.050830e-03TrueNaN
90775444951296661913637427292016-07-16 22:55:55+00:00http://twitter.com/do...This is Dex. He can s...https://twitter.com/d...11.0010.0DexNaNhttps://pbs.twimg.com...1.0Beagle0.858513TrueBasset0.076012TrueEnglish_foxhound1.624560e-02TrueNaN
908754120377874386944785723522016-07-16 01:08:03+00:00http://twitter.com/do...When you hear your ow...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chow0.168909TrueNorfolk_terrier0.129114TruePomeranian1.208220e-01TrueNaN
909753655901052166144582021582016-07-14 18:22:23+00:00http://twitter.com/do...\"The dogtor is in hah...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.456092TrueToy_terrier0.153126TrueItalian_greyhound1.441470e-01TrueNaN
911753398408988139520572818902016-07-14 01:19:12+00:00http://twitter.com/do...This is Scout. Her ba...https://twitter.com/d...12.0010.0ScoutNaNhttps://pbs.twimg.com...1.0Whippet0.163794TrueItalian_greyhound0.157192TrueEnglish_foxhound1.429950e-01TrueNaN
912753375668877008896761423132016-07-13 23:48:51+00:00http://twitter.com/do...This is Hank. He's mi...https://twitter.com/d...8.0010.0HankNaNhttps://pbs.twimg.com...1.0Bluetick0.360071TrueCrutch0.134816FalseTripod9.820660e-02FalseNaN
914753294487569522689335810352016-07-13 18:26:16+00:00http://twitter.com/do...This is Ace. He's a w...https://twitter.com/d...11.0010.0AceNaNhttps://pbs.twimg.com...1.0Chow0.194773TrueMonitor0.102305FalseSiberian_husky8.685470e-02TrueNaN
91675302697350558105639129592016-07-13 00:43:15+00:00http://twitter.com/do...Say hello to Tayzie. ...https://twitter.com/d...10.0010.0TayzieNaNhttps://pbs.twimg.com...3.0Pembroke0.868511TrueCardigan0.103708TrueShetland_sheepdog1.814160e-02TrueNaN
918752917284578922496691115682016-07-12 17:27:23+00:00http://twitter.com/do...This is Grizzie. She'...https://twitter.com/d...11.0010.0GrizzieNaNhttps://pbs.twimg.com...1.0German_shepherd0.609283TrueMalinois0.352460TrueKelpie1.610520e-02TrueNaN
920752682090207055872598115842016-07-12 01:52:49+00:00http://twitter.com/do...Nothing better than a...https://twitter.com/d...10.0010.0NaNdoggohttps://pbs.twimg.com...2.0German_shepherd0.299966TrueEskimo_dog0.278355TrueSiberian_husky1.785200e-01True1.0
924752334515931054080380010882016-07-11 02:51:40+00:00http://twitter.com/do...Here's a doggo trying...https://twitter.com/d...8.0010.0NaNdoggohttps://pbs.twimg.com...1.0Bedlington_terrier0.399163TrueStandard_poodle0.086425TrueWire-haired_fox_terrier7.523110e-02True1.0
926752173152931807232595018262016-07-10 16:10:29+00:00http://twitter.com/do...This is Brody. He's a...https://twitter.com/d...12.0010.0BrodyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.527659TrueGerman_shepherd0.174765TrueChihuahua4.552540e-02TrueNaN
928751937170840121344517413232016-07-10 00:32:46+00:00http://twitter.com/do...This is Ruby. Her ice...https://twitter.com/d...11.0010.0RubyNaNhttps://pbs.twimg.com...1.0Lakeland_terrier0.424168TrueTeddy0.260562FalseGolden_retriever1.274320e-01TrueNaN
929751830394383790080578819342016-07-09 17:28:29+00:00http://twitter.com/do...This is Tucker. He's ...https://twitter.com/d...12.0010.0TuckerNaNhttps://pbs.twimg.com...1.0Chow0.703569TruePomeranian0.076637TrueSiamese_cat4.595910e-02FalseNaN
931751598357617971201788830232016-07-09 02:06:27+00:00http://twitter.com/do...This is Toby. A cat g...https://twitter.com/d...13.0010.0TobyNaNhttps://pbs.twimg.com...1.0Toy_poodle0.757756TrueMiniature_poodle0.035150TrueScottish_deerhound2.769820e-02TrueNaN
932751583847268179968437310932016-07-09 01:08:47+00:00http://twitter.com/do...Please stop sending i...https://twitter.com/d...5.0010.0NaNdoggo, pupperhttps://pbs.twimg.com...1.0Dalmatian0.868304TrueStudio_couch0.059623FalseSnow_leopard1.387630e-02False1.0
933751538714308972544501212542016-07-08 22:09:27+00:00http://twitter.com/do...This is Max. She has ...https://twitter.com/d...10.0010.0MaxNaNhttps://pbs.twimg.com...2.0Labrador_retriever0.516257TrueGolden_retriever0.210839TrueDingo1.620220e-01FalseNaN
93475145690874635468831999932016-07-08 16:44:23+00:00http://twitter.com/do...Here's a pupper that'...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.714409TrueAfghan_hound0.066163TrueChow2.841260e-02True1.0
9357512512472991907841244658382016-07-08 03:07:09+00:00http://twitter.com/do...This is Gilbert. He's...https://twitter.com/d...10.0010.0GilbertNaNhttps://pbs.twimg.com...1.0Walker_hound0.178852TrueGerman_short-haired_p...0.115752TrueEnglish_foxhound1.137960e-01TrueNaN
936751205363882532864629318012016-07-08 00:04:50+00:00http://twitter.com/do...\"This photographer to...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...2.0Labrador_retriever0.947164TrueChesapeake_bay_retriever0.020597TrueGolden_retriever1.657920e-02TrueNaN
937751132876104687617504612922016-07-07 19:16:47+00:00http://twitter.com/do...This is Cooper. He's ...https://twitter.com/d...10.0010.0Cooperpuppohttps://pbs.twimg.com...1.0Labrador_retriever0.929390TrueChesapeake_bay_retriever0.038254TrueGolden_retriever7.610200e-03True1.0
938750868782890057730476613502016-07-07 01:47:22+00:00http://twitter.com/do...Meet Milo. He hauled ...https://twitter.com/d...11.0010.0Milopupperhttps://pbs.twimg.com...4.0Toy_poodle0.912648TrueMiniature_poodle0.035059TrueSeat_belt2.637560e-02False1.0
9397507196325631426561311250042016-07-06 15:54:42+00:00http://twitter.com/do...This is Meyer. He has...https://twitter.com/d...12.0010.0MeyerNaNhttps://pbs.twimg.com...1.0Pembroke0.972587TrueCardigan0.014772TrueBasenji5.798030e-03TrueNaN
9417504292978155520011311242462016-07-05 20:41:01+00:00http://twitter.com/do...This is Arnie. He's a...https://twitter.com/d...12.0010.0ArnieNaNhttps://pbs.twimg.com...1.0Golden_retriever0.964929TrueLabrador_retriever0.011584TrueRefrigerator7.498620e-03FalseNaN
942750383411068534784453511422016-07-05 17:38:41+00:00http://twitter.com/do...This is Zoe. She was ...https://twitter.com/d...9.0010.0Zoepupperhttps://pbs.twimg.com...1.0Border_collie0.672791TrueCollie0.270188TruePapillon3.450390e-02True1.0
94475014720837740953630889542016-07-05 02:00:06+00:00http://twitter.com/do...And finally, happy 4t...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.977765TrueBoston_bull0.004794TrueFrench_bulldog4.572840e-03TrueNaN
945750132105863102464359612882016-07-05 01:00:05+00:00http://twitter.com/do...This is Stewie. He wi...https://twitter.com/d...11.0010.0StewieNaNhttps://pbs.twimg.com...1.0Toy_poodle0.478018TrueMiniature_poodle0.207458TrueCroquet_ball8.587890e-02FalseNaN
946750117059602808832430912992016-07-05 00:00:18+00:00http://twitter.com/do...This is Calvin. He ju...https://twitter.com/d...10.0010.0CalvinNaNhttps://pbs.twimg.com...2.0Shih-tzu0.814405TrueLhasa0.175220TruePekinese8.072300e-03TrueNaN
94775010189900998246430318352016-07-04 23:00:03+00:00http://twitter.com/do...Meet Lilah. She agree...https://twitter.com/d...11.0010.0LilahNaNhttps://pbs.twimg.com...2.0Golden_retriever0.316704TrueLlama0.174269FalseLabrador_retriever1.473640e-01TrueNaN
94875008683681548697621585282016-07-04 22:00:12+00:00https://about.twitter...This is Spanky. He wa...https://twitter.com/d...12.0010.0SpankyNaNhttps://pbs.twimg.com...1.0Pug0.978277TrueTeddy0.003134FalseBrabancon_griffon3.061490e-03TrueNaN
949750071704093859840779033072016-07-04 21:00:04+00:00http://twitter.com/do...Pause your cookout an...https://twitter.com/d...10.0010.0NaNpupperhttps://pbs.twimg.com...2.0Redbone0.382113TrueMalinois0.249943TrueMiniature_pinscher7.092620e-02True1.0
95075005668428691456131488922016-07-04 20:00:23+00:00https://about.twitter...This is Jameson. He h...https://twitter.com/d...11.0010.0JamesonNaNhttps://pbs.twimg.com...1.0Saluki0.484428TrueBorzoi0.263550TrueLabrador_retriever7.700380e-02TrueNaN
95175004162817421721631606092016-07-04 19:00:33+00:00https://about.twitter...This is Beau. He's tr...https://twitter.com/d...13.0010.0BeauNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.252031TrueMaltese_dog0.188090TrueGolden_retriever1.330170e-01TrueNaN
95275002655854745600027107872016-07-04 18:00:41+00:00https://about.twitter...Meet Jax &amp; Jil. J...https://twitter.com/d...10.0010.0JaxNaNhttps://pbs.twimg.com...1.0Standard_poodle0.258732TrueTeddy0.130760FalseToy_poodle7.172630e-02TrueNaN
95474999628372988313630588092016-07-04 16:00:22+00:00https://about.twitter...This is Bo. He emanat...https://twitter.com/d...12.0010.0BoNaNhttps://pbs.twimg.com...1.0Old_english_sheepdog0.515319TrueWest_highland_white_t...0.151040TrueSoft-coated_wheaten_t...5.642000e-02TrueNaN
956749774190421639168463813082016-07-04 01:17:51+00:00http://twitter.com/do...This is Lucy. She's a...https://twitter.com/d...12.0010.0LucyNaNhttps://pbs.twimg.com...1.0Pekinese0.879012TrueChihuahua0.054855TrueBlenheim_spaniel2.104100e-02TrueNaN
957749417653287129088608016272016-07-03 01:41:06+00:00http://twitter.com/do...This is Finn. He's th...https://twitter.com/d...11.0010.0Finnpupperhttps://pbs.twimg.com...2.0Papillon0.772894TrueShetland_sheepdog0.042408TrueCollie4.231310e-02True1.0
95874940309375064883426085302016-07-03 00:43:15+00:00http://twitter.com/do...Duuun dun... duuun du...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.694541TrueCurly-coated_retriever0.076335TrueIrish_water_spaniel4.854950e-02TrueNaN
959749395845976588288850834102016-07-03 00:14:27+00:00http://twitter.com/do...This is George. He ju...https://twitter.com/d...10.0010.0GeorgeNaNhttps://pbs.twimg.com...1.0Pomeranian0.973715TrueChow0.020758TrueKeeshond3.784360e-03TrueNaN
960749317047558017024547122172016-07-02 19:01:20+00:00http://twitter.com/do...This is Blu. He's a w...https://twitter.com/d...12.0010.0Bluflooferhttps://pbs.twimg.com...1.0Wire-haired_fox_terrier0.155144TrueLakeland_terrier0.108382TrueBuckeye7.461670e-02False1.0
962749064354620928000477715082016-07-02 02:17:13+00:00http://twitter.com/do...Meet Winston. He's pu...https://twitter.com/d...11.0010.0WinstonNaNhttps://pbs.twimg.com...2.0Pug0.985222TrueBrabancon_griffon0.003314TruePekinese2.988880e-03TrueNaN
9647489774058895032361071233732016-07-01 20:31:43+00:00http://twitter.com/do...What jokester sent in...https://twitter.com/d...10.0010.0notNaNhttps://pbs.twimg.com...1.0German_short-haired_p...0.742216TrueBluetick0.152810TrueEnglish_setter5.183470e-02TrueNaN
965748932637671223296577822272016-07-01 17:33:49+00:00http://twitter.com/do...Say hello to Divine D...https://twitter.com/d...13.0010.0Divinedoggohttps://pbs.twimg.com...1.0Borzoi0.742912TrueWire-haired_fox_terrier0.204082TrueEnglish_setter2.103230e-02True1.0
967748699167502000129471615712016-07-01 02:06:06+00:00http://twitter.com/do...Meet Tripp. He's bein...https://twitter.com/d...11.0010.0TrippNaNhttps://pbs.twimg.com...1.0Pembroke0.849029TrueCardigan0.083629TrueKelpie2.439450e-02TrueNaN
97074856894675277414421906652016-06-30 17:28:39+00:00http://twitter.com/do...This is Cora. She rin...https://twitter.com/d...12.0010.0CoraNaNhttps://pbs.twimg.com...1.0Tibetan_terrier0.328161TrueToy_poodle0.304836TrueMiniature_poodle7.087840e-02TrueNaN
971748346686624440324518812202016-06-30 02:45:28+00:00http://twitter.com/do...\"So... we meat again\"...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Borzoi0.596455TrueWhippet0.231428TrueSaluki5.826140e-02TrueNaN
97374832405048164762036637512016-06-30 01:15:31+00:00http://twitter.com/do...This is Duke. He perm...https://twitter.com/d...11.0010.0DukeNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.880499TrueCollie0.107901TruePembroke3.606670e-03TrueNaN
976747963614829678593573721182016-06-29 01:23:16+00:00http://twitter.com/do...PUPPER NOOOOO BEHIND ...https://twitter.com/d...10.0010.0NaNpupperhttps://pbs.twimg.com...1.0Kelpie0.307672TrueIrish_terrier0.197486TrueDingo1.054750e-01False1.0
977747933425676525569655525122016-06-28 23:23:19+00:00http://twitter.com/do...Pls don't send more s...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Samoyed0.998201TrueEskimo_dog0.000793TrueGreat_pyrenees2.957500e-04TrueNaN
97874788587427321446429209642016-06-28 20:14:22+00:00http://twitter.com/do...This is a mighty rare...https://twitter.com/d...8.0010.0aNaNhttps://pbs.twimg.com...1.0Kuvasz0.408450TrueSamoyed0.141330TruePug8.301840e-02TrueNaN
97974784409942898688028047452016-06-28 17:28:22+00:00http://twitter.com/do...This is Huxley. He's ...https://twitter.com/d...11.0010.0HuxleyNaNhttps://pbs.twimg.com...1.0Pembroke0.360428TruePapillon0.263134TrueChihuahua1.312460e-01TrueNaN
980747816857231626240481711482016-06-28 15:40:07+00:00http://twitter.com/do...Viewer discretion is ...https://twitter.com/d...4.0010.0aNaNhttps://pbs.twimg.com...1.0Pembroke0.768923TrueChihuahua0.029053TrueShetland_sheepdog2.903540e-02TrueNaN
98374760076947869286423095522016-06-28 01:21:27+00:00http://twitter.com/do...This is Bookstore and...https://twitter.com/d...10.0010.0BookstoreNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.804363TrueWeimaraner0.054431TrueLabrador_retriever4.326760e-02TrueNaN
984747594051852075008364710472016-06-28 00:54:46+00:00http://twitter.com/do...Again w the sharks gu...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Basenji0.389136TrueDingo0.270226FalseChihuahua9.893880e-02TrueNaN
985747512671126323200549715942016-06-27 19:31:23+00:00http://twitter.com/do...Guys pls stop sending...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Cardigan0.111493TrueMalinois0.095089TrueGerman_shepherd8.014560e-02TrueNaN
989747219827526344708522015502016-06-27 00:07:44+00:00http://twitter.com/do...This is Atticus. He's...https://twitter.com/d...11.0010.0AtticusNaNhttps://pbs.twimg.com...2.0Shetland_sheepdog0.548018TrueMarmot0.165503FalseCollie4.300260e-02TrueNaN
991747103485104099331949439282016-06-26 16:25:26+00:00http://twitter.com/do...Guys... I said DOGS w...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.991954TrueGolden_retriever0.002228TrueDoormat1.404020e-03FalseNaN
993746872823977771008593321112016-06-26 01:08:52+00:00http://twitter.com/do...This is a carrot. We ...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...1.0Pembroke0.540201TrueBeagle0.207835TrueItalian_greyhound4.356490e-02TrueNaN
995746790600704425984482715882016-06-25 19:42:08+00:00http://twitter.com/do...When you just can't r...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...3.0Boston_bull0.936183TrueGuinea_pig0.010084FalseCardigan1.007700e-02TrueNaN
997746726898085036033600017772016-06-25 15:29:00+00:00http://twitter.com/do...Meet Abby. She's incr...https://twitter.com/d...12.0010.0AbbyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.256505TrueLabrador_retriever0.252417TrueSeat_belt2.031630e-01FalseNaN
1000746507379341139972461810742016-06-25 00:56:43+00:00http://twitter.com/do...This is Shiloh. She d...https://twitter.com/d...10.0010.0ShilohNaNhttps://pbs.twimg.com...1.0Toy_poodle0.508292TrueLakeland_terrier0.234458TrueAffenpinscher8.456280e-02TrueNaN
1001746369468511756288613916152016-06-24 15:48:42+00:00http://twitter.com/do...This is an Iraqi Spee...https://twitter.com/d...9.0010.0anNaNhttps://pbs.twimg.com...1.0German_shepherd0.622957TrueMalinois0.338884TrueWallaby2.416150e-02FalseNaN
1002746131877086527488685421752016-06-24 00:04:36+00:00http://twitter.com/do...This is Gustav. He ha...https://twitter.com/d...10.0010.0GustavNaNhttps://pbs.twimg.com...1.0Chow0.575637TruePomeranian0.195950TrueNorwich_terrier1.412240e-01TrueNaN
100374605668336599449635318032016-06-23 19:05:49+00:00http://twitter.com/do...This is Arlen and Thu...https://twitter.com/d...11.0010.0ArlenNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.433320TrueCollie0.335997TrueBorzoi1.771790e-01TrueNaN
1004745789745784041472398410562016-06-23 01:25:06+00:00http://twitter.com/do...This is Gus. He didn'...https://twitter.com/d...10.0010.0GusNaNhttps://pbs.twimg.com...1.0Pekinese0.984267TrueShih-tzu0.008942TrueCocker_spaniel1.928260e-03TrueNaN
1007745422732645535745849524142016-06-22 01:06:43+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...9.0010.0veryNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.663800TrueGolden_retriever0.308261TrueIce_bear4.269210e-03FalseNaN
1010745057283344719872719622352016-06-21 00:54:33+00:00http://twitter.com/do...This is Oliver. He's ...https://twitter.com/d...12.0010.0OliverNaNhttps://pbs.twimg.com...2.0Shetland_sheepdog0.963985TrueCollie0.026206TrueBorder_collie4.543650e-03TrueNaN
101174499556852361216029476082016-06-20 20:49:19+00:00http://twitter.com/do...This is Abby. She got...https://twitter.com/d...9.0010.0Abbypuppohttps://pbs.twimg.com...1.0Old_english_sheepdog0.427481TrueShih-tzu0.146336TrueTibetan_terrier1.342690e-01True1.0
1012744971049620602880780626542016-06-20 19:11:53+00:00http://twitter.com/do...Say hello to Indie an...https://twitter.com/d...12.0010.0IndieNaNhttps://pbs.twimg.com...1.0Toy_poodle0.497755TrueGolden_retriever0.282017TrueMiniature_poodle9.003240e-02TrueNaN
1013744709971296780288556415462016-06-20 01:54:27+00:00http://twitter.com/do...This is Harvey. He's ...https://twitter.com/d...10.0010.0HarveyNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.234431TrueSamoyed0.114876TrueCollie8.661370e-02TrueNaN
1014744334592493166593672520832016-06-19 01:02:50+00:00http://twitter.com/do...This is Blanket. She ...https://twitter.com/d...11.0010.0BlanketNaNhttps://pbs.twimg.com...1.0Samoyed0.960543TruePomeranian0.012192TrueWhite_wolf4.752990e-03FalseNaN
1015744234799360020481154886769572016-06-18 18:26:18+00:00http://twitter.com/do...Here's a doggo realiz...https://twitter.com/d...13.0010.0NaNdoggohttps://pbs.twimg.com...1.0Labrador_retriever0.825333TrueIce_bear0.044681FalseWhippet1.844220e-02True1.0
1017743980027717509120412810812016-06-18 01:33:55+00:00http://twitter.com/do...This is Geno. He's a ...https://twitter.com/d...11.0010.0GenoNaNhttps://pbs.twimg.com...1.0Bull_mastiff0.975730TrueRhodesian_ridgeback0.008073TruePug5.570870e-03TrueNaN
101874389584952938906136149532016-06-17 19:59:26+00:00http://twitter.com/do...When you're given AUX...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Dalmatian0.562315TrueGreat_dane0.416478TrueGerman_short-haired_p...8.552360e-03TrueNaN
1020743609206067040256443013662016-06-17 01:00:24+00:00http://twitter.com/do...Meet Stark. He just h...https://twitter.com/d...10.0010.0StarkNaNhttps://pbs.twimg.com...3.0Weimaraner0.982794TrueAmerican_staffordshir...0.004766TrueGreat_dane3.432010e-03TrueNaN
1024743253157753532416418812102016-06-16 01:25:36+00:00http://twitter.com/do...This is Kilo. He cann...https://twitter.com/d...10.0010.0Kilopuppohttps://pbs.twimg.com...1.0Malamute0.442612TrueSiberian_husky0.368137TrueEskimo_dog1.778220e-01True1.0
1025743222593470234624613518902016-06-15 23:24:09+00:00http://twitter.com/do...This is a very rare G...https://twitter.com/d...12.0010.0apupperhttps://pbs.twimg.com...1.0Kuvasz0.350629TrueSoft-coated_wheaten_t...0.182782TrueGolden_retriever8.766240e-02True1.0
1026743210557239623680379813412016-06-15 22:36:19+00:00http://twitter.com/do...Meet Kayla, an underg...https://twitter.com/d...10.0010.0KaylaNaNhttps://pbs.twimg.com...1.0Golden_retriever0.930705TrueChesapeake_bay_retriever0.025934TrueLabrador_retriever7.535360e-03TrueNaN
1030742423170473463808972037132016-06-13 18:27:32+00:00http://twitter.com/do...This is Bell. She lik...https://twitter.com/d...12.0010.0BellNaNhttps://pbs.twimg.com...1.0Pug0.997310TrueBrabancon_griffon0.001186TrueFrench_bulldog4.279890e-04TrueNaN
1031742385895052087300672619442016-06-13 15:59:24+00:00http://twitter.com/do...This is Phil. That's ...https://twitter.com/d...11.0010.0PhilNaNhttps://pbs.twimg.com...1.0Cardigan0.566911TrueBorder_collie0.117566TrueAppenzeller4.766400e-02TrueNaN
1034741793263812808706449514942016-06-12 00:44:30+00:00http://twitter.com/do...When your crush won't...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Kuvasz0.311325TrueFrench_bulldog0.115349TrueLabrador_retriever6.853350e-02TrueNaN
1035741743634094141440808327162016-06-11 21:27:17+00:00http://twitter.com/do...Meet Aqua. She's a sa...https://twitter.com/d...11.0010.0Aquapupperhttps://pbs.twimg.com...1.0Labrador_retriever0.786089TrueFlat-coated_retriever0.048652TrueChesapeake_bay_retriever3.469330e-02True1.0
103674143825966703411236428192016-06-11 01:13:51+00:00http://twitter.com/do...This is Tucker. He's ...https://twitter.com/d...9.0010.0TuckerNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.292675TrueRedbone0.197858TrueVizsla1.503120e-01TrueNaN
1037741303864243200000869131612016-06-10 16:19:48+00:00http://twitter.com/do...This is Theodore. He ...https://twitter.com/d...12.0010.0TheodoreNaNhttps://pbs.twimg.com...1.0Chihuahua0.768156TruePug0.014902TruePekinese1.281580e-02TrueNaN
1039741067306818797568942030592016-06-10 00:39:48+00:00http://twitter.com/do...This is just downrigh...https://twitter.com/d...12.0010.0justdoggo, pupperhttps://pbs.twimg.com...1.0Golden_retriever0.843799TrueLabrador_retriever0.052956TrueKelpie3.571110e-02True1.0
1040740995100998766593629527012016-06-09 19:52:53+00:00http://twitter.com/do...This is Leo. He's a v...https://twitter.com/d...10.0010.0LeoNaNhttps://pbs.twimg.com...1.0Malamute0.454363TrueSamoyed0.215967TrueSiberian_husky7.750030e-02TrueNaN
104174071178819974349033649242016-06-09 01:07:06+00:00http://twitter.com/do...Here we are witnessin...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Toy_poodle0.388277TrueAngora0.180264FalsePersian_cat4.965610e-02FalseNaN
104674035901604868915232638522016-06-08 01:45:19+00:00http://twitter.com/do...This is Chase. He's i...https://twitter.com/d...9.0010.0ChaseNaNhttps://pbs.twimg.com...1.0Golden_retriever0.863687TrueKuvasz0.048590TrueLabrador_retriever4.739660e-02TrueNaN
1047740214038584557568661619382016-06-07 16:09:13+00:00http://twitter.com/do...This is getting incre...https://twitter.com/d...10.0010.0gettingNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.586414TrueLabrador_retriever0.189782TrueVizsla6.760720e-02TrueNaN
10487399791916392448001973958572016-06-07 00:36:02+00:00http://twitter.com/do...This is Nollie. She's...https://twitter.com/d...12.0010.0NollieNaNhttps://pbs.twimg.com...1.0Irish_water_spaniel0.285800TrueWig0.240653FalseToy_poodle7.491390e-02TrueNaN
1049739932936087216128400910632016-06-06 21:32:13+00:00http://twitter.com/do...Say hello to Rorie. S...https://twitter.com/d...10.0010.0RorieNaNhttps://pbs.twimg.com...1.0Redbone0.243904TrueBeagle0.210975TrueVizsla7.644300e-02TrueNaN
105073984440407307468837638482016-06-06 15:40:26+00:00http://twitter.com/do...This is Simba. He's t...https://twitter.com/d...12.0010.0SimbaNaNhttps://pbs.twimg.com...1.0Toy_poodle0.342397TrueTable_lamp0.104451FalseMiniature_poodle7.987100e-02TrueNaN
1052739606147276148736532816352016-06-05 23:53:41+00:00http://twitter.com/do...Meet Benji. He just t...https://twitter.com/d...9.0010.0Benjipupperhttps://pbs.twimg.com...3.0Blenheim_spaniel0.933755TrueCocker_spaniel0.041719TrueBrittany_spaniel6.712560e-03True1.0
105373954407931958886439053209522016-06-05 19:47:03+00:00http://twitter.com/do...This... is a Tyrannos...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.967397TrueGolden_retriever0.016641TrueIce_bear1.485760e-02FalseNaN
1054739485634323156992706628902016-06-05 15:54:48+00:00http://twitter.com/do...This is Kyle. He's a ...https://twitter.com/d...6.0010.0KyleNaNhttps://pbs.twimg.com...2.0Walker_hound0.640256TrueEnglish_foxhound0.229799TrueBeagle3.775400e-02TrueNaN
1055739238157791694849114506571702016-06-04 23:31:25+00:00http://twitter.com/do...Here's a doggo blowin...https://twitter.com/d...13.0010.0NaNdoggohttps://pbs.twimg.com...1.0Eskimo_dog0.503372TrueSiberian_husky0.390413TrueMalamute8.090120e-02True1.0
105873888335977919692832677822016-06-04 00:01:35+00:00http://twitter.com/do...When a single soap or...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Labrador_retriever0.691137TrueGolden_retriever0.195558TrueChesapeake_bay_retriever1.958490e-02TrueNaN
1059738537504001953792502215122016-06-03 01:07:16+00:00http://twitter.com/do...This is Bayley. She f...https://twitter.com/d...11.0010.0Bayleypuppohttps://pbs.twimg.com...1.0Chow0.808737TrueGibbon0.028942FalsePembroke2.649790e-02True1.0
106073840241591812505632138152016-06-02 16:10:29+00:00http://twitter.com/do...\"Don't talk to me or ...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.346695TrueBlenheim_spaniel0.193905TrueChihuahua7.800000e-02TrueNaN
1061738184450748633089426411962016-06-02 01:44:22+00:00http://twitter.com/do...For the last time, we...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Bedlington_terrier0.289471TrueStandard_poodle0.173685TrueGreat_pyrenees1.570810e-01TrueNaN
1062738166403467907072866533052016-06-02 00:32:39+00:00http://twitter.com/do...This is Axel. He's a ...https://twitter.com/d...12.0010.0AxelNaNhttps://pbs.twimg.com...2.0Keeshond0.878886TrueNorwegian_elkhound0.086659TrueMalamute2.128030e-02TrueNaN
106373815629090025472124736312016-06-01 23:52:28+00:00http://twitter.com/do...This is Storkson. He'...https://twitter.com/d...10.0010.0StorksonNaNhttps://pbs.twimg.com...1.0Pug0.751758TrueTub0.110748FalseBathtub1.041320e-01FalseNaN
1064737826014890496000520217422016-06-01 02:00:04+00:00http://twitter.com/do...This is Remy. He has ...https://twitter.com/d...10.0010.0RemyNaNhttps://pbs.twimg.com...1.0Vizsla0.990391TrueRhodesian_ridgeback0.005605TrueChesapeake_bay_retriever2.869360e-03TrueNaN
1065737800304142471168987234162016-06-01 00:17:54+00:00http://twitter.com/do...This is Bella. She's ...https://twitter.com/d...10.0010.0BellaNaNhttps://pbs.twimg.com...1.0Malamute0.374682TrueNorwegian_elkhound0.334853TrueLimousine6.817320e-02FalseNaN
1066737678689543020544497412912016-05-31 16:14:39+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.935307TrueCardigan0.049874TrueChihuahua1.160320e-02TrueNaN
10677374458769946091521012443962016-05-31 00:49:32+00:00http://twitter.com/do...Just wanted to share ...https://twitter.com/d...13.0010.0NaNflooferhttps://pbs.twimg.com...1.0Samoyed0.400568TruePomeranian0.331268TrueMaltese_dog4.542610e-02True1.0
1070736736130620620800420017002016-05-29 01:49:16+00:00http://twitter.com/do...This is Chadrick. He'...https://twitter.com/d...13.0010.0ChadrickNaNhttps://pbs.twimg.com...1.0Schipperke0.545502TrueGroenendael0.298622TrueLabrador_retriever3.098640e-02TrueNaN
1073736225175608430592801127382016-05-27 15:58:54+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...10.0010.0veryNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.399217TrueWest_highland_white_t...0.137710TrueCocker_spaniel6.203270e-02TrueNaN
1074736010884653420544778929352016-05-27 01:47:23+00:00http://twitter.com/do...Right after you gradu...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Golden_retriever0.553901TrueLabrador_retriever0.119475TrueBluetick7.747500e-02TrueNaN
1075735991953473572864355211322016-05-27 00:32:10+00:00http://twitter.com/do...This is Maxaroni. He'...https://twitter.com/d...11.0010.0MaxaroniNaNhttps://pbs.twimg.com...2.0Cocker_spaniel0.961643TrueToy_poodle0.011547TrueSoft-coated_wheaten_t...4.903330e-03TrueNaN
1076735648611367784448398210852016-05-26 01:47:51+00:00http://twitter.com/do...*faints* 12/10 perfec...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Pembroke0.462594TrueSeat_belt0.261854FalseCardigan1.516980e-01True1.0
1077735635087207878657608423182016-05-26 00:54:06+00:00http://twitter.com/do...This is Dakota. He ha...https://twitter.com/d...11.0010.0DakotaNaNhttps://pbs.twimg.com...1.0Pug0.891871TrueGoose0.014377FalseFur_coat8.451430e-03FalseNaN
107973525601828487577632848652016-05-24 23:47:49+00:00http://twitter.com/do...This is Kellogg. He a...https://twitter.com/d...8.0010.0Kelloggdoggohttps://pbs.twimg.com...1.0Staffordshire_bullter...0.523191TrueFrench_bulldog0.351104TrueDoormat2.807530e-02False1.0
108073513702887936000130889592016-05-24 15:55:00+00:00http://twitter.com/do...Meet Buckley. His fam...https://twitter.com/d...9.0010.0Buckleypupperhttps://pbs.twimg.com...1.0Walker_hound0.413535TrueBeagle0.233891TrueEnglish_foxhound1.649430e-01True1.0
108173491229729508556827135182016-05-24 01:02:00+00:00http://twitter.com/do...This is Jax. He's a l...https://twitter.com/d...10.0010.0JaxNaNhttps://pbs.twimg.com...1.0Maltese_dog0.847292TrueFeather_boa0.059379FalseOld_english_sheepdog5.275800e-02TrueNaN
10827347876906846576641235861882016-05-23 16:46:51+00:00http://twitter.com/do...This dog is more succ...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...4.0Golden_retriever0.883991TrueChow0.023542TrueLabrador_retriever1.605590e-02TrueNaN
108373477636018343116824675302016-05-23 16:01:50+00:00http://twitter.com/do...This is Livvie. Someo...https://twitter.com/d...11.0010.0LivvieNaNhttps://pbs.twimg.com...1.0Siberian_husky0.304902TrueEskimo_dog0.155147TrueMalamute5.094240e-02TrueNaN
108573382812301645004935287682016-05-21 01:13:53+00:00http://twitter.com/do...This is Terry. The ha...https://twitter.com/d...10.0010.0TerryNaNhttps://pbs.twimg.com...2.0Beagle0.472324TrueWalker_hound0.121779TrueSaint_bernard1.146400e-01TrueNaN
1086733822306246479872361610092016-05-21 00:50:46+00:00http://twitter.com/do...This is Moose. He's a...https://twitter.com/d...10.0010.0Mooseflooferhttps://pbs.twimg.com...1.0Lhasa0.457356TrueShih-tzu0.371282TrueTibetan_terrier4.835900e-02True1.0
108773348200810666803230939382016-05-20 02:18:32+00:00http://twitter.com/do...\"Ello this is dog how...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0French_bulldog0.619382TrueComputer_keyboard0.142274FalseMouse5.850470e-02FalseNaN
1088733460102733135873413612622016-05-20 00:51:30+00:00http://twitter.com/do...This is Hermione. Her...https://twitter.com/d...11.0010.0HermioneNaNhttps://pbs.twimg.com...1.0Chow0.931275TrueBeaver0.028831FalseDhole1.737900e-02FalseNaN
108973310948527586099249528165922016-05-19 01:38:16+00:00http://twitter.com/do...Like father (doggo), ...https://twitter.com/d...12.0010.0NaNdoggo, pupperhttps://pbs.twimg.com...1.0Golden_retriever0.945523TrueLabrador_retriever0.042319TrueDoormat3.956260e-03False1.0
109173272608572558950435048792016-05-18 00:14:46+00:00http://twitter.com/do...This is Aldrick. He l...https://twitter.com/d...11.0010.0AldrickNaNhttps://pbs.twimg.com...1.0Pomeranian0.961902TrueSamoyed0.024289TrueChow5.771780e-03TrueNaN
109273258588948688896236127672016-05-17 14:57:41+00:00http://twitter.com/do...When your teacher agr...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Staffordshire_bullter...0.843359TrueAmerican_staffordshir...0.028290TrueMiniature_pinscher1.679290e-02TrueNaN
10947320056171713372161468153112016-05-16 00:31:53+00:00http://twitter.com/do...This is Larry. He has...https://twitter.com/d...11.0010.0LarryNaNhttps://pbs.twimg.com...1.0English_setter0.677408TrueBorder_collie0.052724TrueCocker_spaniel4.857190e-02TrueNaN
109573128527510051225634419782016-05-14 00:49:30+00:00http://twitter.com/do...This is Solomon. He's...https://twitter.com/d...12.0010.0SolomonNaNhttps://pbs.twimg.com...1.0Pembroke0.967103TrueCardigan0.021126TrueChihuahua2.231070e-03TrueNaN
1098730573383004487680482420992016-05-12 01:40:42+00:00http://twitter.com/do...This is Rooney. He ca...https://twitter.com/d...10.0010.0Rooneypupperhttps://pbs.twimg.com...2.0American_staffordshir...0.810158TrueLabrador_retriever0.058205TrueWeimaraner2.792950e-02True1.0
1099730427201120833536343610292016-05-11 15:59:50+00:00http://twitter.com/do...This is Crystal. She'...https://twitter.com/d...11.0010.0CrystalNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.682082TrueSiberian_husky0.289288TrueStaffordshire_bullter...8.770690e-03TrueNaN
1100730211855403241472376310392016-05-11 01:44:07+00:00http://twitter.com/do...This is Ziva. She doe...https://twitter.com/d...11.0010.0ZivaNaNhttps://pbs.twimg.com...1.0Pug0.341663TrueNorwegian_elkhound0.171222TrueGerman_shepherd1.246870e-01TrueNaN
1104729823566028484608391812272016-05-10 00:01:12+00:00http://twitter.com/do...This is Stefan. He's ...https://twitter.com/d...13.0010.0StefanNaNhttps://pbs.twimg.com...1.0Kelpie0.218408TrueArabian_camel0.114368FalseCoyote9.640930e-02FalseNaN
1105729463711119904772570422812016-05-09 00:11:16+00:00http://twitter.com/do...Meet Pupcasso. You ca...https://twitter.com/d...13.0010.0PupcassoNaNhttps://pbs.twimg.com...1.0German_shepherd0.829307TrueDoberman0.022500TrueBasenji2.119010e-02TrueNaN
110772898638309694668930988092016-05-07 16:34:32+00:00http://twitter.com/do...This is Puff. He star...https://twitter.com/d...11.0010.0PuffNaNhttps://pbs.twimg.com...2.0Maltese_dog0.952070TrueToy_poodle0.027271TrueMiniature_poodle4.874360e-03TrueNaN
1108728760639972315136460716712016-05-07 01:37:30+00:00http://twitter.com/do...When you're way too s...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.939134TrueCardigan0.054336TrueChihuahua5.590290e-03TrueNaN
110972875117968194355227186672016-05-07 00:59:55+00:00http://twitter.com/do...This is Flurpson. He ...https://twitter.com/d...10.0010.0FlurpsonNaNhttps://pbs.twimg.com...1.0Saint_bernard0.482050TrueCollie0.202740TrueBorzoi3.797580e-02TrueNaN
111272838716583567769636469462016-05-06 00:53:27+00:00http://twitter.com/do...This is Enchilada (ye...https://twitter.com/d...12.0010.0EnchiladaNaNhttps://pbs.twimg.com...1.0Collie0.266414TrueGreat_pyrenees0.138546TrueKeeshond1.090140e-01TrueNaN
1113728046963732717569423511792016-05-05 02:21:37+00:00http://twitter.com/do...This is Raymond. He c...https://twitter.com/d...11.0010.0RaymondNaNhttps://pbs.twimg.com...1.0Newfoundland0.255971TrueGroenendael0.175583TrueGerman_shepherd1.641350e-01TrueNaN
1115728015554473250816405410872016-05-05 00:16:48+00:00http://twitter.com/do...This is Rueben. He ha...https://twitter.com/d...11.0010.0Ruebenpupperhttps://pbs.twimg.com...1.0Cocker_spaniel0.384559TrueGolden_retriever0.091661TrueSandbar8.179890e-02False1.0
111672768567934233395229206342016-05-04 02:26:00+00:00http://twitter.com/do...This is Cilantro. She...https://twitter.com/d...12.0010.0CilantroNaNhttps://pbs.twimg.com...1.0Border_collie0.462408TrueCollie0.214556TrueEskimo_dog3.560360e-02TrueNaN
1117727644517743104000578417172016-05-03 23:42:26+00:00http://twitter.com/do...Here's a doggo strugg...https://twitter.com/d...13.0010.0NaNdoggohttps://pbs.twimg.com...2.0Great_pyrenees0.457164TrueKuvasz0.391710TrueLabrador_retriever9.452260e-02True1.0
1118727524757080539137440612002016-05-03 15:46:33+00:00http://twitter.com/do...This pupper had to un...https://twitter.com/d...10.0010.0NaNpupperhttps://pbs.twimg.com...2.0Pomeranian0.958834TrueChihuahua0.024099TrueChow3.941050e-03True1.0
111972731441605680332932857272016-05-03 01:50:44+00:00http://twitter.com/do...This pupper was about...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...2.0Toy_poodle0.827469TrueMiniature_poodle0.160760TrueTibetan_terrier1.730750e-03True1.0
1121727175381690781696385613622016-05-02 16:38:15+00:00http://twitter.com/do...This is Karll. He jus...https://twitter.com/d...10.0010.0KarllNaNhttps://pbs.twimg.com...2.0Flat-coated_retriever0.656463TrueGreat_dane0.084766TrueLabrador_retriever5.890850e-02TrueNaN
1124726887082820554753378715002016-05-01 21:32:40+00:00http://twitter.com/do...This is Blitz. He's a...https://twitter.com/d...10.0010.0BlitzNaNhttps://pbs.twimg.com...1.0Soft-coated_wheaten_t...0.515919TrueIrish_terrier0.162655TrueChesapeake_bay_retriever1.251820e-01TrueNaN
112572682822312489779235099892016-05-01 17:38:46+00:00http://twitter.com/do...This is Bloop. He's a...https://twitter.com/d...12.0010.0BloopNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.255327TrueBorder_terrier0.181279TrueLabrador_retriever1.251850e-01TrueNaN
1126726224900189511680436211232016-04-30 01:41:23+00:00http://twitter.com/do...I'm getting super hec...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Standard_poodle0.261112TrueCocker_spaniel0.094785TrueBucket6.994640e-02FalseNaN
1127725842289046749185696426262016-04-29 00:21:01+00:00http://twitter.com/do...This is Colby. He's c...https://twitter.com/d...12.0010.0ColbyNaNhttps://pbs.twimg.com...1.0Toy_poodle0.420463TrueMiniature_poodle0.132640TrueChesapeake_bay_retriever1.215230e-01TrueNaN
1128725786712245440512410813482016-04-28 20:40:11+00:00http://twitter.com/do...Say hello to Lillie. ...https://twitter.com/d...11.0010.0Lilliepupperhttps://pbs.twimg.com...1.0Chow0.335761TrueSamoyed0.167173TrueKuvasz1.457150e-01True1.0
1129725729321944506368512317542016-04-28 16:52:08+00:00http://twitter.com/do...This is Lola. She's a...https://twitter.com/d...12.0010.0LolaNaNhttps://pbs.twimg.com...1.0Boxer0.599076TrueBull_mastiff0.177318TrueFrench_bulldog1.414610e-01TrueNaN
1131724983749226668032367712872016-04-26 15:29:30+00:00http://twitter.com/do...This is Fred-Rick. He...https://twitter.com/d...12.0010.0FredNaNhttps://pbs.twimg.com...1.0Golden_retriever0.675750TrueGreat_pyrenees0.095168TrueCocker_spaniel7.604290e-02TrueNaN
113272477169812651212923136252016-04-26 01:26:53+00:00http://twitter.com/do...Nothin better than a ...https://twitter.com/d...11.0010.0NaNdoggohttps://pbs.twimg.com...2.0German_short-haired_p...0.835491TrueBluetick0.058788TrueEnglish_setter3.720830e-02True1.0
1133724405726123311104519716252016-04-25 01:12:38+00:00http://twitter.com/do...This is Ashleigh. She...https://twitter.com/d...10.0010.0Ashleighpupperhttps://pbs.twimg.com...1.0Golden_retriever0.240695TrueCocker_spaniel0.202444TrueFeather_boa1.593480e-01False1.0
1134724049859469295616425717482016-04-24 01:38:33+00:00http://twitter.com/do...This is Kreggory. He ...https://twitter.com/d...10.0010.0KreggoryNaNhttps://pbs.twimg.com...1.0Border_collie0.581835TrueCollie0.344588TrueShetland_sheepdog4.358420e-02TrueNaN
113572404634320385638526195452016-04-24 01:24:35+00:00http://twitter.com/do...This is Sarge. Not ev...https://twitter.com/d...10.0010.0SargeNaNhttps://pbs.twimg.com...1.0Boxer0.826272TrueBull_mastiff0.158595TrueGreat_dane1.185860e-02TrueNaN
1137723912936180330496382512162016-04-23 16:34:28+00:00http://twitter.com/do...This is Sugar. She's ...https://twitter.com/d...12.0010.0SugarNaNhttps://pbs.twimg.com...1.0Samoyed0.991772TruePomeranian0.003626TrueChow2.231830e-03TrueNaN
113972367316380094873629638732016-04-23 00:41:42+00:00http://twitter.com/do...This is Ivar. She is ...https://twitter.com/d...10.0010.0IvarNaNhttps://pbs.twimg.com...1.0Golden_retriever0.839390TrueLabrador_retriever0.065706TrueHand_blower1.294100e-02FalseNaN
1142722613351520608256488616092016-04-20 02:30:23+00:00http://twitter.com/do...Meet Schnitzel. He's ...https://twitter.com/d...12.0010.0SchnitzelNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.530915TrueGolden_retriever0.288230TrueChow4.485370e-02TrueNaN
1143721503162398597120454718082016-04-17 00:58:53+00:00http://twitter.com/do...This is Panda. He's h...https://twitter.com/d...11.0010.0PandaNaNhttps://pbs.twimg.com...3.0Pomeranian0.997750TrueChihuahua0.001248TruePekinese7.750020e-04TrueNaN
114472100118023150387224936012016-04-15 15:44:11+00:00http://twitter.com/do...This is Oliver. Bath ...https://twitter.com/d...11.0010.0Oliverpupperhttps://pbs.twimg.com...1.0Samoyed0.950053TrueWashbasin0.006321FalseTub6.243350e-03False1.0
114572078540656490086530687542016-04-15 01:26:47+00:00http://twitter.com/do...This is Archie. He he...https://twitter.com/d...12.0010.0ArchieNaNhttps://pbs.twimg.com...1.0Chihuahua0.896422TrueDingo0.027929FalseKelpie1.791580e-02TrueNaN
114672077534619127808024196502016-04-15 00:46:48+00:00http://twitter.com/do...This is Berkeley. He'...https://twitter.com/d...10.0010.0BerkeleyNaNhttps://pbs.twimg.com...1.0Newfoundland0.489970TrueGroenendael0.174497TrueGiant_schnauzer7.906670e-02TrueNaN
1147720415127506415616406014752016-04-14 00:55:25+00:00http://twitter.com/do...Garden's coming in ni...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Rottweiler0.990312TrueBlack-and-tan_coonhound0.002495TrueAmerican_black_bear1.733120e-03FalseNaN
1148720389942216527872626724622016-04-13 23:15:21+00:00http://twitter.com/do...This is Ralphé. He pa...https://twitter.com/d...11.0010.0RalphéNaNhttps://pbs.twimg.com...1.0Pembroke0.873977TrueCardigan0.043339TrueEskimo_dog1.919710e-02TrueNaN
1150720059472081784833380011062016-04-13 01:22:10+00:00http://twitter.com/do...This is Charleson. He...https://twitter.com/d...9.0010.0CharlesonNaNhttps://pbs.twimg.com...1.0Mexican_hairless0.451852TrueRedbone0.254884TrueItalian_greyhound9.481810e-02TrueNaN
1151720043174954147842483319722016-04-13 00:17:25+00:00http://twitter.com/do...This is Neptune. He's...https://twitter.com/d...11.0010.0NeptuneNaNhttps://pbs.twimg.com...1.0Samoyed0.954517TrueEskimo_dog0.029130TrueWhite_wolf4.462030e-03FalseNaN
1152719991154352222208476217132016-04-12 20:50:42+00:00http://twitter.com/do...This doggo was initia...https://twitter.com/d...10.0010.0NaNdoggohttps://pbs.twimg.com...2.0Golden_retriever0.605304TrueCocker_spaniel0.130948TrueLabrador_retriever9.469160e-02True1.0
1154719551379208073216496618702016-04-11 15:43:12+00:00http://twitter.com/do...This is Harnold. He a...https://twitter.com/d...10.0010.0HarnoldNaNhttps://pbs.twimg.com...1.0Malamute0.873233TrueSiberian_husky0.076435TrueEskimo_dog3.574500e-02TrueNaN
1156719339463458033665436812102016-04-11 01:41:07+00:00http://twitter.com/do...Say hello to Lucy and...https://twitter.com/d...10.0010.0LucyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.765778TrueBorzoi0.071148TrueLeonberg7.037050e-02TrueNaN
115771933253164507136033819312016-04-11 01:13:34+00:00http://twitter.com/do...This is Pippa. She ma...https://twitter.com/d...11.0010.0PippaNaNhttps://pbs.twimg.com...1.0Dandie_dinmont0.224415TrueMiniature_poodle0.204882TrueNorfolk_terrier9.063290e-02TrueNaN
1158718971898235854848343110582016-04-10 01:20:33+00:00http://twitter.com/do...This is Sadie. She is...https://twitter.com/d...10.0010.0SadieNaNhttps://pbs.twimg.com...1.0Golden_retriever0.140394TrueSaint_bernard0.118769TrueLabrador_retriever7.549170e-02TrueNaN
1159718939241951195136516717292016-04-09 23:10:47+00:00http://twitter.com/do...This is Otis. Everybo...https://twitter.com/d...12.0010.0OtisNaNhttps://pbs.twimg.com...1.0Pembroke0.766327TrueCardigan0.222126TrueToilet_tissue6.757230e-03FalseNaN
11607186314976835829761858978972016-04-09 02:47:55+00:00http://twitter.com/do...We normally don't rat...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pomeranian0.993718TruePekinese0.003611TruePersian_cat5.248230e-04FalseNaN
116171861330578339840224024752016-04-09 01:35:37+00:00http://twitter.com/do...This is Carper. He's ...https://twitter.com/d...11.0010.0CarperNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.584580TrueGerman_short-haired_p...0.340657TrueChesapeake_bay_retriever3.197510e-02TrueNaN
116271854063068370944524189992016-04-08 20:46:50+00:00http://twitter.com/do...Get you a pup that ca...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Maltese_dog0.632289TrueWest_highland_white_t...0.187055TrueCairn4.441290e-02TrueNaN
116571824688699868774418774912016-04-08 01:19:36+00:00http://twitter.com/do...This is Alexanderson....https://twitter.com/d...3.0010.0AlexandersonNaNhttps://pbs.twimg.com...1.0Chihuahua0.354488TrueCarton0.159672FalseSiberian_husky5.749830e-02TrueNaN
116671823461812266188838069732016-04-08 00:30:51+00:00http://twitter.com/do...This is Suki. She was...https://twitter.com/d...11.0010.0SukiNaNhttps://pbs.twimg.com...1.0Malamute0.370152TrueSiberian_husky0.356398TrueEskimo_dog2.710420e-01TrueNaN
116771784180113097932824155942016-04-06 22:29:56+00:00http://twitter.com/do...This is Barclay. His ...https://twitter.com/d...11.0010.0BarclayNaNhttps://pbs.twimg.com...1.0Brittany_spaniel0.922876TrueEnglish_springer0.070113TrueBath_towel2.560790e-03FalseNaN
1169717537687239008257569418222016-04-06 02:21:30+00:00http://twitter.com/do...People please. This i...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...1.0Golden_retriever0.779356TrueLabrador_retriever0.052511TrueKuvasz4.981050e-02TrueNaN
117171742180499070156831118272016-04-05 18:41:02+00:00http://twitter.com/do...This is Ebby. She's a...https://twitter.com/d...9.0010.0EbbyNaNhttps://pbs.twimg.com...2.0Miniature_pinscher0.286479TrueItalian_greyhound0.084134TrueBeagle6.469700e-02TrueNaN
1172717047459982213120619118982016-04-04 17:53:31+00:00http://twitter.com/do...This is Flávio (prono...https://twitter.com/d...12.0010.0FlávioNaNhttps://pbs.twimg.com...1.0Golden_retriever0.983548TrueLabrador_retriever0.012185TrueCocker_spaniel2.412030e-03TrueNaN
117371700936245209088131949462016-04-04 15:22:08+00:00http://twitter.com/do...This is Smokey. He's ...https://twitter.com/d...10.0010.0Smokeypupperhttps://pbs.twimg.com...1.0Siberian_husky0.506154TrueEskimo_dog0.269656TrueMalamute6.065850e-02True1.0
1174716802964044845056422411512016-04-04 01:41:58+00:00http://twitter.com/do...This is Link. He stru...https://twitter.com/d...10.0010.0LinkNaNhttps://pbs.twimg.com...2.0Malinois0.619577TrueLeonberg0.118089TrueBull_mastiff6.650780e-02TrueNaN
1175716791146589110272803515502016-04-04 00:55:01+00:00http://twitter.com/do...Meet Jennifur. She's ...https://twitter.com/d...11.0010.0JennifurNaNhttps://pbs.twimg.com...1.0Pomeranian0.468751TrueSeat_belt0.154652FalseGolden_retriever1.250170e-01TrueNaN
1179716285507865542656272710392016-04-02 15:25:47+00:00http://twitter.com/do...This is Stephanus. Sh...https://twitter.com/d...12.0010.0StephanusNaNhttps://pbs.twimg.com...1.0Yorkshire_terrier0.430420TrueSilky_terrier0.196769TrueCairn7.267610e-02TrueNaN
1180716080869887381504666718662016-04-02 01:52:38+00:00http://twitter.com/do...Here's a super majest...https://twitter.com/d...11.0010.0NaNdoggohttps://pbs.twimg.com...1.0Golden_retriever0.638625TrueChow0.254717TrueTibetan_mastiff7.173170e-02True1.0
118171592842310602752031428632016-04-01 15:46:52+00:00http://twitter.com/do...This is Bubbles. He's...https://twitter.com/d...11.0010.0BubblesNaNhttps://pbs.twimg.com...1.0Pug0.976685TrueFrench_bulldog0.019663TrueBull_mastiff2.278190e-03TrueNaN
1183715733265223708672458516592016-04-01 02:51:22+00:00http://twitter.com/do...This is a taco. We on...https://twitter.com/d...10.0010.0aNaNhttps://pbs.twimg.com...1.0Dandie_dinmont0.740229TrueMiniature_poodle0.081915TrueToy_poodle6.374850e-02TrueNaN
1185715696743237730304385312692016-04-01 00:26:15+00:00http://twitter.com/do...Meet Toby. He's a Lit...https://twitter.com/d...10.0010.0TobyNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.427836TruePug0.221409TrueFrench_bulldog1.321350e-01TrueNaN
1186715680795826982913423715852016-03-31 23:22:53+00:00http://twitter.com/do...This is Zeus. He's do...https://twitter.com/d...12.0010.0ZeusNaNhttps://pbs.twimg.com...1.0Golden_retriever0.990715TrueLabrador_retriever0.002228TrueChow1.197150e-03TrueNaN
118871534246630878413029966842016-03-31 00:58:29+00:00http://twitter.com/do...This is Oscar. He's a...https://twitter.com/d...10.0010.0OscarNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.597111TrueSoft-coated_wheaten_t...0.142993TrueLakeland_terrier1.367120e-01TrueNaN
118971522019357692723323876382016-03-30 16:52:36+00:00http://twitter.com/do...This is Nico. His sel...https://twitter.com/d...10.0010.0NicoNaNhttps://pbs.twimg.com...1.0Chihuahua0.584026TrueItalian_greyhound0.377077TrueBoston_bull1.740040e-02TrueNaN
1190715200624753819648506318492016-03-30 15:34:51+00:00http://twitter.com/do...This is Michelangelop...https://twitter.com/d...12.0010.0MichelangelopeNaNhttps://pbs.twimg.com...1.0Chihuahua0.956787TrueBeagle0.008383TrueLabrador_retriever8.344090e-03TrueNaN
1192714982300363173890367910152016-03-30 01:07:18+00:00http://twitter.com/do...This is Calbert. He f...https://twitter.com/d...9.0010.0CalbertNaNhttps://pbs.twimg.com...1.0Brittany_spaniel0.944376TrueBeagle0.025435TrueIbizan_hound9.962040e-03TrueNaN
1194714957620017307648406713912016-03-29 23:29:14+00:00http://twitter.com/do...This is Curtis. He's ...https://twitter.com/d...10.0010.0CurtisNaNhttps://pbs.twimg.com...1.0Great_pyrenees0.251516TrueSamoyed0.139346TrueKuvasz1.290050e-01TrueNaN
119671460601397497446435779112016-03-29 00:12:05+00:00http://twitter.com/do...Here are two lil cudd...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Norfolk_terrier0.293007TrueLabrador_retriever0.256198TrueGolden_retriever1.296430e-01TrueNaN
119871425825879038771329867112016-03-28 01:10:13+00:00http://twitter.com/do...Meet Travis and Flurp...https://twitter.com/d...10.0010.0TravisNaNhttps://pbs.twimg.com...1.0Collie0.176758TrueChesapeake_bay_retriever0.101834TrueBeagle1.012940e-01TrueNaN
119971425158667611341132248232016-03-28 00:43:43+00:00http://twitter.com/do...This is Thumas. He ha...https://twitter.com/d...8.0010.0ThumasNaNhttps://pbs.twimg.com...2.0Soft-coated_wheaten_t...0.751962TrueBedlington_terrier0.175652TrueGreat_pyrenees1.145240e-02TrueNaN
120071421411536810803222338552016-03-27 22:14:49+00:00http://twitter.com/do...Happy Easter from the...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.533967TrueBloodhound0.164826TrueGerman_shepherd4.652400e-02TrueNaN
1201714141408463036416426513732016-03-27 17:25:54+00:00http://twitter.com/do...I know we only rate d...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.586951TrueGolden_retriever0.378812TrueRedbone3.604890e-03TrueNaN
120271391946224479027232477792016-03-27 02:43:58+00:00http://twitter.com/do...This is Kanu. He's a ...https://twitter.com/d...12.0010.0KanuNaNhttps://pbs.twimg.com...1.0Siberian_husky0.463223TrueEskimo_dog0.389959TrueMalamute9.796270e-02TrueNaN
1205713761197720473600478713472016-03-26 16:15:05+00:00http://twitter.com/do...This is Piper. She wo...https://twitter.com/d...12.0010.0PiperNaNhttps://pbs.twimg.com...1.0Brittany_spaniel0.797936TrueEnglish_springer0.044718TrueWelsh_springer_spaniel3.791070e-02TrueNaN
1206713411074226274305437612802016-03-25 17:03:49+00:00http://twitter.com/do...Here we see an extrem...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Great_pyrenees0.720337TrueSamoyed0.129542TrueKuvasz1.224510e-01TrueNaN
1207713177543487135744711527882016-03-25 01:35:51+00:00http://twitter.com/do...This is Lance. Lance ...https://twitter.com/d...10.0010.0LanceNaNhttps://pbs.twimg.com...1.0Whippet0.734244TrueBasenji0.025948TrueGreat_dane2.587430e-02TrueNaN
12097128090259859783681878266162016-03-24 01:11:29+00:00http://twitter.com/do...This is Stubert. He j...https://twitter.com/d...10.0010.0StubertNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.868671TrueCarton0.095095FalsePug7.651370e-03TrueNaN
12107127178405125980171215448972016-03-23 19:09:09+00:00http://twitter.com/do...Please don't send in ...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Great_pyrenees0.732043TrueKuvasz0.121375TrueIrish_wolfhound4.952370e-02TrueNaN
1211712668654853337088412211972016-03-23 15:53:42+00:00http://twitter.com/do...Say hello to Sunny an...https://twitter.com/d...10.0010.0SunnyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.829058TrueGolden_retriever0.038664TrueChihuahua2.622140e-02TrueNaN
1214712097430750289920372310152016-03-22 02:03:52+00:00http://twitter.com/do...I can't even comprehe...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.720481TrueWhippet0.048032TrueChesapeake_bay_retriever4.504640e-02TrueNaN
121671208561738821222532254782016-03-22 01:16:55+00:00http://twitter.com/do...Say hello to Olive an...https://twitter.com/d...11.0010.0OliveNaNhttps://pbs.twimg.com...2.0Shih-tzu0.625129TrueTibetan_terrier0.126897TrueLhasa1.196630e-01TrueNaN
122071174377816451481627959722016-03-21 02:38:34+00:00http://twitter.com/do...Meet Roosevelt. He's ...https://twitter.com/d...11.0010.0RooseveltNaNhttps://pbs.twimg.com...1.0Lakeland_terrier0.459515TrueMiniature_poodle0.219661TrueStandard_poodle1.301890e-01TrueNaN
1224711363825979756544359911122016-03-20 01:28:47+00:00http://twitter.com/do...\"Please, no puparazzi...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.750906TrueCardigan0.241152TrueBasenji2.639620e-03TrueNaN
122671100801877585100829546022016-03-19 01:54:56+00:00http://twitter.com/do...This is Chuckles. He ...https://twitter.com/d...11.0010.0Chucklespupperhttps://pbs.twimg.com...1.0French_bulldog0.731405TrueBoston_bull0.150672TruePug2.181090e-02True1.0
1227710997087345876993450213672016-03-19 01:11:29+00:00http://twitter.com/do...Meet Milo and Amos. T...https://twitter.com/d...12.0010.0MiloNaNhttps://pbs.twimg.com...1.0Malamute0.281260TrueEskimo_dog0.232641TruePembroke9.160200e-02TrueNaN
122971083311789289881626475222016-03-18 14:19:56+00:00http://twitter.com/do...Say hello to Sora. Sh...https://twitter.com/d...12.0010.0SoraNaNhttps://pbs.twimg.com...1.0Pembroke0.803742TrueCardigan0.189712TrueGerman_shepherd1.746090e-03TrueNaN
1232710588934686908417447218332016-03-17 22:09:38+00:00http://twitter.com/do...This is Beemo. He's a...https://twitter.com/d...12.0010.0BeemoNaNhttps://pbs.twimg.com...4.0Pembroke0.982004TrueCardigan0.008943TrueMalamute7.549900e-03TrueNaN
123471028327010613248021195162016-03-17 01:55:02+00:00http://twitter.com/do...This is Gunner. He's ...https://twitter.com/d...11.0010.0GunnerNaNhttps://pbs.twimg.com...2.0Shih-tzu0.932401TrueLhasa0.030806TrueTibetan_terrier8.974280e-03TrueNaN
1235710272297844797440447212332016-03-17 01:11:26+00:00http://twitter.com/do...We 👏🏻 only 👏🏻 rate 👏🏻...https://twitter.com/d...11.0010.0infuriatingNaNhttps://pbs.twimg.com...1.0Old_english_sheepdog0.586307TrueWire-haired_fox_terrier0.118622TrueLakeland_terrier1.068060e-01TrueNaN
1236710269109699739648235911002016-03-17 00:58:46+00:00http://twitter.com/do...The squad is back for...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.415495TrueGerman_shepherd0.178157TrueLabrador_retriever1.002020e-01TrueNaN
123871014097128403763227178672016-03-16 16:29:35+00:00http://twitter.com/do...This is Tater. His un...https://twitter.com/d...8.0010.0TaterNaNhttps://pbs.twimg.com...1.0Pekinese0.953170TruePapillon0.019517TrueJapanese_spaniel5.820510e-03TrueNaN
1239710117014656950272540919632016-03-16 14:54:24+00:00http://twitter.com/do...This pupper got her h...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...2.0Toy_poodle0.802092TrueMiniature_poodle0.111647TrueCocker_spaniel6.286620e-02True1.0
1240709918798883774466344110712016-03-16 01:46:45+00:00http://twitter.com/do...Meet Watson. He's a S...https://twitter.com/d...12.0010.0WatsonNaNhttps://pbs.twimg.com...2.0Pembroke0.956222TrueCardigan0.020727TrueChihuahua7.912180e-03TrueNaN
1242709852847387627521346911852016-03-15 21:24:41+00:00http://twitter.com/do...*lets out a tiny whim...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...2.0Chihuahua0.945629TruePomeranian0.019204TrueWest_highland_white_t...1.013420e-02TrueNaN
1243709566166965075968349911862016-03-15 02:25:31+00:00http://twitter.com/do...This is Olaf. He's go...https://twitter.com/d...12.0010.0OlafNaNhttps://pbs.twimg.com...1.0Chow0.999837TrueTibetan_mastiff0.000117TrueAustralian_terrier1.133840e-05TrueNaN
1244709556954897764353324210552016-03-15 01:48:55+00:00http://twitter.com/do...This is Cecil. She's ...https://twitter.com/d...12.0010.0CecilNaNhttps://pbs.twimg.com...2.0Golden_retriever0.790026TrueKuvasz0.105031TrueLabrador_retriever8.705120e-02TrueNaN
124570951924057603686414732342016-03-14 23:19:03+00:00http://twitter.com/do...This is Vince. He's a...https://twitter.com/d...9.0010.0VinceNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.414982TrueNewfoundland0.225482TrueFlat-coated_retriever1.967890e-01TrueNaN
124670944960041596108821915622016-03-14 18:42:20+00:00http://twitter.com/do...Meet Karma. She's jus...https://twitter.com/d...10.0010.0KarmaNaNhttps://pbs.twimg.com...2.0Maltese_dog0.780187TrueDandie_dinmont0.074429TrueNorfolk_terrier3.377620e-02TrueNaN
124770940945813332377625786702016-03-14 16:02:49+00:00http://twitter.com/do...This is Billy. He sen...https://twitter.com/d...8.0010.0BillyNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.797450TrueCollie0.054055TrueKeeshond3.167330e-02TrueNaN
124870922512574958796823825662016-03-14 03:50:21+00:00http://twitter.com/do...This is Walker. He's ...https://twitter.com/d...11.0010.0WalkerNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.271109TruePomeranian0.150487TrueGolden_retriever1.455780e-01TrueNaN
12497092073478398361621234656922016-03-14 02:39:42+00:00http://twitter.com/do...This is Penny. She's ...https://twitter.com/d...11.0010.0PennyNaNhttps://pbs.twimg.com...1.0Chihuahua0.948323TrueItalian_greyhound0.017730TrueQuilt1.668790e-02FalseNaN
125270915833288029798520074102016-03-13 23:24:56+00:00http://twitter.com/do...Meet Rodney. He's a U...https://twitter.com/d...10.0010.0RodneyNaNhttps://pbs.twimg.com...1.0Siberian_husky0.212957TrueEskimo_dog0.178887TrueLabrador_retriever1.742180e-01TrueNaN
125570884582194138726829388872016-03-13 02:43:08+00:00http://twitter.com/do...Here's a pupper with ...https://twitter.com/d...9.0010.0NaNpupperhttps://pbs.twimg.com...1.0Schipperke0.745640TrueKelpie0.167853TrueBoston_bull1.476290e-02True1.0
125670883431671389388816624932016-03-13 01:57:25+00:00http://twitter.com/do...Meet Malikai. He was ...https://twitter.com/d...10.0010.0MalikaiNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.283945TrueGiant_panda0.218252FalseMalamute1.804010e-01TrueNaN
12577088109159788544011624568152016-03-13 00:24:26+00:00http://twitter.com/do...This is Mister. He's ...https://twitter.com/d...10.0010.0MisterNaNhttps://pbs.twimg.com...2.0Golden_retriever0.976139TrueLabrador_retriever0.016301TrueNorfolk_terrier1.871370e-03TrueNaN
125870873814363845017627167992016-03-12 19:35:15+00:00http://twitter.com/do...This is Coco. She get...https://twitter.com/d...11.0010.0CocoNaNhttps://pbs.twimg.com...1.0Pomeranian0.933457TrueSamoyed0.057221TrueWest_highland_white_t...9.041510e-04TrueNaN
126070847965008803430525116702016-03-12 02:28:06+00:00http://twitter.com/do...Meet Bear. He's a Ben...https://twitter.com/d...13.0010.0BearNaNhttps://pbs.twimg.com...1.0Shih-tzu0.218479TrueLhasa0.201966TrueNorfolk_terrier1.652250e-01TrueNaN
126170846991551529779230638022016-03-12 01:49:25+00:00http://twitter.com/do...This is Bobble. He's ...https://twitter.com/d...11.0010.0BobbleNaNhttps://pbs.twimg.com...1.0Chihuahua0.748163TrueToy_terrier0.127717TruePembroke4.214100e-02TrueNaN
1263708356463048204288353112952016-03-11 18:18:36+00:00http://twitter.com/do...This is Oliver. That ...https://twitter.com/d...10.0010.0OliverNaNhttps://pbs.twimg.com...2.0Pug0.871283TrueFrench_bulldog0.041820TrueBath_towel1.522800e-02FalseNaN
1265708149363256774660422615312016-03-11 04:35:39+00:00http://twitter.com/do...This is Jebberson. He...https://twitter.com/d...10.0010.0JebbersonNaNhttps://pbs.twimg.com...1.0Cardigan0.350993TrueBasset0.164555TrueToy_terrier8.048360e-02TrueNaN
126670813092314179584033368402016-03-11 03:22:23+00:00http://twitter.com/do...Please stop sending i...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0French_bulldog0.710354TrueChihuahua0.262302TrueCardigan6.903820e-03TrueNaN
126770811948931395174426589682016-03-11 02:36:57+00:00http://twitter.com/do...This is Cooper. He ba...https://twitter.com/d...9.0010.0CooperNaNhttps://pbs.twimg.com...1.0Norwich_terrier0.264483TrueNorfolk_terrier0.258786TrueChow9.689870e-02TrueNaN
126870810938945510195219185432016-03-11 01:56:49+00:00http://twitter.com/do...This is Remington. He...https://twitter.com/d...10.0010.0RemingtonNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.516106TrueAmerican_staffordshir...0.236075TrueKelpie6.974950e-02TrueNaN
1269708026248782585858433719022016-03-10 20:26:26+00:00http://twitter.com/do...Everybody stop what y...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Malinois0.786468TrueChesapeake_bay_retriever0.068979TrueSiamese_cat2.930440e-02FalseNaN
127270796980949815296026669542016-03-10 16:42:10+00:00http://twitter.com/do...Meet Rufus. He's a Ho...https://twitter.com/d...11.0010.0RufusNaNhttps://pbs.twimg.com...1.0Toy_poodle0.908491TrueMiniature_poodle0.082652TrueTeddy5.786130e-03FalseNaN
127370777693500753920032399442016-03-10 03:55:45+00:00http://twitter.com/do...This is Sadie. She's ...https://twitter.com/d...11.0010.0SadieNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.890426TrueToy_terrier0.051335TrueChihuahua1.801530e-02TrueNaN
127470774151745726054524586072016-03-10 01:35:01+00:00http://twitter.com/do...When your roommate ea...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Whippet0.738371TrueItalian_greyhound0.191789TrueAmerican_staffordshir...2.012570e-02TrueNaN
12787076109487234785291675262532016-03-09 16:56:11+00:00http://twitter.com/do...This is Harper. She s...https://twitter.com/d...12.0010.0HarperNaNhttps://pbs.twimg.com...1.0Golden_retriever0.383223TrueCocker_spaniel0.165930TrueChesapeake_bay_retriever1.181990e-01TrueNaN
128070741193443862528022755892016-03-09 03:45:22+00:00http://twitter.com/do...\"I shall trip the big...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Lakeland_terrier0.738277TrueAiredale0.028515TrueGiant_schnauzer2.487630e-02True1.0
1281707387676719185920345112662016-03-09 02:08:59+00:00http://twitter.com/do...Meet Clarkus. He's a ...https://twitter.com/d...10.0010.0ClarkusNaNhttps://pbs.twimg.com...1.0Chihuahua0.888468TrueItalian_greyhound0.088635TrueToy_terrier1.593830e-02TrueNaN
1282707377100785885184323510762016-03-09 01:26:57+00:00http://twitter.com/do...This dog just brutall...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.637225TrueBloodhound0.094542TrueCocker_spaniel6.979710e-02TrueNaN
128370731591678314086624426322016-03-08 21:23:50+00:00http://twitter.com/do...This is Finnegus. He'...https://twitter.com/d...10.0010.0Finneguspupperhttps://pbs.twimg.com...2.0Bernese_mountain_dog0.979235TrueShetland_sheepdog0.011037TrueAppenzeller3.971110e-03True1.0
128470729731109801164827347722016-03-08 20:09:54+00:00http://twitter.com/do...This is Cassie. She c...https://twitter.com/d...10.0010.0CassieNaNhttps://pbs.twimg.com...1.0Blenheim_spaniel0.370717TrueShih-tzu0.201566TrueBlack-footed_ferret1.015590e-01FalseNaN
128570705954714016972825596632016-03-08 04:25:07+00:00http://twitter.com/do...Say hello to Cupcake....https://twitter.com/d...11.0010.0CupcakeNaNhttps://pbs.twimg.com...1.0Samoyed0.897312TrueGreat_pyrenees0.039180TrueKuvasz1.951600e-02TrueNaN
128670703819232790118421567782016-03-08 03:00:15+00:00http://twitter.com/do...This is Kathmandu. He...https://twitter.com/d...10.0010.0KathmanduNaNhttps://pbs.twimg.com...1.0Pug0.642426TrueLlama0.057306FalseFrench_bulldog5.418650e-02TrueNaN
1287707021089608753152402913382016-03-08 01:52:18+00:00http://twitter.com/do...This is Tucker. He's ...https://twitter.com/d...12.0010.0TuckerNaNhttps://pbs.twimg.com...2.0Cocker_spaniel0.559658TrueGolden_retriever0.314673TruePekinese6.667170e-02TrueNaN
128870701426041345638422845892016-03-08 01:25:10+00:00http://twitter.com/do...This is Ellie. She re...https://twitter.com/d...11.0010.0EllieNaNhttps://pbs.twimg.com...1.0Chihuahua0.583780TrueItalian_greyhound0.129683TrueToy_terrier8.915270e-02TrueNaN
129170668191834825113632599642016-03-07 03:24:33+00:00http://twitter.com/do...Say hello to Katie. S...https://twitter.com/d...12.0010.0KatieNaNhttps://pbs.twimg.com...1.0Toy_poodle0.717584TrueMiniature_poodle0.151433TrueNorwich_terrier4.708700e-02TrueNaN
1294706538006853918722343414102016-03-06 17:52:42+00:00http://twitter.com/do...This is Oliver (prono...https://twitter.com/d...11.0010.0OliverNaNhttps://pbs.twimg.com...1.0Chow0.541794TruePembroke0.094918TruePomeranian8.543940e-02TrueNaN
1295706516534877929472307810232016-03-06 16:27:23+00:00http://twitter.com/do...Please enjoy this pup...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.772685TrueLabrador_retriever0.071665TrueGolfcart2.099310e-02FalseNaN
129670634636920474828834049112016-03-06 05:11:12+00:00http://twitter.com/do...This is Koda. She's a...https://twitter.com/d...12.0010.0KodaNaNhttps://pbs.twimg.com...1.0Tibetan_mastiff0.956462TrueRottweiler0.025381TrueAppenzeller8.679210e-03TrueNaN
12977063100114886983682103278112016-03-06 02:46:44+00:00http://twitter.com/do...Here's a very sleepy ...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Pembroke0.698165TrueChihuahua0.105834TrueBloodhound6.203040e-02True1.0
129870629100177895014416764732016-03-06 01:31:11+00:00http://twitter.com/do...When you're just rela...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Border_terrier0.587101TrueBull_mastiff0.164087TrueStaffordshire_bullter...1.050110e-01TrueNaN
129970626599497360179227019222016-03-05 23:51:49+00:00http://twitter.com/do...This is Kara. She's b...https://twitter.com/d...11.0010.0KaraNaNhttps://pbs.twimg.com...1.0Papillon0.743715TruePekinese0.114042TrueSaint_bernard4.771520e-02TrueNaN
1301706166467411222528509615812016-03-05 17:16:20+00:00http://twitter.com/do...This is Dexter. He's ...https://twitter.com/d...7.0010.0DexterNaNhttps://pbs.twimg.com...1.0Samoyed0.430418TrueKuvasz0.279600TrueGreat_pyrenees1.174800e-01TrueNaN
130370597513051470643230687232016-03-05 04:36:02+00:00http://twitter.com/do...This is Adele. Her to...https://twitter.com/d...10.0010.0Adelepupperhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.587764TrueAmerican_staffordshir...0.281429TrueBull_mastiff9.479810e-02True1.0
130470597034978829107231358822016-03-05 04:17:02+00:00http://twitter.com/do...This is Lucy. She's a...https://twitter.com/d...12.0010.0LucyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.776346TrueLabrador_retriever0.112413TrueChow3.695290e-02TrueNaN
130570589868058752614523375422016-03-04 23:32:15+00:00http://twitter.com/do...Meet Max. He's a Fall...https://twitter.com/d...10.0010.0MaxNaNhttps://pbs.twimg.com...1.0Collie0.808276TrueBorder_collie0.059437TrueGroenendael2.672030e-02TrueNaN
1307705591895322394625312711342016-03-04 03:13:11+00:00http://twitter.com/do...\"Ma'am, for the last ...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Basenji0.877207TrueItalian_greyhound0.047854TrueMiniature_pinscher3.563810e-02TrueNaN
130870547595378339840129198952016-03-03 19:32:29+00:00http://twitter.com/do...Say hello to Zara. Sh...https://twitter.com/d...12.0010.0ZaraNaNhttps://pbs.twimg.com...1.0Golden_retriever0.908784TrueLabrador_retriever0.030361TrueTennis_ball4.995620e-03FalseNaN
1309705442520700944385437315962016-03-03 17:19:38+00:00http://twitter.com/do...This is Cooper. He on...https://twitter.com/d...12.0010.0CooperNaNhttps://pbs.twimg.com...1.0Great_pyrenees0.309106TrueKuvasz0.224556TrueSeat_belt2.021000e-01FalseNaN
1310705428427625635840376716582016-03-03 16:23:38+00:00http://twitter.com/do...This is Ambrose. He's...https://twitter.com/d...11.0010.0Ambrosepupperhttps://pbs.twimg.com...1.0Chihuahua0.774792TrueQuilt0.073079FalsePembroke2.236510e-02True1.0
131170523920954472038429707412016-03-03 03:51:44+00:00http://twitter.com/do...This is Jimothy. He l...https://twitter.com/d...11.0010.0JimothyNaNhttps://pbs.twimg.com...1.0Chihuahua0.157950TrueToy_terrier0.089920TrueMexican_hairless6.322450e-02TrueNaN
131370510243967920128021165122016-03-02 18:48:16+00:00http://twitter.com/do...This is Terrenth. He ...https://twitter.com/d...10.0010.0TerrenthNaNhttps://pbs.twimg.com...1.0Collie0.457672TrueChow0.279101TruePomeranian7.692230e-02TrueNaN
131470506603133784064221586142016-03-02 16:23:36+00:00http://twitter.com/do...This is Reese. He's a...https://twitter.com/d...12.0010.0ReeseNaNhttps://pbs.twimg.com...1.0Airedale0.868658TrueIrish_terrier0.027587TrueOtterhound2.532360e-02TrueNaN
131670485955869141401622255322016-03-02 02:43:09+00:00http://twitter.com/do...Here is a heartbreaki...https://twitter.com/d...10.0010.0apupperhttps://pbs.twimg.com...1.0Pug0.284428TrueTeddy0.156339FalseMitten1.389150e-01False1.0
1317704847917308362754500615062016-03-02 01:56:53+00:00http://twitter.com/do...\"Yes hi could I get a...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.857240TrueLabrador_retriever0.135460TrueTibetan_mastiff1.903320e-03TrueNaN
1320704499785726889984287710022016-03-01 02:53:32+00:00http://twitter.com/do...When you wake up from...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.376541TrueSiamese_cat0.098057FalseLabrador_retriever8.521090e-02TrueNaN
1322704480331685040129334910572016-03-01 01:36:14+00:00http://twitter.com/do...Meet Lucia. She's a C...https://twitter.com/d...11.0010.0LuciaNaNhttps://pbs.twimg.com...1.0Samoyed0.979206TruePomeranian0.007185TrueArctic_fox6.438090e-03FalseNaN
1323704364645503647744789335072016-02-29 17:56:32+00:00http://twitter.com/do...Say hello to Bisquick...https://twitter.com/d...12.0010.0BisquickNaNhttps://pbs.twimg.com...1.0Pembroke0.980695TrueCardigan0.018504TrueChihuahua2.152930e-04TrueNaN
132870377423877216665618264532016-02-28 02:50:28+00:00http://twitter.com/do...\"YOU CAN'T HANDLE THE...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.990119TrueChesapeake_bay_retriever0.008026TrueCurly-coated_retriever1.242290e-03TrueNaN
1329703769065844768768323411302016-02-28 02:29:55+00:00http://twitter.com/do...When you're trying to...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Boxer0.838994TrueGreater_swiss_mountai...0.088800TrueBull_mastiff3.168390e-02TrueNaN
1331703611486317502464379115102016-02-27 16:03:45+00:00http://twitter.com/do...Meet Scooter. He's ex...https://twitter.com/d...10.0010.0Scooterpupperhttps://pbs.twimg.com...1.0Pembroke0.756441TrueBasenji0.126621TrueCardigan8.011670e-02True1.0
1334703382836347330562347711292016-02-27 00:55:11+00:00http://twitter.com/do...This is Charlie. He's...https://twitter.com/d...12.0010.0CharlieNaNhttps://pbs.twimg.com...2.0Golden_retriever0.945664TrueStandard_poodle0.014392TrueTibetan_mastiff1.202170e-02TrueNaN
133570335639378132992218973822016-02-26 23:10:06+00:00http://twitter.com/do...This is Socks. That w...https://twitter.com/d...9.0010.0SocksNaNhttps://pbs.twimg.com...1.0Border_collie0.894842TrueCollie0.097364TrueEnglish_springer3.036740e-03TrueNaN
1337703079050210877440729530342016-02-26 04:48:02+00:00http://twitter.com/do...This is a Butternut C...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...2.0Pembroke0.778503TrueShetland_sheepdog0.093834TrueCardigan6.029640e-02TrueNaN
1341702684942141153280319410632016-02-25 02:42:00+00:00http://twitter.com/do...This is Lucy. She's s...https://twitter.com/d...11.0010.0LucyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.514085TrueChesapeake_bay_retriever0.173224TrueBrittany_spaniel1.183840e-01TrueNaN
134270267111822682521621765502016-02-25 01:47:04+00:00http://twitter.com/do...Meet Rambo &amp; Kiwi...https://twitter.com/d...10.0010.0RamboNaNhttps://pbs.twimg.com...1.0Bloodhound0.381227TrueSussex_spaniel0.212017TrueClumber1.286220e-01TrueNaN
13437025980997143142401209633842016-02-24 20:56:55+00:00http://twitter.com/do...This is Sansa. She's ...https://twitter.com/d...11.0010.0Sansapupperhttps://pbs.twimg.com...1.0Kelpie0.219179TrueBadger0.133584FalseSiamese_cat7.444000e-02False1.0
134470253951367189708928529472016-02-24 17:04:07+00:00http://twitter.com/do...This is a Wild Tuscan...https://twitter.com/d...12.0010.0aNaNhttps://pbs.twimg.com...3.0Pomeranian0.714367TrueShih-tzu0.040574TrueSilky_terrier3.251050e-02TrueNaN
1346702321140488925184324010292016-02-24 02:36:23+00:00http://twitter.com/do...Please enjoy this pic...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...3.0West_highland_white_t...0.769159TrueScotch_terrier0.064369TrueOld_english_sheepdog4.376340e-02TrueNaN
134770227674884780032024357592016-02-23 23:39:59+00:00http://twitter.com/do...\"AND IIIIIIIIIIIEIIII...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Boston_bull0.697303TrueFrench_bulldog0.239015TrueAmerican_staffordshir...1.983810e-02TrueNaN
1348702217446468493312471413242016-02-23 19:44:20+00:00http://twitter.com/do...I know it's tempting,...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.242419TrueChow0.226800TrueCocker_spaniel1.940860e-01TrueNaN
134970198139048572518534139782016-02-23 04:06:20+00:00http://twitter.com/do...This is Fiji. She's a...https://twitter.com/d...12.0010.0FijiNaNhttps://pbs.twimg.com...1.0Pomeranian0.491022TrueWeasel0.130879FalseYorkshire_terrier9.924100e-02TrueNaN
1350701952816642965504380110112016-02-23 02:12:47+00:00http://twitter.com/do...Meet Rilo. He's a Nor...https://twitter.com/d...11.0010.0RiloNaNhttps://pbs.twimg.com...1.0Toy_poodle0.331707TrueMiniature_poodle0.272485TrueStandard_poodle1.694150e-01TrueNaN
1351701889187134500865349713702016-02-22 21:59:57+00:00http://twitter.com/do...This is Bilbo. He's n...https://twitter.com/d...11.0010.0BilboNaNhttps://pbs.twimg.com...1.0French_bulldog0.902856TrueStaffordshire_bullter...0.022634TrueSoap_dispenser1.197320e-02FalseNaN
135370160158721979596820704452016-02-22 02:57:08+00:00http://twitter.com/do...This is Coopson. He's...https://twitter.com/d...10.0010.0CoopsonNaNhttps://pbs.twimg.com...1.0Chihuahua0.993661TruePembroke0.001505TrueToy_terrier8.666070e-04TrueNaN
135470157047791189607027789142016-02-22 00:53:31+00:00http://twitter.com/do...This is Yoda. He's a ...https://twitter.com/d...9.0010.0YodaNaNhttps://pbs.twimg.com...1.0Yorkshire_terrier0.907990TrueSilky_terrier0.076883TrueAustralian_terrier8.472760e-03TrueNaN
135570154518687947161826286032016-02-21 23:13:01+00:00http://twitter.com/do...Meet Millie. She's pr...https://twitter.com/d...10.0010.0Milliepupperhttps://pbs.twimg.com...1.0Border_collie0.280893TrueCardigan0.112550TrueToy_terrier5.331720e-02True1.0
13567012147008817561601205850322016-02-21 01:19:47+00:00http://twitter.com/do...I'm not sure what's h...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.615163TruePembroke0.159509TrueBasenji8.446570e-02TrueNaN
135870086415424938393725686122016-02-20 02:06:50+00:00http://twitter.com/do...\"Pupper is a present ...https://twitter.com/d...12.0010.0apupperhttps://pbs.twimg.com...1.0Kuvasz0.805857TrueGreat_pyrenees0.187272TrueSamoyed3.490900e-03True1.0
135970084756734568857624264972016-02-20 01:00:55+00:00http://twitter.com/do...Meet Crouton. He's a ...https://twitter.com/d...10.0010.0CroutonNaNhttps://pbs.twimg.com...1.0Rhodesian_ridgeback0.252514TrueRedbone0.153005TrueWhippet1.351990e-01TrueNaN
13617007477885150208022254591752016-02-19 18:24:26+00:00http://twitter.com/do...We only rate dogs. Pl...https://twitter.com/d...11.0010.0veryNaNhttps://pbs.twimg.com...1.0Great_pyrenees0.481333TrueSamoyed0.311769TrueMaltese_dog7.496210e-02TrueNaN
136270051806118772326825797862016-02-19 03:11:35+00:00http://twitter.com/do...This is Vincent. He's...https://twitter.com/d...10.0010.0VincentNaNhttps://pbs.twimg.com...1.0American_staffordshir...0.569501TrueStaffordshire_bullter...0.211308TrueChihuahua1.218390e-01TrueNaN
136570016751759616409626017202016-02-18 03:58:39+00:00http://twitter.com/do...This is Dotsy. She's ...https://twitter.com/d...10.0010.0DotsyNaNhttps://pbs.twimg.com...1.0Beagle0.162585TruePembroke0.120481TrueSiberian_husky1.102840e-01TrueNaN
1367700143752053182464745026752016-02-18 02:24:13+00:00http://twitter.com/do...When it's Janet from ...https://twitter.com/d...10.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.532460TrueCrossword_puzzle0.103796FalseBinder1.003710e-01False1.0
136970002928459390156820505802016-02-17 18:49:22+00:00http://twitter.com/do...This is Coops. His sh...https://twitter.com/d...10.0010.0CoopsNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.726571TrueMaltese_dog0.176828TrueDandie_dinmont7.013380e-02TrueNaN
1370700002074055016451327513212016-02-17 17:01:14+00:00http://twitter.com/do...This is Thumas. He co...https://twitter.com/d...9.0010.0ThumasNaNhttps://pbs.twimg.com...1.0Chihuahua0.369488TrueSchipperke0.243367TruePug1.616140e-01TrueNaN
137169980181739229184030289382016-02-17 03:45:29+00:00http://twitter.com/do...This is Cooper. He be...https://twitter.com/d...11.0010.0Cooperpupperhttps://pbs.twimg.com...2.0Golden_retriever0.808978TrueIrish_setter0.042428TrueLabrador_retriever2.353640e-02True1.0
137269978887721786573022065042016-02-17 02:54:04+00:00http://twitter.com/do...Say hello to Nala. Sh...https://twitter.com/d...12.0010.0NalaNaNhttps://pbs.twimg.com...1.0Border_terrier0.355060TrueToy_poodle0.169736TrueNorwegian_elkhound9.988370e-02TrueNaN
1373699779630832685056270812162016-02-17 02:17:19+00:00http://twitter.com/do...Take all my money. 10...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Malinois0.706038TrueGerman_shepherd0.165655TrueGreat_dane5.904750e-02TrueNaN
137469977587880970240119415962016-02-17 02:02:25+00:00http://twitter.com/do...Meet Fillup. Spaghett...https://twitter.com/d...11.0010.0FillupNaNhttps://pbs.twimg.com...1.0Dandie_dinmont0.271683TrueOld_english_sheepdog0.164931TrueOtterhound1.059180e-01TrueNaN
1376699446877801091073587725832016-02-16 04:15:05+00:00http://twitter.com/do...This is Archie. He's ...https://twitter.com/d...12.0010.0ArchieNaNhttps://pbs.twimg.com...3.0Pembroke0.969400TrueCardigan0.026059TrueChihuahua3.505470e-03TrueNaN
137769943451866775142421415092016-02-16 03:25:58+00:00http://twitter.com/do...I know this is a tad ...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.836572TrueKuvasz0.105946TrueLabrador_retriever2.514390e-02True1.0
137869942367184945152013433202016-02-16 02:42:52+00:00http://twitter.com/do...\"Don't ever talk to m...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.997860TrueFrench_bulldog0.001825TrueBull_mastiff2.989400e-04TrueNaN
137969941390879746457620546222016-02-16 02:04:04+00:00http://twitter.com/do...Meet Miley. She's a S...https://twitter.com/d...11.0010.0MileyNaNhttps://pbs.twimg.com...1.0Samoyed0.517479TrueMalamute0.155935TrueEskimo_dog9.500090e-02TrueNaN
138069937087031011328018644332016-02-15 23:13:03+00:00http://twitter.com/do...Say hello to Calbert....https://twitter.com/d...11.0010.0CalbertNaNhttps://pbs.twimg.com...1.0Cairn0.337557TrueChihuahua0.209130TrueBorder_terrier1.369460e-01TrueNaN
138169932344478204723231188532016-02-15 20:04:36+00:00http://twitter.com/do...\"I'm bathing the chil...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.309696TrueDoormat0.303700FalseSliding_door7.726600e-02FalseNaN
138369907960977464524824226472016-02-15 03:55:41+00:00http://twitter.com/do...Meet Reagan. He's a P...https://twitter.com/d...8.0010.0ReaganNaNhttps://pbs.twimg.com...3.0Schipperke0.667324TrueChesapeake_bay_retriever0.119550TrueKelpie9.759950e-02TrueNaN
1384699072405256409088294011812016-02-15 03:27:04+00:00http://twitter.com/do...ERMAHGERD 12/10 pleas...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Shih-tzu0.599587TruePekinese0.213069TrueMaltese_dog1.542930e-01TrueNaN
1386699036661657767936257711862016-02-15 01:05:02+00:00http://twitter.com/do...HAPPY V-DAY FROM YOUR...https://twitter.com/d...13.0010.0NaNpupperhttps://pbs.twimg.com...1.0Chihuahua0.222943TrueToyshop0.179938FalseWeimaraner1.630330e-01True1.0
138769898903550368972833099642016-02-14 21:55:47+00:00http://twitter.com/do...This is Oliver. He do...https://twitter.com/d...13.0010.0OliverNaNhttps://pbs.twimg.com...1.0Norfolk_terrier0.246340TrueIrish_terrier0.243349TrueGolden_retriever8.587100e-02TrueNaN
138869895379795200819326478912016-02-14 19:35:46+00:00http://twitter.com/do...Meet CeCe. She wanted...https://twitter.com/d...11.0010.0CeCeNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.382378TrueRedbone0.102255TrueShower_cap7.683370e-02FalseNaN
138969890797426222284825076182016-02-14 16:33:40+00:00http://twitter.com/do...This dog is never sur...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...3.0German_short-haired_p...0.983131TrueBluetick0.005558TrueCurly-coated_retriever3.322210e-03TrueNaN
139069871071245413990524336732016-02-14 03:29:49+00:00http://twitter.com/do...This is Cuddles. He's...https://twitter.com/d...10.0010.0CuddlesNaNhttps://pbs.twimg.com...1.0Samoyed0.329895TrueShoji0.165772FalsePrison1.035960e-01FalseNaN
139169870348362152345614343732016-02-14 03:01:06+00:00http://twitter.com/do...This is Rusty. He has...https://twitter.com/d...7.0010.0RustyNaNhttps://pbs.twimg.com...1.0Brittany_spaniel0.931963TrueWelsh_springer_spaniel0.030695TrueBeagle1.289610e-02TrueNaN
139269863513130579558412783362016-02-13 22:29:29+00:00http://twitter.com/do...Here we are witnessin...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Samoyed0.158464TrueKuvasz0.089402TrueWest_highland_white_t...2.503730e-02TrueNaN
139369854971369664921622926172016-02-13 16:50:04+00:00http://twitter.com/do...This is Claude. He's ...https://twitter.com/d...9.0010.0ClaudeNaNhttps://pbs.twimg.com...1.0French_bulldog0.998544TrueBoston_bull0.001404TrueBoxer2.322000e-05TrueNaN
139469835567042547302518284432016-02-13 03:59:01+00:00http://twitter.com/do...This is Jessiga. She'...https://twitter.com/d...10.0010.0JessigaNaNhttps://pbs.twimg.com...1.0Pug0.990191TruePekinese0.002799TrueSunglasses1.309520e-03FalseNaN
139569834208061200793722469422016-02-13 03:05:01+00:00http://twitter.com/do...This is Maximus. He's...https://twitter.com/d...11.0010.0MaximusNaNhttps://pbs.twimg.com...1.0Boxer0.883048TrueSaint_bernard0.030579TrueStaffordshire_bullter...1.299410e-02TrueNaN
1396698262614669991936470319722016-02-12 21:49:15+00:00http://twitter.com/do...This is Franklin. He'...https://twitter.com/d...11.0010.0FranklinNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.107948TrueBasset0.075230TrueStaffordshire_bullter...6.943610e-02TrueNaN
13976981954092195594251656859002016-02-12 17:22:12+00:00http://twitter.com/do...Meet Beau &amp; Wilbu...https://twitter.com/d...9.0010.0BeauNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.643690TrueAmerican_staffordshir...0.102684TrueDalmatian5.000780e-02TrueNaN
139869817892412003123227807312016-02-12 16:16:41+00:00http://twitter.com/do...This is Lily. She acc...https://twitter.com/d...10.0010.0LilyNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.351868TrueMalinois0.207753TrueLabrador_retriever1.546060e-01TrueNaN
139969799551440768204815003302016-02-12 04:07:53+00:00http://twitter.com/do...\"Dammit hooman quit p...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.280222TrueBoston_bull0.161478TrueAmerican_staffordshir...1.268840e-01TrueNaN
1400697990423684476929324612822016-02-12 03:47:39+00:00http://twitter.com/do...This is Doug. He's a ...https://twitter.com/d...11.0010.0DougNaNhttps://pbs.twimg.com...2.0Pembroke0.984783TrueCardigan0.015018TrueShetland_sheepdog7.358600e-05TrueNaN
140169794311120137830423616662016-02-12 00:39:39+00:00http://twitter.com/do...This is Cassie. She g...https://twitter.com/d...10.0010.0CassieNaNhttps://pbs.twimg.com...1.0Great_dane0.126924TrueGreater_swiss_mountai...0.110037TrueGerman_short-haired_p...9.081600e-02TrueNaN
140469761677327801549031189982016-02-11 03:02:54+00:00http://twitter.com/do...This pupper doubles a...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Lhasa0.521931TrueShih-tzu0.403451TrueTibetan_terrier3.991220e-02True1.0
1405697596423848730625297912452016-02-11 01:42:02+00:00http://twitter.com/do...Here's a pupper with ...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Shetland_sheepdog0.621668TrueCollie0.366578TruePembroke7.698190e-03True1.0
1410697270446429966336464418472016-02-10 04:06:43+00:00http://twitter.com/do...This is Bentley. He g...https://twitter.com/d...10.0010.0BentleyNaNhttps://pbs.twimg.com...1.0Toy_poodle0.880014TrueMiniature_poodle0.100136TrueNorfolk_terrier7.027060e-03TrueNaN
141169725937823639961632639902016-02-10 03:22:44+00:00http://twitter.com/do...Please stop sending i...https://twitter.com/d...8.0010.0gettingNaNhttps://pbs.twimg.com...1.0Great_dane0.999223TrueBoxer0.000187TrueWhippet1.510710e-04TrueNaN
1412697255105972801536300511502016-02-10 03:05:46+00:00http://twitter.com/do...Meet Charlie. He like...https://twitter.com/d...10.0010.0CharlieNaNhttps://pbs.twimg.com...1.0Great_dane0.173989TrueMalinois0.165888TrueDoberman1.198900e-01TrueNaN
1414696900204696625153313310062016-02-09 03:35:31+00:00http://twitter.com/do...This is Rosie. She's ...https://twitter.com/d...12.0010.0RosieNaNhttps://pbs.twimg.com...1.0Chihuahua0.297735TruePembroke0.266953TrueBasenji1.368140e-01TrueNaN
141569689489481256550523216732016-02-09 03:14:25+00:00http://twitter.com/do...These two pirates cra...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Appenzeller0.665628TrueBeagle0.104795TrueGreater_swiss_mountai...6.786800e-02TrueNaN
1416696886256886657024479617702016-02-09 02:40:05+00:00http://twitter.com/do...Guys I found the dog ...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Kuvasz0.383941TrueGolden_retriever0.289085TrueDingo5.654810e-02FalseNaN
1423696488710901260288249010032016-02-08 00:20:23+00:00http://twitter.com/do...12/10 revolutionary a...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Briard0.369063TrueScotch_terrier0.168204TrueGiant_schnauzer1.205530e-01TrueNaN
1424696405997980676096316711432016-02-07 18:51:43+00:00http://twitter.com/do...This is Berb. He just...https://twitter.com/d...7.0010.0BerbNaNhttps://pbs.twimg.com...1.0Borzoi0.132845TrueWalker_hound0.086005TrueGreat_pyrenees6.558230e-02TrueNaN
1426695816827381944320298711482016-02-06 03:50:33+00:00http://twitter.com/do...Here's a dog enjoying...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pomeranian0.382234TrueChow0.208302TrueSunglasses1.313280e-01FalseNaN
142769579476166029721731307562016-02-06 02:22:53+00:00http://twitter.com/do...This is Wyatt. His th...https://twitter.com/d...13.0010.0WyattNaNhttps://pbs.twimg.com...1.0Samoyed0.962139TrueArctic_fox0.030553FalseWhite_wolf1.482340e-03FalseNaN
1429695629776980148225451320632016-02-05 15:27:17+00:00http://twitter.com/do...Meet Calvin. He's pro...https://twitter.com/d...8.0010.0CalvinNaNhttps://pbs.twimg.com...1.0Old_english_sheepdog0.693857TrueOtterhound0.232117TrueWest_highland_white_t...1.286670e-02TrueNaN
1430695446424020918272434417892016-02-05 03:18:42+00:00http://twitter.com/do...We normally don't rat...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Basenji0.748904TrueCardigan0.121102TruePembroke1.117670e-01TrueNaN
1431695409464418041856857135212016-02-05 00:51:51+00:00http://twitter.com/do...This is Bob. He just ...https://twitter.com/d...10.0010.0BobNaNhttps://pbs.twimg.com...1.0Pug0.997445TrueBull_mastiff0.001749TruePekinese3.044040e-04TrueNaN
1432695314793360662529359214302016-02-04 18:35:39+00:00http://twitter.com/do...This is Colin. He rea...https://twitter.com/d...10.0010.0ColinNaNhttps://pbs.twimg.com...2.0Maltese_dog0.678547TrueLhasa0.125046TruePekinese4.899880e-02TrueNaN
143369509542234857472026036072016-02-04 04:03:57+00:00http://twitter.com/do...This is just a beauti...https://twitter.com/d...12.0010.0justpupperhttps://pbs.twimg.com...1.0Papillon0.227784TrueChihuahua0.218128TrueBorder_collie9.345740e-02True1.0
1434695074328191332352280610792016-02-04 02:40:08+00:00http://twitter.com/do...This is Lorenzo. He's...https://twitter.com/d...11.0010.0Lorenzopupperhttps://pbs.twimg.com...1.0Shih-tzu0.510106TrueTibetan_terrier0.071981TrueLhasa6.923100e-02True1.0
143669505105429621145626297822016-02-04 01:07:39+00:00http://twitter.com/do...Meet Brian (pronounce...https://twitter.com/d...6.0010.0BrianNaNhttps://pbs.twimg.com...1.0Boston_bull0.761454TruePug0.075395TrueChihuahua4.159780e-02TrueNaN
144169435283999334400020096072016-02-02 02:53:12+00:00http://twitter.com/do...Meet Oliviér. He take...https://twitter.com/d...10.0010.0OliviérNaNhttps://pbs.twimg.com...2.0Australian_terrier0.407886TrueYorkshire_terrier0.328173TrueSilky_terrier1.084040e-01TrueNaN
144369432966894256947219804972016-02-02 01:21:07+00:00http://twitter.com/do...Meet Grady. He's very...https://twitter.com/d...9.0010.0Gradypupperhttps://pbs.twimg.com...1.0Boxer0.990060TrueBull_mastiff0.007436TrueSaint_bernard1.617290e-03True1.0
1444694206574471057408411620102016-02-01 17:11:59+00:00http://twitter.com/do...\"Martha come take a l...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Shih-tzu0.352547TrueToy_poodle0.155720TrueMaltese_dog1.166570e-01TrueNaN
1446694001791655137281336210152016-02-01 03:38:15+00:00http://twitter.com/do...This is Chester. He's...https://twitter.com/d...11.0010.0ChesterNaNhttps://pbs.twimg.com...1.0Pembroke0.769999TrueCardigan0.229228TrueChihuahua2.468370e-04TrueNaN
144869394235108612096117273652016-01-31 23:42:03+00:00http://twitter.com/do...This is Kobe. He's a ...https://twitter.com/d...10.0010.0KobeNaNhttps://pbs.twimg.com...1.0Groenendael0.550796TrueNorwegian_elkhound0.154770TrueSchipperke8.080190e-02TrueNaN
145169364223215128576025064072016-01-31 03:49:30+00:00http://twitter.com/do...Meet Freddery. He's a...https://twitter.com/d...9.0010.0FredderyNaNhttps://pbs.twimg.com...1.0Scottish_deerhound0.111893TrueBluetick0.074302TrueGerman_short-haired_p...6.700040e-02TrueNaN
145269362997522897715224117812016-01-31 03:00:47+00:00http://twitter.com/do...This pupper is afraid...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Pug0.841987TrueFrench_bulldog0.069791TrueBoston_bull3.871990e-02True1.0
145369362265925133516815143702016-01-31 02:31:43+00:00http://twitter.com/do...When you keepin the p...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Malamute0.449298TrueSiberian_husky0.385075TrueEskimo_dog1.634850e-01TrueNaN
1457693280720173801472331312182016-01-30 03:52:58+00:00http://twitter.com/do...This is Sadie and her...https://twitter.com/d...10.0010.0SadieNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.340008TrueBull_mastiff0.175316TrueBox_turtle1.643370e-01FalseNaN
145969326285121826406521894902016-01-30 02:41:58+00:00http://twitter.com/do...I hope you guys enjoy...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.989333TrueLabrador_retriever0.007946TrueKuvasz7.489320e-04True1.0
146069323180772728012928417252016-01-30 00:38:37+00:00http://twitter.com/do...This is Bodie. He's n...https://twitter.com/d...9.0010.0BodieNaNhttps://pbs.twimg.com...1.0Vizsla0.876413TrueChesapeake_bay_retriever0.078400TrueRhodesian_ridgeback3.219410e-02TrueNaN
1461693155686491000832779231662016-01-29 19:36:08+00:00http://twitter.com/do...This is Dunkin. He ca...https://twitter.com/d...12.0010.0DunkinNaNhttps://pbs.twimg.com...3.0Shih-tzu0.697480TrueLhasa0.200151TrueTibetan_terrier9.097040e-02TrueNaN
146269310903402353459216916012016-01-29 16:30:45+00:00http://twitter.com/do...\"Thank you friend tha...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.740013TrueWelsh_springer_spaniel0.088739TrueGolden_retriever4.746980e-02TrueNaN
146469291914316362956826497422016-01-29 03:56:12+00:00http://twitter.com/do...Please only send in d...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Saint_bernard0.612635TrueEnglish_springer0.269744TrueBoxer4.866550e-02TrueNaN
146569290586275152281623988562016-01-29 03:03:25+00:00http://twitter.com/do...This is Wally. He's b...https://twitter.com/d...10.0010.0Wallypupperhttps://pbs.twimg.com...1.0Mexican_hairless0.162638TrueDoberman0.156287TrueRhodesian_ridgeback8.147780e-02True1.0
146669290160164058316817445932016-01-29 02:46:29+00:00http://twitter.com/do...\"Fuck the system\" 10/...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Soft-coated_wheaten_t...0.403496TrueCocker_spaniel0.135164TrueGolden_retriever8.871870e-02TrueNaN
146769289422885099929822397852016-01-29 02:17:12+00:00http://twitter.com/do...Meet Tupawc. He's act...https://twitter.com/d...10.0010.0TupawcNaNhttps://pbs.twimg.com...1.0German_short-haired_p...0.876977TrueBluetick0.036615TrueBasset1.784770e-02TrueNaN
146869282816616393113728328722016-01-28 21:54:41+00:00http://twitter.com/do...This pupper just desc...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Samoyed0.985857TrueArctic_fox0.007852FalseWhite_wolf3.277700e-03False1.0
1469692752401762250755674435882016-01-28 16:53:37+00:00http://twitter.com/do...\"Hello yes could I ge...https://twitter.com/d...13.0010.0NaNpupperhttps://pbs.twimg.com...1.0Samoyed0.471276TrueSiberian_husky0.158850TrueEskimo_dog1.386720e-01True1.0
1470692568918515392513430915112016-01-28 04:44:32+00:00http://twitter.com/do...This is Chester. He's...https://twitter.com/d...12.0010.0ChesterNaNhttps://pbs.twimg.com...2.0Golden_retriever0.636845TrueLabrador_retriever0.163362TruePekinese4.555400e-02TrueNaN
1471692535307825213440312913422016-01-28 02:30:58+00:00http://twitter.com/do...This is Amber. She's ...https://twitter.com/d...10.0010.0AmberNaNhttps://pbs.twimg.com...1.0Pug0.413090TrueFrench_bulldog0.199865TrueChihuahua8.199060e-02TrueNaN
147269253055104829440118084082016-01-28 02:12:04+00:00http://twitter.com/do...Say hello to Cody. He...https://twitter.com/d...10.0010.0CodyNaNhttps://pbs.twimg.com...1.0Siberian_husky0.486428TrueEskimo_dog0.448518TrueWhite_wolf4.150610e-02FalseNaN
147569218700513707622425018082016-01-27 03:26:56+00:00http://twitter.com/do...This is a rare Arctic...https://twitter.com/d...12.0010.0aNaNhttps://pbs.twimg.com...2.0Siberian_husky0.810592TrueMalamute0.119745TrueEskimo_dog2.926480e-02TrueNaN
147669215836603091353621237782016-01-27 01:33:08+00:00http://twitter.com/do...This is Edgar. He's a...https://twitter.com/d...10.0010.0EdgarNaNhttps://pbs.twimg.com...1.0Pug0.956565TrueSwing0.018907FalseToy_poodle1.354440e-02TrueNaN
147969201729128281292828579442016-01-26 16:12:33+00:00http://twitter.com/do...This is Kingsley Well...https://twitter.com/d...9.0010.0KingsleyNaNhttps://pbs.twimg.com...1.0Tibetan_terrier0.247565TrueCocker_spaniel0.121377TrueBow_tie9.936250e-02FalseNaN
148269175695895788339628249812016-01-25 22:58:05+00:00http://twitter.com/do...THE BRITISH ARE COMIN...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Saint_bernard0.342571TrueBoxer0.289096TruePembroke7.646340e-02TrueNaN
148369167565221541478619385002016-01-25 17:35:00+00:00http://twitter.com/do...This is Richie and Pl...https://twitter.com/d...10.0010.0RichieNaNhttps://pbs.twimg.com...1.0Chihuahua0.182898TrueTeddy0.128077FalseWest_highland_white_t...9.787480e-02TrueNaN
148469148304132420403323665582016-01-25 04:49:38+00:00http://twitter.com/do...When bae says they ca...https://twitter.com/d...5.0010.0NaNNaNhttps://pbs.twimg.com...1.0Bloodhound0.886232TrueBlack-and-tan_coonhound0.077420TrueGordon_setter9.826430e-03TrueNaN
1485691459709405118465399711232016-01-25 03:16:56+00:00http://twitter.com/do...Say hello to Leo. He'...https://twitter.com/d...12.0010.0LeoNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.551206TrueCollie0.232544TrueBorder_collie9.521820e-02TrueNaN
148669144486928229580826198412016-01-25 02:17:57+00:00http://twitter.com/do...This is Bailey. She l...https://twitter.com/d...12.0010.0BaileyNaNhttps://pbs.twimg.com...2.0Bernese_mountain_dog0.767563TrueBorder_collie0.085805TrueEntlebucher4.376930e-02TrueNaN
14876914168664520826881909175322016-01-25 00:26:41+00:00http://twitter.com/do...I present to you... D...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Lakeland_terrier0.530104TrueIrish_terrier0.197314TrueAiredale8.251460e-02TrueNaN
148869132191602462310425386532016-01-24 18:09:23+00:00http://twitter.com/do...This is Molly. She's ...https://twitter.com/d...11.0010.0MollyNaNhttps://pbs.twimg.com...1.0Rottweiler0.508981TrueGerman_shepherd0.207897TrueKelpie9.435330e-02TrueNaN
148969109661331031654429348702016-01-24 03:14:07+00:00http://twitter.com/do...Here we see one dog g...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Borzoi0.441269TrueLlama0.278270FalseArabian_camel6.350350e-02FalseNaN
1492690959652130045952354012292016-01-23 18:09:53+00:00http://twitter.com/do...This golden is happy ...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...2.0Golden_retriever0.862964TrueLabrador_retriever0.044865TrueSaluki1.246780e-02TrueNaN
1495690735892932222976373712512016-01-23 03:20:44+00:00http://twitter.com/do...Say hello to Peaches....https://twitter.com/d...13.0010.0PeachesNaNhttps://pbs.twimg.com...1.0Golden_retriever0.883229TrueLabrador_retriever0.109635TrueKuvasz2.795070e-03TrueNaN
149669072892325305549021555092016-01-23 02:53:03+00:00http://twitter.com/do...This is Vinscent. He ...https://twitter.com/d...8.0010.0VinscentNaNhttps://pbs.twimg.com...1.0Kuvasz0.422806TrueGolden_retriever0.291586TrueGreat_pyrenees7.618920e-02TrueNaN
150069059716130684108819345962016-01-22 18:09:28+00:00http://twitter.com/do...This is Lolo. She's A...https://twitter.com/d...11.0010.0LoloNaNhttps://pbs.twimg.com...1.0Lhasa0.097500TrueKoala0.091934FalseSunglasses9.150480e-02FalseNaN
150169040036769629798518694452016-01-22 05:07:29+00:00http://twitter.com/do...This is Eriq. His fri...https://twitter.com/d...10.0010.0EriqNaNhttps://pbs.twimg.com...1.0Pembroke0.426459TruePapillon0.317368TrueShetland_sheepdog7.761600e-02TrueNaN
150269037441977719603232198372016-01-22 03:24:22+00:00http://twitter.com/do...This is Phred. He's a...https://twitter.com/d...11.0010.0PhredNaNhttps://pbs.twimg.com...1.0Kuvasz0.286345TrueLabrador_retriever0.107144TrueIce_bear8.508580e-02FalseNaN
150369036044936846540926448672016-01-22 02:28:52+00:00http://twitter.com/do...Stop sending in lobst...https://twitter.com/d...9.0010.0theNaNhttps://pbs.twimg.com...1.0Pug0.686933TrueFrench_bulldog0.076359TrueBrabancon_griffon3.500700e-02TrueNaN
150769001557630821171224677242016-01-21 03:38:27+00:00http://twitter.com/do...This pupper can only ...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...2.0Malamute0.949609TrueSiberian_husky0.033084TrueEskimo_dog1.666270e-02True1.0
1508690005060500217858362716622016-01-21 02:56:40+00:00http://twitter.com/do...\"I'm the only one tha...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Samoyed0.270287TrueGreat_pyrenees0.114027TrueTeddy7.247480e-02FalseNaN
150968999938460445081614043622016-01-21 02:34:07+00:00http://twitter.com/do...This is Covach. He's ...https://twitter.com/d...10.0010.0CovachNaNhttps://pbs.twimg.com...1.0Standard_poodle0.444499TrueEnglish_springer0.129830TruePug7.380570e-02TrueNaN
151268990548697246105624176912016-01-20 20:21:00+00:00http://twitter.com/do...Say hello to Gizmo. H...https://twitter.com/d...11.0010.0Gizmopupperhttps://pbs.twimg.com...4.0Pomeranian0.943331TrueShetland_sheepdog0.023675TrueChow7.164950e-03True1.0
1513689877686181715968300911472016-01-20 18:30:32+00:00http://twitter.com/do...This is Durg. He's tr...https://twitter.com/d...9.0010.0DurgNaNhttps://pbs.twimg.com...1.0Old_english_sheepdog0.269155TrueTibetan_terrier0.111496TrueLakeland_terrier1.049390e-01TrueNaN
151468983597813193523321507392016-01-20 15:44:48+00:00http://twitter.com/do...Meet Fynn &amp; Taco....https://twitter.com/d...11.0010.0FynnNaNhttps://pbs.twimg.com...1.0Collie0.600186TrueShetland_sheepdog0.298939TrueBorzoi2.261560e-02TrueNaN
151568966196491465523331899172016-01-20 04:13:20+00:00http://twitter.com/do...Meet Luca. He's a But...https://twitter.com/d...12.0010.0LucaNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.322818TrueWhippet0.246966TrueChihuahua1.225410e-01TrueNaN
151768962366127224012922066312016-01-20 01:41:08+00:00http://twitter.com/do...This is Lucy. She's t...https://twitter.com/d...10.0010.0Lucypupperhttps://pbs.twimg.com...1.0Toy_poodle0.279604TrueMashed_potato0.208564FalseLabrador_retriever7.748090e-02True1.0
151968955753637517721620214512016-01-19 21:18:22+00:00http://twitter.com/do...Downright majestic af...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.169482TrueSiberian_husky0.161655TrueDingo1.544140e-01FalseNaN
1520689517482558820352335814112016-01-19 18:39:13+00:00http://twitter.com/do...This is Carl. He just...https://twitter.com/d...12.0010.0CarlNaNhttps://pbs.twimg.com...1.0Pembroke0.799319TrueCardigan0.189537TruePapillon3.386190e-03TrueNaN
1522689283819090870273322810882016-01-19 03:10:43+00:00http://twitter.com/do...Say hello to Chipson....https://twitter.com/d...9.0010.0ChipsonNaNhttps://pbs.twimg.com...1.0Scotch_terrier0.267979TrueAffenpinscher0.199619TrueCairn1.274690e-01TrueNaN
152368928087607358259219596972016-01-19 02:59:01+00:00http://twitter.com/do...This is Herald. He wa...https://twitter.com/d...10.0010.0HeraldNaNhttps://pbs.twimg.com...3.0Chihuahua0.637546TrueAmerican_staffordshir...0.150694TrueStaffordshire_bullter...1.039530e-01TrueNaN
152468927525925461606511352422016-01-19 02:36:42+00:00http://twitter.com/do...Meet Lucky. He was sh...https://twitter.com/d...10.0010.0LuckyNaNhttps://pbs.twimg.com...1.0American_staffordshir...0.215161TrueChesapeake_bay_retriever0.079051TrueDoberman7.022590e-02TrueNaN
152668915431526568345630459902016-01-18 18:36:07+00:00http://twitter.com/do...We normally don't rat...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.816044TrueGolden_retriever0.054135TrueAiredale3.064810e-02TrueNaN
152768914337137025024020005032016-01-18 17:52:38+00:00http://twitter.com/do...Meet Trip. He likes w...https://twitter.com/d...10.0010.0Trippupperhttps://pbs.twimg.com...1.0English_springer0.303781TruePapillon0.165132TrueWelsh_springer_spaniel1.490510e-01True1.0
152868891620853245542426838532016-01-18 02:49:58+00:00http://twitter.com/do...This pupper just want...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Pembroke0.430544TrueRed_fox0.206576FalsePomeranian1.543520e-01True1.0
153068889816095827148920767722016-01-18 01:38:15+00:00http://twitter.com/do...When you have a ton o...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Ibizan_hound0.853170TrueChihuahua0.039897TrueItalian_greyhound3.521960e-02TrueNaN
153268882856166756761613633662016-01-17 21:01:41+00:00http://twitter.com/do...Say hello to Brad. Hi...https://twitter.com/d...9.0010.0BradNaNhttps://pbs.twimg.com...1.0Cardigan0.614231TrueSkunk0.139392FalseToilet_tissue3.115820e-02FalseNaN
15336888048354922332169561912016-01-17 19:27:24+00:00http://twitter.com/do...When you stumble but ...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...3.0Malinois0.199512TrueGerman_shepherd0.096797TrueSaluki8.284820e-02TrueNaN
153468878976634362265621996542016-01-17 18:27:32+00:00http://twitter.com/do...Meet Pubert. He's a K...https://twitter.com/d...8.0010.0PubertNaNhttps://pbs.twimg.com...1.0American_staffordshir...0.599660TrueStaffordshire_bullter...0.380976TrueBull_mastiff3.889020e-03TrueNaN
153568854721080449843325626872016-01-17 02:23:42+00:00http://twitter.com/do...This is Frönq. He got...https://twitter.com/d...9.0010.0FrönqNaNhttps://pbs.twimg.com...1.0Papillon0.531279TrueBlenheim_spaniel0.214197TrueBorder_collie5.383990e-02TrueNaN
153668851917646664499322967172016-01-17 00:32:18+00:00http://twitter.com/do...This pupper is sprout...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Pembroke0.696372TrueCardigan0.121052TrueShetland_sheepdog5.059200e-02True1.0
1537688385280030670848917944232016-01-16 15:40:14+00:00http://twitter.com/do...This is Louis. He's t...https://twitter.com/d...12.0010.0LouisNaNhttps://pbs.twimg.com...2.0Golden_retriever0.900437TrueCocker_spaniel0.022292TrueSombrero1.499680e-02FalseNaN
154068811665515143577727937612016-01-15 21:52:49+00:00http://twitter.com/do...Please send dogs. I'm...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.973819TrueChihuahua0.010891TrueStaffordshire_bullter...6.863890e-03TrueNaN
154168806417942147072117123572016-01-15 18:24:18+00:00http://twitter.com/do...This is Kilo. He's a ...https://twitter.com/d...11.0010.0KiloNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.240602TrueNorwegian_elkhound0.180369TrueSiberian_husky9.073880e-02TrueNaN
1543687826841265172480271211072016-01-15 02:41:12+00:00http://twitter.com/do...This is Louis. He's a...https://twitter.com/d...12.0010.0LouisNaNhttps://pbs.twimg.com...1.0Pomeranian0.997210TruePekinese0.000803TrueKeeshond3.725150e-04TrueNaN
154468781850431415910924519342016-01-15 02:08:05+00:00http://twitter.com/do...With great pupper com...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Lakeland_terrier0.873029TrueSoft-coated_wheaten_t...0.060924TrueToy_poodle1.703090e-02True1.0
154568780780167089766523727102016-01-15 01:25:33+00:00http://twitter.com/do...Meet Trooper &amp; Ma...https://twitter.com/d...11.0010.0TrooperNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.151113TrueBoxer0.135697TrueAmerican_staffordshir...8.659120e-02TrueNaN
154768770418030427340924068312016-01-14 18:33:48+00:00http://twitter.com/do...Say hello to Blakely....https://twitter.com/d...9.0010.0Blakelypupperhttps://pbs.twimg.com...1.0Miniature_pinscher0.956063TrueToy_terrier0.012231TrueChihuahua5.397480e-03True1.0
154868766482926445363219175042016-01-14 15:57:26+00:00http://twitter.com/do...Meet Opal. He's a Bel...https://twitter.com/d...11.0010.0OpalNaNhttps://pbs.twimg.com...1.0Pug0.957365TrueFrench_bulldog0.038559TrueToy_poodle6.673610e-04TrueNaN
154968749465287066828818785682016-01-14 04:41:12+00:00http://twitter.com/do...This is Marq. He stol...https://twitter.com/d...7.0010.0MarqNaNhttps://pbs.twimg.com...1.0Rottweiler0.391471TrueMiniature_pinscher0.273595TrueTibetan_mastiff4.169190e-02TrueNaN
155068748074886194790515812352016-01-14 03:45:57+00:00http://twitter.com/do...Another magnificent p...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0English_springer0.472273TrueEnglish_setter0.166862TrueBrittany_spaniel1.634110e-01TrueNaN
155268746050600163328020385402016-01-14 02:25:31+00:00http://twitter.com/do...This is Kramer. He's ...https://twitter.com/d...10.0010.0KramerNaNhttps://pbs.twimg.com...1.0Boston_bull0.223366TrueBoxer0.183596TrueFrench_bulldog1.769160e-01TrueNaN
15546873173063142400001991790522016-01-13 16:56:30+00:00http://twitter.com/do...This is Tyrone. He's ...https://twitter.com/d...11.0010.0TyroneNaNhttps://pbs.twimg.com...1.0Shih-tzu0.747208TrueMaltese_dog0.091025TrueLhasa3.578780e-02TrueNaN
1556687127927494963200536922382016-01-13 04:23:58+00:00http://twitter.com/do...Meet Gordon. He's an ...https://twitter.com/d...9.0010.0GordonNaNhttps://pbs.twimg.com...1.0Pug0.178205TrueChihuahua0.149164TrueShih-tzu1.205050e-01TrueNaN
1558687109925361856513572724242016-01-13 03:12:26+00:00http://twitter.com/do...This is Baxter. He lo...https://twitter.com/d...11.0010.0BaxterNaNhttps://pbs.twimg.com...2.0Borzoi0.883086TrueWhippet0.022934TrueSaluki2.160560e-02TrueNaN
156068709605753736396822125962016-01-13 02:17:20+00:00http://twitter.com/do...This pupper's New Yea...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Labrador_retriever0.417107TrueChesapeake_bay_retriever0.341730TrueGerman_short-haired_p...1.777020e-01True1.0
1564686730991906516992409011862016-01-12 02:06:41+00:00http://twitter.com/do...I just love this pict...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Tibetan_mastiff0.338812TrueNewfoundland0.180925TrueGolden_retriever1.800230e-01TrueNaN
156568668304514395340827917882016-01-11 22:56:10+00:00http://twitter.com/do...This is Mona. She's a...https://twitter.com/d...11.0010.0Monapupperhttps://pbs.twimg.com...1.0Norwich_terrier0.100499TrueCocker_spaniel0.080671TrueGolden_retriever7.940620e-02True1.0
1566686618349602762752366613492016-01-11 18:39:05+00:00http://twitter.com/do...This is Olivia. She j...https://twitter.com/d...11.0010.0Oliviapupperhttps://pbs.twimg.com...1.0Rottweiler0.441331TrueMiniature_pinscher0.233180TrueGordon_setter9.358200e-02True1.0
156768660606995573555618705382016-01-11 17:50:18+00:00http://twitter.com/do...Meet Horace. He was p...https://twitter.com/d...10.0010.0HoraceNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.320012TrueIbizan_hound0.208172TrueSaluki7.897470e-02TrueNaN
156968638652180977254932208682016-01-11 03:17:53+00:00http://twitter.com/do...Say hello to Crimson....https://twitter.com/d...11.0010.0CrimsonNaNhttps://pbs.twimg.com...1.0Yorkshire_terrier0.477704TrueSilky_terrier0.171673TrueAustralian_terrier8.833400e-02TrueNaN
157068637706598626509221805572016-01-11 02:40:19+00:00http://twitter.com/do...Meet Birf. He thinks ...https://twitter.com/d...10.0010.0Birfpupperhttps://pbs.twimg.com...1.0German_shepherd0.830816TrueLeonberg0.076325TrueBloodhound3.744860e-02True1.0
157168635835642509312021616602016-01-11 01:25:58+00:00http://twitter.com/do...Heartwarming scene he...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.985237TrueBull_mastiff0.008841TrueBoxer2.321430e-03TrueNaN
157368605029693456384021947192016-01-10 05:01:51+00:00http://twitter.com/do...This is Flávio. He's ...https://twitter.com/d...11.0010.0FlávioNaNhttps://pbs.twimg.com...1.0Pomeranian0.985789TrueKeeshond0.004083TruePekinese3.333660e-03TrueNaN
1575686034024800862208304911282016-01-10 03:57:12+00:00http://twitter.com/do...Your fav crew is back...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Great_dane0.236920TrueIrish_wolfhound0.117608TrueGreater_swiss_mountai...1.039000e-01TrueNaN
157668600791613087334524564052016-01-10 02:13:27+00:00http://twitter.com/do...This pupper has a mag...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Rhodesian_ridgeback0.885301TrueRedbone0.042335TrueSeat_belt1.049300e-02False1.0
157868597323635871334420765152016-01-09 23:55:38+00:00http://twitter.com/do...This is Lorelei. She'...https://twitter.com/d...11.0010.0LoreleiNaNhttps://pbs.twimg.com...1.0Siberian_husky0.450678TrueEskimo_dog0.430275TrueMalamute1.185900e-01TrueNaN
157968594380727641292816125842016-01-09 21:58:42+00:00http://twitter.com/do...This is the newly for...https://twitter.com/d...8.0010.0thepupperhttps://pbs.twimg.com...1.0Papillon0.200812TrueToy_terrier0.114512TrueCardigan9.451960e-02True1.0
1580685906723014619143742328372016-01-09 19:31:20+00:00http://twitter.com/do...This is Olive. He's s...https://twitter.com/d...9.0010.0OliveNaNhttps://pbs.twimg.com...1.0Yorkshire_terrier0.414963TrueBriard0.063505TruePekinese5.368220e-02TrueNaN
1583685663452032069632319314352016-01-09 03:24:40+00:00http://twitter.com/do...Meet Brooks. He's con...https://twitter.com/d...12.0010.0BrooksNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.171174TrueTennis_ball0.090644FalseRacket4.850770e-02FalseNaN
158468564197116414361629057672016-01-09 01:59:19+00:00http://twitter.com/do...This is Otis. He just...https://twitter.com/d...7.0010.0Otispupperhttps://pbs.twimg.com...1.0Lakeland_terrier0.253839TrueAiredale0.213349TrueThree-toed_sloth8.383410e-02False1.0
1587685325112850124800934939112016-01-08 05:00:14+00:00http://twitter.com/do...\"Tristan do not speak...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.586937TrueLabrador_retriever0.398260TrueKuvasz5.409690e-03TrueNaN
158868532158617867059226226282016-01-08 04:46:13+00:00http://twitter.com/do...This is Rocky. He sle...https://twitter.com/d...10.0010.0RockyNaNhttps://pbs.twimg.com...1.0Boston_bull0.972483TrueFrench_bulldog0.025469TrueBoxer4.575440e-04TrueNaN
1589685315239903100929327410282016-01-08 04:21:00+00:00http://twitter.com/do...I would like everyone...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...2.0Chow0.470162TruePomeranian0.159677TrueEskimo_dog1.050740e-01TrueNaN
159068530745170133401620484382016-01-08 03:50:03+00:00http://twitter.com/do...Say hello to Petrick....https://twitter.com/d...11.0010.0Petrickflooferhttps://pbs.twimg.com...1.0Pomeranian0.963176TrueShetland_sheepdog0.019468TrueKeeshond8.604930e-03True1.0
1591685268753634967552305911842016-01-08 01:16:17+00:00http://twitter.com/do...This is Hubertson. He...https://twitter.com/d...10.0010.0Hubertsonpupperhttps://pbs.twimg.com...1.0Pug0.999044TrueNorwegian_elkhound0.000547TrueBull_mastiff2.351950e-04True1.0
1593685169283572338688406114092016-01-07 18:41:01+00:00http://twitter.com/do...Meet Gerbald. He just...https://twitter.com/d...11.0010.0Gerbaldpupperhttps://pbs.twimg.com...1.0Bernese_mountain_dog0.975096TrueAppenzeller0.014578TrueEntlebucher5.943480e-03True1.0
1596684940049151070208317910352016-01-07 03:30:07+00:00http://twitter.com/do...This is Oreo. She's a...https://twitter.com/d...12.0010.0OreoNaNhttps://pbs.twimg.com...2.0Border_collie0.665578TrueCollie0.176846TrueOld_english_sheepdog6.517470e-02TrueNaN
159768492697508603494434534562016-01-07 02:38:10+00:00http://twitter.com/do...Meet Bruiser &amp; Ch...https://twitter.com/d...11.0010.0BruiserNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.769412TrueGolden_retriever0.144893TrueLion2.143980e-02FalseNaN
159968490218387632128018515202016-01-07 00:59:40+00:00http://twitter.com/do...This is Perry. He's a...https://twitter.com/d...11.0010.0PerryNaNhttps://pbs.twimg.com...1.0Pembroke0.708034TrueCardigan0.291447TrueDingo1.845610e-04FalseNaN
160268480022745962496027069892016-01-06 18:14:31+00:00http://twitter.com/do...Meet Theodore. He's d...https://twitter.com/d...11.0010.0TheodoreNaNhttps://pbs.twimg.com...1.0Miniature_schnauzer0.294457TrueNorfolk_terrier0.161885TrueWest_highland_white_t...1.209920e-01TrueNaN
1603684594889858887680881034542016-01-06 04:38:35+00:00http://twitter.com/do...\"FOR THE LAST TIME I ...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Weimaraner0.948688TrueEnglish_setter0.035352TrueBrittany_spaniel3.878780e-03TrueNaN
1607684481074559381504384111542016-01-05 21:06:19+00:00http://twitter.com/do...Meet Pippa. She's an ...https://twitter.com/d...10.0010.0PippaNaNhttps://pbs.twimg.com...1.0Chihuahua0.937810TruePomeranian0.020307TruePolecat1.735700e-02FalseNaN
160868446006937165414419515562016-01-05 19:42:51+00:00http://twitter.com/do...This is Jeph. He's a ...https://twitter.com/d...10.0010.0JephNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.673691TrueChesapeake_bay_retriever0.194897TrueAmerican_staffordshir...5.947130e-02TrueNaN
1609684241637099323392803432332016-01-05 05:14:53+00:00http://twitter.com/do...This is Obi. He got c...https://twitter.com/d...12.0010.0ObiNaNhttps://pbs.twimg.com...1.0Pembroke0.508498TrueBlack-footed_ferret0.115532FalseWeasel5.128010e-02FalseNaN
161368419508558878310518805032016-01-05 02:09:54+00:00http://twitter.com/do...This is Tino. He real...https://twitter.com/d...9.0010.0TinoNaNhttps://pbs.twimg.com...1.0Chihuahua0.379365TrueToy_terrier0.121809TrueBoston_bull9.598090e-02TrueNaN
1614684188786104872960345811582016-01-05 01:44:52+00:00http://twitter.com/do...\"Yo Boomer I'm taking...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Kelpie0.537782TrueAmerican_staffordshir...0.082953TrueStaffordshire_bullter...6.975990e-02TrueNaN
161568417770112987545619956572016-01-05 01:00:50+00:00http://twitter.com/do...This is Kulet. She's ...https://twitter.com/d...10.0010.0KuletNaNhttps://pbs.twimg.com...1.0Chow0.334783TrueGerman_shepherd0.162647TrueGolden_retriever1.386120e-01TrueNaN
1618684097758874210310406514102016-01-04 19:43:10+00:00http://twitter.com/do...Say hello to Lupe. Th...https://twitter.com/d...10.0010.0LupeNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.627856TrueGerman_short-haired_p...0.173675TrueChesapeake_bay_retriever4.134170e-02TrueNaN
1619683857920510050305376111082016-01-04 03:50:08+00:00http://twitter.com/do...Meet Sadie. She fell ...https://twitter.com/d...10.0010.0SadieNaNhttps://pbs.twimg.com...1.0Bluetick0.174738TrueShetland_sheepdog0.126101TrueBeagle1.228870e-01TrueNaN
162068385257818307788819123402016-01-04 03:28:54+00:00http://twitter.com/do...Say hello to Tiger. H...https://twitter.com/d...10.0010.0TigerNaNhttps://pbs.twimg.com...1.0Toy_poodle0.551352TrueTeddy0.180678FalseMiniature_poodle1.640950e-01TrueNaN
1622683834909291606017259510962016-01-04 02:18:42+00:00http://twitter.com/do...Here we see a faulty ...https://twitter.com/d...9.0010.0NaNpupperhttps://pbs.twimg.com...1.0Maltese_dog0.738449TrueToy_poodle0.102992TrueSamoyed2.324720e-02True1.0
1623683828599284170753276510512016-01-04 01:53:37+00:00http://twitter.com/do...Breathtaking pupper h...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Malamute0.577376TrueSiberian_husky0.287131TrueEskimo_dog1.175630e-01True1.0
1624683773439333797890330613292016-01-03 22:14:26+00:00http://twitter.com/do...This is Buddy. He's g...https://twitter.com/d...9.0010.0BuddyNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.072885TrueLabrador_retriever0.057866TrueSchipperke5.325660e-02TrueNaN
1625683742671509258241639932482016-01-03 20:12:10+00:00http://twitter.com/do...Meet Sebastian. He's ...https://twitter.com/d...11.0010.0SebastianNaNhttps://pbs.twimg.com...1.0Pembroke0.895279TrueCardigan0.022385TrueCocker_spaniel1.704520e-02TrueNaN
162768349832257382400331379512016-01-03 04:01:13+00:00http://twitter.com/do...This is Griffin. He's...https://twitter.com/d...11.0010.0GriffinNaNhttps://pbs.twimg.com...1.0Airedale0.945362TrueIrish_terrier0.026850TrueLakeland_terrier1.682640e-02TrueNaN
162868348122808804966426299842016-01-03 02:53:17+00:00http://twitter.com/do...Meet Banjo. He's a Pe...https://twitter.com/d...11.0010.0Banjopupperhttps://pbs.twimg.com...1.0Keeshond0.508951TrueChow0.442016TrueGerman_shepherd1.320600e-02True1.0
162968346277002993254424006632016-01-03 01:39:57+00:00http://twitter.com/do...\"Hello forest pupper ...https://twitter.com/d...8.0010.0NaNpupperhttps://pbs.twimg.com...1.0Italian_greyhound0.399560TrueWhippet0.267153TrueGerman_short-haired_p...8.131910e-02True1.0
1630683449695444799489384615812016-01-03 00:47:59+00:00http://twitter.com/do...I just want to be fri...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Lakeland_terrier0.303512TrueSoft-coated_wheaten_t...0.211424TrueGolden_retriever1.707250e-01TrueNaN
1631683391852557561860754523692016-01-02 20:58:09+00:00http://twitter.com/do...Say hello to Jack (pr...https://twitter.com/d...11.0010.0JackNaNhttps://pbs.twimg.com...1.0French_bulldog0.992833TrueBoston_bull0.004749TruePug1.391690e-03TrueNaN
163268335797314247475228729032016-01-02 18:43:31+00:00http://twitter.com/do...\"Have a seat, son. Th...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.406509TrueCardigan0.154854TrueSiberian_husky1.363660e-01TrueNaN
1633683142553609318400283710292016-01-02 04:27:31+00:00http://twitter.com/do...Meet Brandy. She's a ...https://twitter.com/d...9.0010.0Brandypupperhttps://pbs.twimg.com...1.0Leonberg0.605851TrueChow0.183470TrueGerman_shepherd7.966190e-02True1.0
163468311140780674662433678952016-01-02 02:23:45+00:00http://twitter.com/do...This is Larry. He tho...https://twitter.com/d...10.0010.0Larrypupperhttps://pbs.twimg.com...1.0Cocker_spaniel0.901392TrueSoft-coated_wheaten_t...0.028605TrueMiniature_schnauzer1.780540e-02True1.0
163568309881588115456121426472016-01-02 01:33:43+00:00http://twitter.com/do...aahhhhkslaldhwnxmzbbs...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.889848TrueKuvasz0.053008TrueLabrador_retriever3.788120e-02TrueNaN
163768303006621381836821427292016-01-01 21:00:32+00:00http://twitter.com/do...This is Lulu. She's c...https://twitter.com/d...10.0010.0LuluNaNhttps://pbs.twimg.com...1.0Boxer0.722218TrueBull_mastiff0.193804TrueFrench_bulldog5.519370e-02TrueNaN
164168275054610996838515024292016-01-01 02:29:49+00:00http://twitter.com/do...Meet Taco. He's a spe...https://twitter.com/d...9.0010.0TacoNaNhttps://pbs.twimg.com...1.0English_setter0.947198TrueEnglish_springer0.031128TrueBrittany_spaniel5.512470e-03TrueNaN
1643682662431982772225302310642015-12-31 20:39:41+00:00http://twitter.com/do...Meet Joey and Izzy. J...https://twitter.com/d...11.0010.0JoeyNaNhttps://pbs.twimg.com...1.0Beagle0.413824TrueCardigan0.263553TrueBasset1.676180e-01TrueNaN
164468263883036151398520545882015-12-31 19:05:54+00:00http://twitter.com/do...I have no words. Just...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0English_springer0.440781TrueCardigan0.411182TrueBorder_collie2.241220e-02TrueNaN
1645682429480204398592340011362015-12-31 05:14:01+00:00http://twitter.com/do...I know we joke around...https://twitter.com/d...8.0010.0NaNNaNhttps://pbs.twimg.com...1.0Whippet0.594701TrueItalian_greyhound0.314091TrueMexican_hairless3.777330e-02TrueNaN
164768239390573688832122106582015-12-31 02:52:40+00:00http://twitter.com/do...This is Kreg. He's ri...https://twitter.com/d...11.0010.0KregNaNhttps://pbs.twimg.com...1.0Vizsla0.657275TruePaddle0.090286FalseRhodesian_ridgeback4.822830e-02TrueNaN
164868238907832366284916384512015-12-31 02:33:29+00:00http://twitter.com/do...Meet Brody. He's a Do...https://twitter.com/d...9.0010.0BrodyNaNhttps://pbs.twimg.com...1.0Curly-coated_retriever0.482288TrueFlat-coated_retriever0.315286TrueGreat_dane6.217890e-02TrueNaN
1650682259524040966145408011832015-12-30 17:58:40+00:00http://twitter.com/do...Meet Jax. He's an Igl...https://twitter.com/d...9.0010.0JaxNaNhttps://pbs.twimg.com...1.0Siberian_husky0.439670TrueEskimo_dog0.340474TrueMalamute1.012530e-01TrueNaN
1655682032003584274432649419692015-12-30 02:54:35+00:00http://twitter.com/do...This is Ulysses. He l...https://twitter.com/d...11.0010.0UlyssesNaNhttps://pbs.twimg.com...1.0Schipperke0.997953TrueGroenendael0.000676TrueMiniature_pinscher2.112460e-04TrueNaN
1657681981167097122816277910182015-12-29 23:32:35+00:00http://twitter.com/do...This is Jimothy. He's...https://twitter.com/d...12.0010.0JimothyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.452577TrueGolden_retriever0.403420TrueBeagle6.948570e-02TrueNaN
165868189146101781299324438022015-12-29 17:36:07+00:00http://twitter.com/do...Say hello to Charlie....https://twitter.com/d...10.0010.0Charliepupperhttps://pbs.twimg.com...1.0Chihuahua0.203570TrueDoormat0.134316FalseToy_terrier8.448230e-02True1.0
16596816940855398727731265140042015-12-29 04:31:49+00:00http://twitter.com/do...This is Bo. He's a Be...https://twitter.com/d...11.0010.0Bopupperhttps://pbs.twimg.com...1.0Toy_poodle0.920992TrueMiniature_poodle0.060857TrueMaltese_dog6.063720e-03True1.0
166168165405917512908826109112015-12-29 01:52:46+00:00http://twitter.com/do...This is Toffee. He's ...https://twitter.com/d...12.0010.0Toffeepupperhttps://pbs.twimg.com...1.0Pomeranian0.800538TrueChow0.146892TruePekinese3.761250e-02True1.0
166268161079886784512018804592015-12-28 23:00:52+00:00http://twitter.com/do...*collapses* 12/10 htt...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Toy_poodle0.821704TrueMiniature_poodle0.116042TrueYorkshire_terrier1.484720e-02TrueNaN
1663681579835668455424350812792015-12-28 20:57:50+00:00http://twitter.com/do...This is Apollo. He th...https://twitter.com/d...8.0010.0ApolloNaNhttps://pbs.twimg.com...1.0Rottweiler0.760671TrueLabrador_retriever0.096585TrueStaffordshire_bullter...4.033260e-02TrueNaN
16646815231776636764161410256722015-12-28 17:12:42+00:00http://twitter.com/do...This is Carly. She's ...https://twitter.com/d...12.0010.0CarlyNaNhttps://pbs.twimg.com...1.0Norfolk_terrier0.205067TrueGerman_shepherd0.160439TrueChow1.562340e-01TrueNaN
166768132018787071180926117302015-12-28 03:46:05+00:00http://twitter.com/do...This is Glacier. He's...https://twitter.com/d...11.0010.0GlacierNaNhttps://pbs.twimg.com...1.0Samoyed0.362596TrueEskimo_dog0.245395TrueSiberian_husky1.082320e-01TrueNaN
166968129737210265600031749392015-12-28 02:15:26+00:00http://twitter.com/do...This is actually a li...https://twitter.com/d...12.0010.0actuallyNaNhttps://pbs.twimg.com...1.0Lhasa0.482401TrueShih-tzu0.113672TruePomeranian9.622860e-02TrueNaN
1670681281657291280384319410872015-12-28 01:12:59+00:00http://twitter.com/do...Meet Sarge. His paren...https://twitter.com/d...11.0010.0SargeNaNhttps://pbs.twimg.com...1.0Saint_bernard0.998830TruePekinese0.000391TrueGreat_pyrenees2.235820e-04TrueNaN
167168126154993634099414392672015-12-27 23:53:05+00:00http://twitter.com/do...Say hello to Panda. H...https://twitter.com/d...9.0010.0PandaNaNhttps://pbs.twimg.com...1.0Tibetan_terrier0.382101TrueMiniature_poodle0.095429TrueMaltese_dog6.573770e-02TrueNaN
167368123110972470067223804772015-12-27 21:52:07+00:00http://twitter.com/do...I just love this pic....https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Irish_setter0.406047TrueCocker_spaniel0.345646TrueAiredale1.479120e-01True1.0
1674681193455364796417365314562015-12-27 19:22:30+00:00http://twitter.com/do...This is Aspen. He's a...https://twitter.com/d...11.0010.0AspenNaNhttps://pbs.twimg.com...1.0Pomeranian0.992619TrueKeeshond0.004356TrueSchipperke8.140000e-04TrueNaN
167568097079513754419223936462015-12-27 04:37:44+00:00http://twitter.com/do...I thought I made this...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.713102TrueWhippet0.057426TrueQuilt5.601810e-02FalseNaN
1677680940246314430465316510322015-12-27 02:36:20+00:00http://twitter.com/do...This is Alice. She's ...https://twitter.com/d...4.0010.0AliceNaNhttps://pbs.twimg.com...1.0Soft-coated_wheaten_t...0.289598TrueWest_highland_white_t...0.157195TrueToy_poodle7.443470e-02TrueNaN
167868093498254256128020654282015-12-27 02:15:25+00:00http://twitter.com/do...Say hello to Sadie. S...https://twitter.com/d...10.0010.0SadieNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.784398TrueSiberian_husky0.055925TrueBeagle2.275010e-02TrueNaN
167968091343842461286423726122015-12-27 00:49:49+00:00http://twitter.com/do...Meet Griswold. He's d...https://twitter.com/d...11.0010.0GriswoldNaNhttps://pbs.twimg.com...1.0Pomeranian0.615678TrueGolden_retriever0.126455TrueChihuahua8.718360e-02TrueNaN
168068088964856299110417383572015-12-26 23:15:17+00:00http://twitter.com/do...This is Cheesy. It's ...https://twitter.com/d...9.0010.0CheesyNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.876337TrueCollie0.078331TruePomeranian2.040750e-02TrueNaN
1681680836378243002368341612982015-12-26 19:43:36+00:00http://twitter.com/do...This is Ellie. She's ...https://twitter.com/d...12.0010.0Elliepupperhttps://pbs.twimg.com...3.0Pembroke0.427781TrueShetland_sheepdog0.160669TruePomeranian1.112500e-01True1.0
168368080174710379315223528062015-12-26 17:25:59+00:00http://twitter.com/do...Great picture here. D...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.996720TrueLabrador_retriever0.001439TrueStaffordshire_bullter...5.176030e-04TrueNaN
168568060929307959296125976872015-12-26 04:41:15+00:00http://twitter.com/do...This is Brody. That i...https://twitter.com/d...9.0010.0BrodyNaNhttps://pbs.twimg.com...1.0French_bulldog0.700764TrueChihuahua0.072390TrueAmerican_staffordshir...3.961870e-02TrueNaN
1687680497766108381184418318752015-12-25 21:18:05+00:00http://twitter.com/do...Meet Percy. He's a La...https://twitter.com/d...12.0010.0PercyNaNhttps://pbs.twimg.com...1.0Chihuahua0.538354TrueMuzzle0.084289FalseSki_mask7.669010e-02FalseNaN
168868049472664306892916984782015-12-25 21:06:00+00:00http://twitter.com/do...Here we have uncovere...https://twitter.com/d...11.2610.0NaNNaNhttps://pbs.twimg.com...1.0Kuvasz0.438627TrueSamoyed0.111622TrueGreat_pyrenees6.406080e-02TrueNaN
168968047301164498534525107342015-12-25 19:39:43+00:00http://twitter.com/do...This is Hector. He th...https://twitter.com/d...10.0010.0Hectorpupperhttps://pbs.twimg.com...1.0Lakeland_terrier0.796694TrueWest_highland_white_t...0.138709TrueNorwich_terrier1.625340e-02True1.0
169368019125725613670521134912015-12-25 01:00:07+00:00http://twitter.com/do...Here's a sleepy Chris...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Brittany_spaniel0.733253TrueWelsh_springer_spaniel0.251634TrueEnglish_springer9.243210e-03True1.0
169568016109774009548922957232015-12-24 23:00:17+00:00http://twitter.com/do...Meet Goliath. He's an...https://twitter.com/d...12.0010.0GoliathNaNhttps://pbs.twimg.com...1.0Bluetick0.268681TrueMiniature_pinscher0.125652TrueEnglish_setter8.937270e-02TrueNaN
1696680145970311643136356017072015-12-24 22:00:10+00:00http://twitter.com/do...Say hello to Kawhi. H...https://twitter.com/d...10.0010.0Kawhipupperhttps://pbs.twimg.com...1.0Miniature_poodle0.457117TrueToy_poodle0.226481TrueMaltese_dog6.768150e-02True1.0
169768013088136168652922579252015-12-24 21:00:12+00:00http://twitter.com/do...This is Reggie. His S...https://twitter.com/d...10.0010.0ReggieNaNhttps://pbs.twimg.com...1.0Maltese_dog0.199121TrueWest_highland_white_t...0.197897TrueShih-tzu1.571300e-01TrueNaN
169868011582336574259326808882015-12-24 20:00:22+00:00http://twitter.com/do...This is Ozzy. He woke...https://twitter.com/d...9.0010.0OzzyNaNhttps://pbs.twimg.com...1.0Pug0.999365TrueFrench_bulldog0.000544TrueBoston_bull2.815280e-05TrueNaN
1699680100725817409536352313472015-12-24 19:00:23+00:00https://about.twitter...This pupper is not co...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.698961TrueChow0.145971TruePomeranian3.488800e-02True1.0
170467986212189571481824176042015-12-24 03:12:15+00:00http://twitter.com/do...\"Dammit hooman I'm ju...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Entlebucher0.523206TrueGreater_swiss_mountai...0.431657TrueAppenzeller4.420790e-02TrueNaN
170667984449079909171323347472015-12-24 02:02:12+00:00http://twitter.com/do...This is Willie. He's ...https://twitter.com/d...10.0010.0WillieNaNhttps://pbs.twimg.com...1.0Airedale0.903832TrueBorder_terrier0.034713TrueToy_poodle2.137800e-02TrueNaN
170767982844718785740835710137512015-12-24 00:58:27+00:00http://twitter.com/do...Everybody look at thi...https://twitter.com/d...13.0010.0NaNpupperhttps://pbs.twimg.com...3.0Chihuahua0.346545TrueDalmatian0.166246TrueToy_terrier1.175020e-01True1.0
1708679777920601223168305210792015-12-23 21:37:40+00:00http://twitter.com/do...This is Rinna. She's ...https://twitter.com/d...10.0010.0Rinnapupperhttps://pbs.twimg.com...1.0Bloodhound0.528819TrueBull_mastiff0.420119TrueFrench_bulldog9.480590e-03True1.0
170967973621079804723220617762015-12-23 18:51:56+00:00http://twitter.com/do...This pup's name is Sa...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0French_bulldog0.319139TrueChihuahua0.154088TrueCardigan1.176880e-01TrueNaN
171167972201658122240016374592015-12-23 17:55:32+00:00http://twitter.com/do...This is Mike. He is a...https://twitter.com/d...8.0010.0MikeNaNhttps://pbs.twimg.com...1.0Boxer0.459604TrueBoston_bull0.197913TrueFrench_bulldog8.702250e-02TrueNaN
1712679530280114372609472120442015-12-23 05:13:38+00:00http://twitter.com/do...Guys this really need...https://twitter.com/d...7.0010.0aNaNhttps://pbs.twimg.com...1.0Dalmatian0.750256TrueJaguar0.169007FalseZebra6.481490e-03FalseNaN
1714679511351870550016330212442015-12-23 03:58:25+00:00http://twitter.com/do...Say hello to William....https://twitter.com/d...7.0010.0WilliamNaNhttps://pbs.twimg.com...1.0Chihuahua0.761972TrueBlack-footed_ferret0.150605FalseSquirrel_monkey2.814790e-02FalseNaN
171667947595151693414420616262015-12-23 01:37:45+00:00http://twitter.com/do...This is Evy. She does...https://twitter.com/d...9.0010.0EvyNaNhttps://pbs.twimg.com...1.0Maltese_dog0.145742TrueToy_poodle0.139407TrueWest_highland_white_t...1.088210e-01TrueNaN
171767946282313568665631032184052015-12-23 00:45:35+00:00http://twitter.com/do...Meet Hurley. He's the...https://twitter.com/d...11.0010.0HurleyNaNhttps://pbs.twimg.com...1.0Toy_poodle0.621780TrueMiniature_poodle0.197819TrueSoft-coated_wheaten_t...4.674500e-02TrueNaN
17196791583739888762882090378662015-12-22 04:35:49+00:00http://twitter.com/do...This is Rubio. He has...https://twitter.com/d...11.0010.0RubioNaNhttps://pbs.twimg.com...1.0Pug0.272205TrueBull_mastiff0.251530TrueBath_towel1.168060e-01FalseNaN
1720679148763231985668273210062015-12-22 03:57:37+00:00http://twitter.com/do...I know everyone's exc...https://twitter.com/d...8.0010.0NaNNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.302685TrueHair_slide0.124281FalseAfghan_hound5.984600e-02TrueNaN
1721679132435750195208292411322015-12-22 02:52:45+00:00http://twitter.com/do...This is Louis. He's a...https://twitter.com/d...10.0010.0LouisNaNhttps://pbs.twimg.com...1.0Scottish_deerhound0.194610TrueIrish_wolfhound0.162855TrueGiant_schnauzer1.598370e-01TrueNaN
1722679111216690831360586325282015-12-22 01:28:25+00:00http://twitter.com/do...This is officially th...https://twitter.com/d...12.0010.0officiallyNaNhttps://pbs.twimg.com...1.0Kelpie0.189423TrueBeagle0.121988TrueBasset1.211710e-01TrueNaN
1726678991772295516161225511322015-12-21 17:33:48+00:00http://twitter.com/do...If your Monday isn't ...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.330216TrueSiberian_husky0.187003TrueChihuahua1.014200e-01TrueNaN
172767896922870428467216124472015-12-21 16:04:13+00:00http://twitter.com/do...Meet Lola. She's a Me...https://twitter.com/d...11.0010.0LolaNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.680251TrueChesapeake_bay_retriever0.201697TrueGolden_retriever1.967590e-02TrueNaN
172867880028364906905625218762015-12-21 04:52:53+00:00http://twitter.com/do...Here's a pupper with ...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Labrador_retriever0.213673TrueBeagle0.146235TrueAiredale1.227010e-01True1.0
1729678798276842360832339511352015-12-21 04:44:55+00:00http://twitter.com/do...This is Linda. She fu...https://twitter.com/d...7.0010.0LindaNaNhttps://pbs.twimg.com...1.0Airedale0.583122TrueSilky_terrier0.129567TrueLakeland_terrier9.472660e-02TrueNaN
173067877492860746956927588832015-12-21 03:12:08+00:00http://twitter.com/do...This is Tug. He's not...https://twitter.com/d...11.0010.0TugNaNhttps://pbs.twimg.com...1.0Pembroke0.194681TrueToy_poodle0.121821TruePomeranian9.684300e-02TrueNaN
173267876451386961100816044622015-12-21 02:30:45+00:00http://twitter.com/do...Meet Wilson. He got c...https://twitter.com/d...10.0010.0WilsonNaNhttps://pbs.twimg.com...1.0Irish_terrier0.696646TrueAustralian_terrier0.074962TrueIrish_setter6.390120e-02TrueNaN
1733678755239630127104696932012015-12-21 01:53:54+00:00http://twitter.com/do...This is Dash. He didn...https://twitter.com/d...10.0010.0DashNaNhttps://pbs.twimg.com...1.0Malamute0.606654TrueBorder_collie0.193831TrueCollie4.837810e-02TrueNaN
173767864345714615091320073922015-12-20 18:29:43+00:00http://twitter.com/do...Meet Grizz. He just a...https://twitter.com/d...10.0010.0GrizzNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.338757TrueFlat-coated_retriever0.304470TrueChest9.339230e-02FalseNaN
1738678446151570427904392515042015-12-20 05:25:42+00:00http://twitter.com/do...Touching scene here. ...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.284492TrueRottweiler0.189434TrueAmerican_staffordshir...1.894300e-01TrueNaN
1739678424312106393600537424802015-12-20 03:58:55+00:00http://twitter.com/do...This is Crystal. She'...https://twitter.com/d...2.0010.0CrystalNaNhttps://pbs.twimg.com...1.0Maltese_dog0.759945TrueToy_poodle0.101194TrueShih-tzu5.603740e-02TrueNaN
1740678410210315247616412417642015-12-20 03:02:53+00:00http://twitter.com/do...Say hello to Jerome. ...https://twitter.com/d...10.0010.0JeromeNaNhttps://pbs.twimg.com...1.0Schipperke0.145877TrueLabrador_retriever0.098354TrueKelpie9.739340e-02TrueNaN
174267839679625997516815624052015-12-20 02:09:34+00:00http://twitter.com/do...These little fellas h...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...2.0Pembroke0.956180TrueCardigan0.031803TrueChihuahua6.276500e-03TrueNaN
174367838902861448806418284102015-12-20 01:38:42+00:00http://twitter.com/do...This is Bella. She ju...https://twitter.com/d...11.0010.0Bellapupperhttps://pbs.twimg.com...1.0Miniature_pinscher0.516284TrueKelpie0.227402TrueVizsla1.032460e-01True1.0
174567834107537594777616985242015-12-19 22:28:09+00:00http://twitter.com/do...This pupper likes tap...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.853284TrueCocker_spaniel0.026230TrueLabrador_retriever2.412280e-02True1.0
174667833449736085913612832472015-12-19 22:02:01+00:00http://twitter.com/do...This is Rosie. She ha...https://twitter.com/d...10.0010.0RosieNaNhttps://pbs.twimg.com...1.0Norfolk_terrier0.378643TrueGolden_retriever0.095594TrueKelpie8.530920e-02TrueNaN
17476782785861309480961120759432015-12-19 18:19:51+00:00http://twitter.com/do...Another spooky pupper...https://twitter.com/d...10.0010.0NaNpupperhttps://pbs.twimg.com...1.0Maltese_dog0.897841TrueLhasa0.035717TrueTibetan_terrier1.710750e-02True1.0
174867825546418286182415563562015-12-19 16:47:58+00:00http://twitter.com/do...This is Jessifer. She...https://twitter.com/d...9.0010.0JessiferNaNhttps://pbs.twimg.com...1.0Chihuahua0.613819TrueYorkshire_terrier0.127931TruePomeranian6.212430e-02TrueNaN
17506780211157180293131333561792015-12-19 01:16:45+00:00http://twitter.com/do...This is Reese. He lik...https://twitter.com/d...12.0010.0ReeseNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.822048TrueDoberman0.096085TrueRottweiler3.270930e-02TrueNaN
175267791853151470387213133972015-12-18 18:29:07+00:00http://twitter.com/do...\"Everything looks pre...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.199347TrueDalmatian0.153225TrueAmerican_staffordshir...1.077980e-01TrueNaN
1753677895101218201600472020162015-12-18 16:56:01+00:00http://twitter.com/do...Guys this was terrify...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Dalmatian0.550702TrueKuvasz0.060226TrueGreat_pyrenees5.863100e-02TrueNaN
1755677700003327029250331814112015-12-18 04:00:46+00:00http://twitter.com/do...This is Ralph. He's a...https://twitter.com/d...10.0010.0RalphNaNhttps://pbs.twimg.com...1.0Siberian_husky0.120849TrueJunco0.079206FalseMalamute6.308750e-02TrueNaN
175667769840354819277012053112015-12-18 03:54:25+00:00http://twitter.com/do...This is Sadie. She go...https://twitter.com/d...9.0010.0SadieNaNhttps://pbs.twimg.com...1.0Shih-tzu0.916645TrueLhasa0.057883TruePekinese2.012580e-02TrueNaN
175767768760491827200224368262015-12-18 03:11:30+00:00http://twitter.com/do...This was Cindy's face...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.573047TrueSunglasses0.126758FalseGolden_retriever1.080470e-01TrueNaN
1758677673981332312066326114602015-12-18 02:17:22+00:00http://twitter.com/do...Endangered triangular...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Maltese_dog0.817908TrueAngora0.077805FalsePomeranian2.218420e-02TrueNaN
176067764409192932966618147792015-12-18 00:18:36+00:00http://twitter.com/do...This is a dog swingin...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...1.0Chihuahua0.626236TrueItalian_greyhound0.128483TrueSwing5.984040e-02FalseNaN
176267756571532768870512734512015-12-17 19:07:09+00:00http://twitter.com/do...Contortionist pup her...https://twitter.com/d...6.0010.0NaNNaNhttps://pbs.twimg.com...1.0Basset0.397295TrueWelsh_springer_spaniel0.199554TruePurse1.056410e-01FalseNaN
1764677547928504967168678835842015-12-17 17:56:29+00:00http://twitter.com/do...Not much to say here....https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0American_staffordshir...0.914978TrueStaffordshire_bullter...0.084395TrueBoxer4.616630e-04TrueNaN
176567753007288720588810412222015-12-17 16:45:31+00:00http://twitter.com/do...Say hello to Axel. He...https://twitter.com/d...9.0010.0AxelNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.689259TrueNorwegian_elkhound0.026121TrueAmerican_staffordshir...2.307470e-02TrueNaN
176767733461516673024013162772015-12-17 03:48:51+00:00http://twitter.com/do...This dog gave up mid ...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...2.0Lakeland_terrier0.859392TrueAiredale0.067292TrueIrish_water_spaniel4.953060e-02TrueNaN
176867733150139515699210622302015-12-17 03:36:28+00:00http://twitter.com/do...Meet Humphrey. He's a...https://twitter.com/d...9.0010.0HumphreyNaNhttps://pbs.twimg.com...1.0Beagle0.313464TrueBoxer0.218503TrueFrench_bulldog1.064620e-01TrueNaN
177067731481212532326516035202015-12-17 02:30:09+00:00http://twitter.com/do...Meet Tassy &amp; Bee....https://twitter.com/d...10.0010.0TassyNaNhttps://pbs.twimg.com...2.0Blenheim_spaniel0.924127TrueJapanese_spaniel0.054790TrueChihuahua8.204040e-03TrueNaN
177167730103316978892812043912015-12-17 01:35:24+00:00http://twitter.com/do...This is Juckson. He's...https://twitter.com/d...5.0010.0JucksonNaNhttps://pbs.twimg.com...1.0Japanese_spaniel0.661178TruePekinese0.150119TrueChihuahua1.197200e-01TrueNaN
177267726928170547200019316872015-12-16 23:29:14+00:00http://twitter.com/do...This is the happiest ...https://twitter.com/d...10.0010.0thepupperhttps://pbs.twimg.com...1.0Shetland_sheepdog0.656616TrueCollie0.195405TrueGerman_shepherd1.310320e-02True1.0
177467718730018761113626778892015-12-16 18:03:28+00:00http://twitter.com/do...Here we see a Byzanti...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0English_setter0.282396TrueShih-tzu0.084112TrueOld_english_sheepdog5.953800e-02TrueNaN
1775676975532580409345270910352015-12-16 04:01:59+00:00http://twitter.com/do...This is Cooper. He do...https://twitter.com/d...11.0010.0CooperNaNhttps://pbs.twimg.com...1.0Malamute0.363257TrueSiberian_husky0.245862TrueEskimo_dog1.255470e-01TrueNaN
177667695786008609587221827902015-12-16 02:51:45+00:00http://twitter.com/do...10/10 I'd follow this...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.772423TrueBeagle0.055902TrueGolden_retriever3.115190e-02TrueNaN
177767694963277423411412713842015-12-16 02:19:04+00:00http://twitter.com/do...This is Tyrus. He's a...https://twitter.com/d...8.0010.0TyrusNaNhttps://pbs.twimg.com...1.0Welsh_springer_spaniel0.206479TrueSaint_bernard0.139339TrueBoxer1.146060e-01TrueNaN
177967694686447908454516913582015-12-16 02:08:04+00:00http://twitter.com/do...This pups goal was to...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pekinese0.752707TrueGolden_retriever0.055655TrueGreat_pyrenees4.101780e-02TrueNaN
17816769365419361853441240147902015-12-16 01:27:03+00:00http://twitter.com/do...Here we see a rare po...https://twitter.com/d...8.0010.0NaNpupperhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.545286TrueNorwegian_elkhound0.081482TrueSpace_heater4.739110e-02False1.0
178467686450161504256020456872015-12-15 20:40:47+00:00http://twitter.com/do...Meet Ash. He's just a...https://twitter.com/d...10.0010.0AshNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.371146TrueWater_buffalo0.099596FalseWeimaraner4.896790e-02TrueNaN
178567682195804303360722324151012015-12-15 17:51:44+00:00http://twitter.com/do...Finally some construc...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...2.0Great_pyrenees0.869804TrueKuvasz0.079814TrueStandard_poodle1.326300e-02TrueNaN
178767681174670791884813884122015-12-15 17:11:09+00:00http://twitter.com/do...Say hello to Penny &a...https://twitter.com/d...9.0010.0PennyNaNhttps://pbs.twimg.com...1.0Chihuahua0.440916TruePomeranian0.345806TrueCocker_spaniel6.033120e-02TrueNaN
178967661750376268185628109282015-12-15 04:19:18+00:00http://twitter.com/do...I promise this wasn't...https://twitter.com/d...13.0010.0NaNpupperhttps://pbs.twimg.com...1.0Chihuahua0.841084TruePomeranian0.120530TruePekinese6.600340e-03True1.0
179267660339331457843211323712015-12-15 03:23:14+00:00http://twitter.com/do...This is Godzilla pupp...https://twitter.com/d...9.0010.0Godzillapupperhttps://pbs.twimg.com...1.0Whippet0.877021TrueGreat_dane0.034182TrueBoxer2.840400e-02True1.0
179567658834609785241722517572015-12-15 02:23:26+00:00http://twitter.com/do...This is Bubbles. He k...https://twitter.com/d...5.0010.0BubblesNaNhttps://pbs.twimg.com...1.0Boston_bull0.976577TrueFrench_bulldog0.014324TrueChihuahua2.301920e-03TrueNaN
179867653379887665152018245342015-12-14 22:46:41+00:00http://twitter.com/do...ITSOFLUFFAYYYYY 12/10...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chow0.265274TrueIce_bear0.167614FalseFur_coat1.175060e-01FalseNaN
179967649637519498035314785172015-12-14 20:17:59+00:00http://twitter.com/do...Say hello to Griffin....https://twitter.com/d...9.0010.0GriffinNaNhttps://pbs.twimg.com...1.0Pug0.985387TrueNorwegian_elkhound0.004417TrueFrench_bulldog3.892870e-03TrueNaN
18006764706390841016341128945172015-12-14 18:35:43+00:00http://twitter.com/do...Three generations of ...https://twitter.com/d...11.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.790386TrueBorzoi0.022885TrueDingo1.534340e-02False1.0
180167644000757024768116766412015-12-14 16:34:00+00:00http://twitter.com/do...Hope your Monday isn'...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...2.0Maltese_dog0.579472TrueToy_poodle0.133446TrueShih-tzu9.439660e-02TrueNaN
180267643093338229555213603292015-12-14 15:57:56+00:00http://twitter.com/do...Meet Duke. He's an Ur...https://twitter.com/d...10.0010.0DukeNaNhttps://pbs.twimg.com...1.0Golden_retriever0.583875TrueCocker_spaniel0.203671TrueLabrador_retriever3.612170e-02TrueNaN
180467623736539290828911722782015-12-14 03:08:46+00:00http://twitter.com/do...Say hello to Winston....https://twitter.com/d...8.0010.0WinstonNaNhttps://pbs.twimg.com...1.0French_bulldog0.961996TrueChihuahua0.021793TrueBoston_bull6.916290e-03TrueNaN
1807676191832485810177222010002015-12-14 00:07:50+00:00http://twitter.com/do...These two pups just m...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Chihuahua0.376741TrueItalian_greyhound0.173114TrueMuzzle7.148510e-02FalseNaN
180867614634196643840118656392015-12-13 21:07:04+00:00http://twitter.com/do...This is Bert. He like...https://twitter.com/d...10.0010.0BertNaNhttps://pbs.twimg.com...1.0Irish_water_spaniel0.388332TrueStandard_poodle0.284121TrueGreenhouse3.486810e-02FalseNaN
1810676101918813499392274511312015-12-13 18:10:33+00:00http://twitter.com/do...Meet Striker. He's re...https://twitter.com/d...11.0010.0StrikerNaNhttps://pbs.twimg.com...1.0Shih-tzu0.225848TrueNorfolk_terrier0.186873TrueIrish_terrier1.069870e-01TrueNaN
181267608948391851622412724232015-12-13 17:21:08+00:00http://twitter.com/do...\"Yes hello I'ma just ...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Bull_mastiff0.743808TrueBoxer0.106697TrueAmerican_staffordshir...4.233530e-02TrueNaN
181367589813073547673715635552015-12-13 04:40:46+00:00http://twitter.com/do...I'm sure you've all s...https://twitter.com/d...10.0010.0NaNpupperhttps://pbs.twimg.com...1.0Labrador_retriever0.407430TrueMalinois0.077037TruePug7.459730e-02True1.0
181467589155576969625720588262015-12-13 04:14:39+00:00http://twitter.com/do...This is Donny. He's s...https://twitter.com/d...6.0010.0DonnyNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.305637TrueWhippet0.232057TrueGreat_dane1.178060e-01TrueNaN
181567588838563925196823039252015-12-13 04:02:03+00:00http://twitter.com/do...Breathtaking scene. A...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.672117TrueOld_english_sheepdog0.146147TrueKomondor2.314140e-02TrueNaN
182067584565735421542421998472015-12-13 01:12:15+00:00http://twitter.com/do...This is Pepper. She's...https://twitter.com/d...10.0010.0Pepperpupperhttps://pbs.twimg.com...1.0Pug0.883952TrueBoston_bull0.011057TrueFrench_bulldog9.839810e-03True1.0
182167582276743505100814765182015-12-12 23:41:18+00:00http://twitter.com/do...🎶 HELLO FROM THE OTHE...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pomeranian0.460710TrueChow0.202765TruePekinese1.332660e-01TrueNaN
182267582092966721945710142272015-12-12 23:34:00+00:00http://twitter.com/do...Here's a handful of s...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Basset0.556373TrueBeagle0.201675TrueBloodhound1.108480e-01TrueNaN
1823675798442703122432994233012015-12-12 22:04:39+00:00http://twitter.com/do...This is Bernie. He ju...https://twitter.com/d...10.0010.0BernieNaNhttps://pbs.twimg.com...1.0Beagle0.681218TrueBasset0.125121TrueBoxer8.039820e-02TrueNaN
182467578156296586854415734502015-12-12 20:57:34+00:00http://twitter.com/do...Say hello to Buddah. ...https://twitter.com/d...11.0010.0BuddahNaNhttps://pbs.twimg.com...1.0Maltese_dog0.921968TrueWest_highland_white_t...0.017811TrueToy_poodle1.355540e-02TrueNaN
182567574036075316019311313292015-12-12 18:13:51+00:00http://twitter.com/do...Here's a pupper licki...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.800495TrueKuvasz0.097756TrueSaluki6.841460e-02True1.0
182667571089095675084818217862015-12-12 16:16:45+00:00http://twitter.com/do...This is Lenny. He was...https://twitter.com/d...12.0010.0LennyNaNhttps://pbs.twimg.com...2.0Standard_schnauzer0.441427TrueMiniature_schnauzer0.248885TrueSealyham_terrier1.649670e-01TrueNaN
1828675706639471788032625902015-12-12 15:59:51+00:00http://twitter.com/do...This is a Sizzlin Men...https://twitter.com/d...10.0010.0aNaNhttps://pbs.twimg.com...1.0English_springer0.990300TrueWelsh_springer_spaniel0.002080TrueCocker_spaniel2.013780e-03TrueNaN
182967553449443948953617753962015-12-12 04:35:48+00:00http://twitter.com/do...Seriously guys?! Only...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...1.0Chow0.749368TrueSchipperke0.133738TrueNewfoundland4.991380e-02TrueNaN
183067553147594570956811463682015-12-12 04:23:49+00:00http://twitter.com/do...This is Ellie AKA Que...https://twitter.com/d...10.0010.0EllieNaNhttps://pbs.twimg.com...1.0Pembroke0.918441TrueCardigan0.027339TrueSiberian_husky2.022100e-02TrueNaN
183167552240358221824010052752015-12-12 03:47:46+00:00http://twitter.com/do...Meet Sammy. He's a Mo...https://twitter.com/d...10.0010.0SammyNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.299708TrueGolden_retriever0.263665TrueIrish_setter8.032330e-02TrueNaN
183267551782890942464012464512015-12-12 03:29:35+00:00http://twitter.com/do...12/10 stay woke https...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Scottish_deerhound0.240591TrueGroenendael0.156916TrueFlat-coated_retriever9.089940e-02TrueNaN
1834675497103322386432302912412015-12-12 02:07:14+00:00http://twitter.com/do...Meet Reggie. He's goi...https://twitter.com/d...11.0010.0ReggieNaNhttps://pbs.twimg.com...1.0Vizsla0.519589TrueMiniature_pinscher0.064771TrueRhodesian_ridgeback6.149130e-02TrueNaN
183567548997161729638412505722015-12-12 01:38:53+00:00http://twitter.com/do...RT until we find this...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.139613TrueSeat_belt0.118647FalseOld_english_sheepdog9.395220e-02TrueNaN
183767543274651742617614655492015-12-11 21:51:30+00:00http://twitter.com/do...Happy Friday. Here's ...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.986548TrueGolden_retriever0.008862TrueChihuahua6.935280e-04TrueNaN
183867537224044845465816224992015-12-11 17:51:04+00:00http://twitter.com/do...The tail alone is 13/...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.416385TrueWest_highland_white_t...0.102933TrueSamoyed8.729950e-02TrueNaN
183967536260973920665610212212015-12-11 17:12:48+00:00http://twitter.com/do...This is Daisy. She lo...https://twitter.com/d...12.0010.0DaisyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.479008TrueIce_bear0.218289FalseKuvasz1.399110e-01TrueNaN
1842675334060156301312266712372015-12-11 15:19:21+00:00http://twitter.com/do...Good morning here's a...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...2.0Pembroke0.773135TrueCardigan0.116810TrueChow3.903620e-02True1.0
1845675149409102012420362216192015-12-11 03:05:37+00:00http://twitter.com/do...holy shit 12/10 https...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chow0.999876TrueTibetan_mastiff0.000059TrueTibetan_terrier2.877850e-05TrueNaN
18466751471058083061769082202015-12-11 02:56:28+00:00http://twitter.com/do...When you're presentin...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.949215TrueLabrador_retriever0.016765TrueFlat-coated_retriever1.063730e-02TrueNaN
184867514547695456665620598562015-12-11 02:49:59+00:00http://twitter.com/do...What an honor. 3 dogs...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.458746TrueGreat_dane0.235504TrueStaffordshire_bullter...1.168640e-01TrueNaN
18516751116880945274889242402015-12-11 00:35:44+00:00http://twitter.com/do...Say hello to Oliver. ...https://twitter.com/d...8.0010.0OliverNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.631501TrueBrittany_spaniel0.101927TrueChesapeake_bay_retriever6.264980e-02TrueNaN
1852675109292475830276269910902015-12-11 00:26:12+00:00http://twitter.com/do...C'mon guys. We've bee...https://twitter.com/d...9.0010.0aNaNhttps://pbs.twimg.com...1.0Dalmatian0.989519TrueEnglish_setter0.005258TrueGerman_short-haired_p...1.442830e-03TrueNaN
185367504729867466342610283072015-12-10 20:19:52+00:00http://twitter.com/do...This is a fluffy albi...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...1.0Samoyed0.978007TrueChow0.007121TruePomeranian6.397830e-03TrueNaN
18556750063122882682889422112015-12-10 17:37:00+00:00http://twitter.com/do...Say hello to Mollie. ...https://twitter.com/d...10.0010.0Molliepupperhttps://pbs.twimg.com...1.0Boxer0.654697TrueSpace_heater0.043389FalseBeagle4.284760e-02True1.0
185667500312856829132915054452015-12-10 17:24:21+00:00http://twitter.com/do...Meet Laela. She's ado...https://twitter.com/d...12.0010.0LaelaNaNhttps://pbs.twimg.com...1.0Pembroke0.655279TruePomeranian0.104164TrueCardigan5.281770e-02TrueNaN
18586748054134985277448303422015-12-10 04:18:42+00:00http://twitter.com/do...When your entire life...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0English_springer0.594467TrueCocker_spaniel0.389994TrueWelsh_springer_spaniel7.096110e-03TrueNaN
185967480052022215475229058172015-12-10 03:59:15+00:00http://twitter.com/do...This is Tedders. He b...https://twitter.com/d...11.0010.0TeddersNaNhttps://pbs.twimg.com...1.0Pembroke0.876479TrueCardigan0.096911TrueDingo9.195670e-03FalseNaN
186167479048818516787210622412015-12-10 03:19:24+00:00http://twitter.com/do...ER... MER... GERD 13/...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.801903TrueChesapeake_bay_retriever0.193575TrueRottweiler1.193050e-03TrueNaN
18626747885546655129607832032015-12-10 03:11:43+00:00http://twitter.com/do...Say hello to Maggie. ...https://twitter.com/d...9.0010.0MaggieNaNhttps://pbs.twimg.com...1.0Miniature_poodle0.349561TrueToy_poodle0.154711TrueMaltese_dog1.342290e-01TrueNaN
186467477448175637708810694512015-12-10 02:15:47+00:00http://twitter.com/do...This is Superpup. His...https://twitter.com/d...11.0010.0Superpuppupperhttps://pbs.twimg.com...1.0Chihuahua0.407016TrueFrench_bulldog0.309978TrueSiamese_cat2.276770e-01False1.0
18666747648173879009287642282015-12-10 01:37:23+00:00http://twitter.com/do...These two pups are ma...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Samoyed0.634695TrueArctic_fox0.309853FalseKuvasz1.964100e-02TrueNaN
186867475223320082022414104452015-12-10 00:47:23+00:00http://twitter.com/do...Everyone please just ...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...2.0Vizsla0.665516TrueRedbone0.173366TrueBasset1.347830e-01TrueNaN
186967474300847509094413495232015-12-10 00:10:43+00:00http://twitter.com/do...This is Sophie. She j...https://twitter.com/d...10.0010.0SophieNaNhttps://pbs.twimg.com...1.0Bernese_mountain_dog0.583054TrueShetland_sheepdog0.065990TrueGreater_swiss_mountai...6.523620e-02TrueNaN
187167473995313440358410623722015-12-09 23:58:35+00:00http://twitter.com/do...\"🎶 DO YOU BELIEVE IN ...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Dandie_dinmont0.175915TrueBlack-footed_ferret0.096534FalseToy_poodle6.414470e-02TrueNaN
1872674737130913071104621832015-12-09 23:47:22+00:00http://twitter.com/do...Meet Rufio. He is una...https://twitter.com/d...10.0010.0Rufiopupperhttps://pbs.twimg.com...1.0Pomeranian0.948537TrueSchipperke0.014310TrueChihuahua8.120240e-03True1.0
187467467058168243404815506172015-12-09 19:22:56+00:00http://twitter.com/do...Meet Jeb &amp; Bush. ...https://twitter.com/d...9.0010.0JebNaNhttps://pbs.twimg.com...1.0Malamute0.180079TrueEskimo_dog0.178033TrueSiberian_husky7.796610e-02TrueNaN
187667464639204494131213784682015-12-09 17:46:48+00:00http://twitter.com/do...Two gorgeous dogs her...https://twitter.com/d...5.0010.0NaNNaNhttps://pbs.twimg.com...1.0Flat-coated_retriever0.837448TrueGroenendael0.086166TrueLabrador_retriever1.605220e-02TrueNaN
187867463861599408947316265582015-12-09 17:15:54+00:00http://twitter.com/do...This pupper is fed up...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Pomeranian0.846986TrueChow0.142014TrueKeeshond2.605040e-03True1.0
1881674468880899788800598319382015-12-09 06:01:26+00:00http://twitter.com/do...This is Louis. He thi...https://twitter.com/d...13.0010.0LouisNaNhttps://pbs.twimg.com...2.0Chow0.526230TruePomeranian0.283647TrueToy_poodle6.766540e-02TrueNaN
188267444740390745702410263452015-12-09 04:36:06+00:00http://twitter.com/do...This pupper just want...https://twitter.com/d...10.0010.0NaNpupperhttps://pbs.twimg.com...1.0Brabancon_griffon0.409909TrueMalinois0.244649TrueBull_mastiff7.481950e-02True1.0
188467442230470574489613755182015-12-09 02:56:22+00:00http://twitter.com/do...This is Ava. She does...https://twitter.com/d...12.0010.0AvaNaNhttps://pbs.twimg.com...1.0Golden_retriever0.964497TrueLabrador_retriever0.009006TrueTennis_ball7.138830e-03FalseNaN
18856744167508852736006651312015-12-09 02:34:18+00:00http://twitter.com/do...This is Jonah. He's a...https://twitter.com/d...10.0010.0JonahNaNhttps://pbs.twimg.com...1.0Chihuahua0.287201TrueBoston_bull0.250920TrueWhippet1.410120e-01TrueNaN
18926742918370630533121412255982015-12-08 18:17:56+00:00http://twitter.com/do...This is Kenny. He jus...https://twitter.com/d...11.0010.0KennyNaNhttps://pbs.twimg.com...1.0Cardigan0.611525TruePembroke0.368566TrueChihuahua3.329570e-03TrueNaN
189367427143161052364815066992015-12-08 16:56:51+00:00http://twitter.com/do...\"AT DAWN, WE RIDE\"\\n1...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0German_shepherd0.991454TrueMalinois0.004150TrueBloodhound3.019130e-03TrueNaN
18946742691644423987218772202015-12-08 16:47:50+00:00http://twitter.com/do...This is Bob. He's a J...https://twitter.com/d...8.0010.0BobNaNhttps://pbs.twimg.com...1.0Pug0.622921TrueNorwegian_elkhound0.048659TrueCardigan1.696550e-02TrueNaN
189667426258097893785612584312015-12-08 16:21:41+00:00http://twitter.com/do...This is Gus. He's sup...https://twitter.com/d...9.0010.0Guspupperhttps://pbs.twimg.com...1.0Greater_swiss_mountai...0.519428TrueBoxer0.121500TrueStaffordshire_bullter...1.144980e-01True1.0
189767425516882588057614015192015-12-08 15:52:13+00:00http://twitter.com/do...Say hello to Bobbay. ...https://twitter.com/d...10.0010.0BobbayNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.615741TrueSiberian_husky0.199544TrueMalamute1.791070e-01TrueNaN
18986740828524604334087311612015-12-08 04:27:30+00:00http://twitter.com/do...This is a Sagitariot ...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...1.0Pomeranian0.666957TrueShetland_sheepdog0.028019TrueSki_mask2.068270e-02FalseNaN
18996740752856886149129522712015-12-08 03:57:26+00:00http://twitter.com/do...Say hello to Mitch. H...https://twitter.com/d...11.0010.0MitchNaNhttps://pbs.twimg.com...1.0Airedale0.305392TrueKerry_blue_terrier0.250014TrueLakeland_terrier1.886680e-01TrueNaN
1901674053186244734976316012322015-12-08 02:29:37+00:00http://twitter.com/do...This is Stanley. Yes ...https://twitter.com/d...10.0010.0StanleyNaNhttps://pbs.twimg.com...1.0Cardigan0.984725TruePembroke0.008730TrueKelpie2.194770e-03TrueNaN
190267405155666116198413944672015-12-08 02:23:09+00:00http://twitter.com/do...This is Lucy. She kni...https://twitter.com/d...10.0010.0LucyNaNhttps://pbs.twimg.com...1.0Shih-tzu0.179777TrueBadger0.160580FalseThree-toed_sloth1.321540e-01FalseNaN
19046740425532646850566891212015-12-08 01:47:22+00:00http://twitter.com/do...Yea I can't handle th...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Toy_poodle0.927975TrueMiniature_poodle0.068946TrueStandard_poodle1.315750e-03TrueNaN
190567403823358872371710634012015-12-08 01:30:12+00:00http://twitter.com/do...This is Kaiya. She's ...https://twitter.com/d...12.0010.0Kaiyapupperhttps://pbs.twimg.com...1.0Eskimo_dog0.358459TrueNorwegian_elkhound0.206963TrueMalamute1.482360e-01True1.0
19066740360861680107538201952015-12-08 01:21:40+00:00http://twitter.com/do...Meet Daisy. She has n...https://twitter.com/d...9.0010.0DaisyNaNhttps://pbs.twimg.com...1.0Toy_poodle0.685617TrueMiniature_poodle0.151936TrueMaltese_dog4.553110e-02TrueNaN
1907674024893172875264170711692015-12-08 00:37:11+00:00http://twitter.com/do...When you realize it d...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pomeranian0.648500TruePekinese0.339835TruePersian_cat6.448460e-03FalseNaN
190867401934521176064010822892015-12-08 00:15:09+00:00http://twitter.com/do...This is Acro. You bri...https://twitter.com/d...10.0010.0AcroNaNhttps://pbs.twimg.com...1.0Collie0.992732TrueBorzoi0.005043TrueShetland_sheepdog1.724780e-03TrueNaN
190967401438496074547214966082015-12-07 23:55:26+00:00http://twitter.com/do...Say hello to Aiden. H...https://twitter.com/d...11.0010.0AidenNaNhttps://pbs.twimg.com...1.0Pembroke0.742320TrueCardigan0.084937TrueEskimo_dog6.832090e-02TrueNaN
191167395691438919270818749092015-12-07 20:07:04+00:00http://twitter.com/do...This is one esteemed ...https://twitter.com/d...10.0010.0onepupperhttps://pbs.twimg.com...1.0Pug0.586161TrueBrabancon_griffon0.082744TrueChihuahua4.587770e-02True1.0
19146738878679077396499032422015-12-07 15:32:42+00:00http://twitter.com/do...When you're having a ...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Brabancon_griffon0.216767TrueChihuahua0.190958TrueGolden_retriever1.632880e-01TrueNaN
19176737114757358387259942842015-12-07 03:51:47+00:00http://twitter.com/do...🎶 HELLO FROM THE OTHE...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Maltese_dog0.607401TrueToy_poodle0.143836TrueSealyham_terrier6.390700e-02TrueNaN
19186737099928312627248002572015-12-07 03:45:53+00:00http://twitter.com/do...I know a lot of you a...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.330171TrueSiamese_cat0.181580FalseKelpie1.782270e-01TrueNaN
191967370861123592192010302732015-12-07 03:40:24+00:00http://twitter.com/do...This is Riley. She's ...https://twitter.com/d...12.0010.0RileyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.936333TrueCocker_spaniel0.024211TrueLabrador_retriever9.434850e-03TrueNaN
192067370706009005260810553722015-12-07 03:34:14+00:00http://twitter.com/do...This is Raymond. He's...https://twitter.com/d...10.0010.0Raymondpupperhttps://pbs.twimg.com...1.0German_short-haired_p...0.935771TrueKelpie0.022561TrueLabrador_retriever8.846650e-03True1.0
192167370567933769318512073902015-12-07 03:28:45+00:00http://twitter.com/do...This is Dot. He found...https://twitter.com/d...8.0010.0DotNaNhttps://pbs.twimg.com...1.0Shih-tzu0.165383TrueLhasa0.116977TrueYorkshire_terrier6.389890e-02TrueNaN
192467368973313494630516666142015-12-07 02:25:23+00:00http://twitter.com/do...When you're having a ...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.382220TrueAmerican_staffordshir...0.350140TrueSeat_belt9.887390e-02FalseNaN
192567368875273740288112104712015-12-07 02:21:29+00:00http://twitter.com/do...Meet Larry. He doesn'...https://twitter.com/d...9.0010.0LarryNaNhttps://pbs.twimg.com...1.0Soft-coated_wheaten_t...0.340806TrueSealyham_terrier0.234898TrueKuvasz2.034950e-01TrueNaN
192667368684505052774413734112015-12-07 02:13:55+00:00http://twitter.com/do...This is George. He's ...https://twitter.com/d...11.0010.0GeorgeNaNhttps://pbs.twimg.com...1.0Pekinese0.185903TrueGuinea_pig0.172951FalsePug1.661830e-01TrueNaN
192767368019816080998413124392015-12-07 01:47:30+00:00http://twitter.com/do...This is Shnuggles. I ...https://twitter.com/d...13.0010.0ShnugglesNaNhttps://pbs.twimg.com...1.0Samoyed0.989853TrueArctic_fox0.003344FalseChow2.801720e-03TrueNaN
192867366267712271974411993492015-12-07 00:37:52+00:00http://twitter.com/do...This is Kendall. 12/1...https://twitter.com/d...12.0010.0KendallNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.957670TrueBeagle0.012413TrueGolden_retriever5.689130e-03TrueNaN
19296736562620564193296912222015-12-07 00:12:23+00:00http://twitter.com/do...This is Albert AKA Ki...https://twitter.com/d...10.0010.0Albertpupperhttps://pbs.twimg.com...1.0Bull_mastiff0.700625TrueRhodesian_ridgeback0.094698TrueBrabancon_griffon5.755940e-02True1.0
193167361285408019660915326832015-12-06 21:19:54+00:00http://twitter.com/do...This is Jeffri. He's ...https://twitter.com/d...7.0010.0Jeffripupperhttps://pbs.twimg.com...1.0Newfoundland0.223101TrueLeonberg0.111106TrueShovel8.562630e-02False1.0
19336735809260944588817952622015-12-06 19:13:01+00:00http://twitter.com/do...When you ask your pro...https://twitter.com/d...8.0010.0NaNNaNhttps://pbs.twimg.com...1.0Beagle0.985062TrueBasset0.006418TrueWalker_hound3.532590e-03TrueNaN
193667335981873698406413856412015-12-06 04:34:25+00:00http://twitter.com/do...This is Steve. He was...https://twitter.com/d...8.0010.0SteveNaNhttps://pbs.twimg.com...1.0English_setter0.696568TrueBrittany_spaniel0.104046TrueIbizan_hound3.483250e-02TrueNaN
193767335587917819494514375422015-12-06 04:18:46+00:00http://twitter.com/do...This is Koda. She's a...https://twitter.com/d...11.0010.0KodaNaNhttps://pbs.twimg.com...1.0Rottweiler0.529248TrueMiniature_pinscher0.168296TrueAppenzeller1.004520e-01TrueNaN
193867335212499927449615895132015-12-06 04:03:51+00:00http://twitter.com/do...*lets out a tiny scre...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.672808TrueLabrador_retriever0.275885TrueKuvasz2.225500e-02TrueNaN
19396733501989371535387171982015-12-06 03:56:12+00:00http://twitter.com/do...This is Bella. She's ...https://twitter.com/d...9.0010.0BellaNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.119188TrueQuill0.104014FalseMaltese_dog9.394400e-02TrueNaN
19416733432170106798089242572015-12-06 03:28:27+00:00http://twitter.com/do...IT'S SO SMALL ERMERGE...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.541408TrueItalian_greyhound0.156891TrueMiniature_pinscher6.955580e-02TrueNaN
19436733201328113664001286574742015-12-06 01:56:44+00:00http://twitter.com/do...This is Frankie. He's...https://twitter.com/d...11.0010.0FrankieNaNhttps://pbs.twimg.com...3.0Samoyed0.978833TruePomeranian0.012763TrueEskimo_dog1.853050e-03TrueNaN
19446733179862965862408402432015-12-06 01:48:12+00:00http://twitter.com/do...Take a moment and app...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Miniature_pinscher0.384099TrueBloodhound0.079923TrueRottweiler6.859410e-02TrueNaN
1945673295268553605120719730142015-12-06 00:17:55+00:00http://twitter.com/do...Meet Eve. She's a rag...https://twitter.com/d...8.0010.0Evepupperhttps://pbs.twimg.com...1.0Golden_retriever0.889241TrueLabrador_retriever0.064683TrueGreat_pyrenees1.261260e-02True1.0
194667327096829553459310283462015-12-05 22:41:22+00:00http://twitter.com/do...This is Mac. His dad'...https://twitter.com/d...11.0010.0MacNaNhttps://pbs.twimg.com...1.0Shih-tzu0.610453TrueMaltese_dog0.166815TrueOld_english_sheepdog1.320150e-01TrueNaN
194767324079807544934413656812015-12-05 20:41:29+00:00http://twitter.com/do...Magical floating dog ...https://twitter.com/d...6.0010.0NaNNaNhttps://pbs.twimg.com...1.0Airedale0.443004TrueBrown_bear0.114162FalseChesapeake_bay_retriever9.463860e-02TrueNaN
194867321303974379520021467962015-12-05 18:51:11+00:00http://twitter.com/do...This is Dexter. He ju...https://twitter.com/d...10.0010.0DexterNaNhttps://pbs.twimg.com...1.0Schipperke0.888082TrueGroenendael0.047727TrueKelpie4.139800e-02TrueNaN
195067299784538186547318886762015-12-05 04:36:04+00:00http://twitter.com/do...Say hello to Kenzie. ...https://twitter.com/d...12.0010.0KenzieNaNhttps://pbs.twimg.com...1.0Chow0.517255TruePomeranian0.206053TrueKoala1.270370e-01FalseNaN
19516729952673193287689102732015-12-05 04:25:50+00:00http://twitter.com/do...This is Pumpkin. He c...https://twitter.com/d...8.0010.0PumpkinNaNhttps://pbs.twimg.com...1.0French_bulldog0.719559TrueBoxer0.166927TrueBoston_bull1.013540e-01TrueNaN
19526729887868051128329432722015-12-05 04:00:04+00:00http://twitter.com/do...This is Schnozz. He's...https://twitter.com/d...10.0010.0Schnozzpupperhttps://pbs.twimg.com...1.0Lakeland_terrier0.836632TrueWest_highland_white_t...0.073900TrueWire-haired_fox_terrier3.816010e-02True1.0
195567297513146830028815998562015-12-05 03:05:49+00:00http://twitter.com/do...This is Chuckles. He ...https://twitter.com/d...10.0010.0Chucklespupperhttps://pbs.twimg.com...1.0Pug0.836421TrueBrabancon_griffon0.044668TrueFrench_bulldog3.657050e-02True1.0
195767296802590628249612695152015-12-05 02:37:35+00:00http://twitter.com/do...This is Gustaf. He's ...https://twitter.com/d...11.0010.0GustafNaNhttps://pbs.twimg.com...1.0Toy_poodle0.678046TrueMiniature_poodle0.160273TrueAiredale6.564870e-02TrueNaN
195867296456132723507313656142015-12-05 02:23:49+00:00http://twitter.com/do...This is Terry. He's a...https://twitter.com/d...10.0010.0TerryNaNhttps://pbs.twimg.com...1.0Chihuahua0.292343TruePug0.173364TrueFrench_bulldog4.550710e-02TrueNaN
19626728776154395934739913322015-12-04 20:38:19+00:00http://twitter.com/do...This is Oscar. He's g...https://twitter.com/d...8.0010.0OscarNaNhttps://pbs.twimg.com...1.0Chihuahua0.412362TrueBeagle0.068066TrueBorzoi4.507120e-02TrueNaN
196367283430105093734512545372015-12-04 17:46:12+00:00http://twitter.com/do...This is Ed. He's not ...https://twitter.com/d...10.0010.0EdNaNhttps://pbs.twimg.com...1.0Pembroke0.582560TrueCardigan0.258869TrueNipple3.383450e-02FalseNaN
19656726405099748270089373002015-12-04 04:56:09+00:00http://twitter.com/do...This is Leonidas. He ...https://twitter.com/d...9.0010.0LeonidasNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.420155TrueCardigan0.266030TrueLabrador_retriever4.251450e-02TrueNaN
196667262232780123340912384622015-12-04 03:43:54+00:00http://twitter.com/do...This lil pupper is sa...https://twitter.com/d...12.0010.0NaNpupperhttps://pbs.twimg.com...1.0Golden_retriever0.952773TrueLabrador_retriever0.010835TrueClumber8.786010e-03True1.0
196967260402619056947210603802015-12-04 02:31:10+00:00http://twitter.com/do...This is a baby Rand P...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...1.0Toy_poodle0.820158TrueMiniature_poodle0.178404TrueToilet_tissue2.911580e-04FalseNaN
197067259497874135449612775832015-12-04 01:55:13+00:00http://twitter.com/do...Meet Scott. Just tryi...https://twitter.com/d...9.0010.0Scottpupperhttps://pbs.twimg.com...1.0Great_pyrenees0.755945TrueOld_english_sheepdog0.082337TrueAfghan_hound2.703660e-02True1.0
19716725917622428057619123202015-12-04 01:42:26+00:00http://twitter.com/do...This is Taz. He boxes...https://twitter.com/d...10.0010.0TazNaNhttps://pbs.twimg.com...1.0Kuvasz0.777659TrueGreat_pyrenees0.112517TrueGolden_retriever3.835090e-02TrueNaN
19746725234907345510406021602015-12-03 21:11:09+00:00http://twitter.com/do...When she says she'll ...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.565981TrueChow0.081212TrueIrish_terrier6.159600e-02TrueNaN
197567248852231456768010604112015-12-03 18:52:12+00:00http://twitter.com/do...This is Jackie. She w...https://twitter.com/d...10.0010.0JackieNaNhttps://pbs.twimg.com...1.0Doberman0.605358TrueRottweiler0.108382TrueAppenzeller7.779770e-02TrueNaN
197667248272282526105710785672015-12-03 18:29:09+00:00http://twitter.com/do...This is light saber p...https://twitter.com/d...10.0010.0lightNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.586173TrueBorzoi0.206620TrueGreat_pyrenees6.065270e-02TrueNaN
19776724813169197342726871222015-12-03 18:23:34+00:00http://twitter.com/do...Say hello to Jazz. Sh...https://twitter.com/d...12.0010.0Jazzpupperhttps://pbs.twimg.com...1.0Border_collie0.599454TrueCollie0.106227TrueShetland_sheepdog9.446490e-02True1.0
197967246607504546611312985042015-12-03 17:23:00+00:00http://twitter.com/do...This is Franq and Pab...https://twitter.com/d...12.0010.0FranqNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.150424TrueToy_poodle0.088605TrueWelsh_springer_spaniel7.201430e-02TrueNaN
1980672272411274932228616531872015-12-03 04:33:27+00:00http://twitter.com/do...This is Pippin. He is...https://twitter.com/d...11.0010.0PippinNaNhttps://pbs.twimg.com...2.0Pug0.914685TrueNorwegian_elkhound0.014982TrueSiamese_cat9.220550e-03FalseNaN
198167226757091812966514225872015-12-03 04:14:13+00:00http://twitter.com/do...When you accidentally...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Irish_terrier0.716932TrueMiniature_pinscher0.051234TrueAiredale4.438090e-02TrueNaN
198267226425178917683410893192015-12-03 04:01:02+00:00http://twitter.com/do...This is Kreg. He has ...https://twitter.com/d...10.0010.0KregNaNhttps://pbs.twimg.com...1.0Chihuahua0.609860TrueTeddy0.068134FalseNorwich_terrier5.922730e-02TrueNaN
198467225417767072972813757042015-12-03 03:21:00+00:00http://twitter.com/do...This is Rolf. He's ha...https://twitter.com/d...11.0010.0Rolfpupperhttps://pbs.twimg.com...1.0Pug0.979487TrueFrench_bulldog0.016850TrueNorwegian_elkhound1.617540e-03True1.0
198567224801329375232016605682015-12-03 02:56:30+00:00http://twitter.com/do...10/10 for dog. 7/10 f...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Irish_terrier0.413173TrueAiredale0.335616TrueToy_poodle2.795230e-02TrueNaN
19866722452538779688966541462015-12-03 02:45:32+00:00http://twitter.com/do...Meet Snickers. He's a...https://twitter.com/d...12.0010.0SnickersNaNhttps://pbs.twimg.com...1.0Chihuahua0.718944TrueBadger0.178546FalseToy_terrier3.710310e-02TrueNaN
19876722392792974540808593062015-12-03 02:21:48+00:00http://twitter.com/do...This is Ridley. He do...https://twitter.com/d...7.0010.0RidleyNaNhttps://pbs.twimg.com...1.0Pug0.332536TrueFrench_bulldog0.258124TrueBull_mastiff1.208730e-01TrueNaN
19896722227920756203527522022015-12-03 01:16:17+00:00http://twitter.com/do...This is Cal. He's a S...https://twitter.com/d...9.0010.0CalNaNhttps://pbs.twimg.com...1.0Beagle0.958178TrueBasset0.009117TrueItalian_greyhound7.731050e-03TrueNaN
19916721696859919933449743482015-12-02 21:45:16+00:00http://twitter.com/do...This is Bradley. That...https://twitter.com/d...10.0010.0BradleyNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.991011TrueSussex_spaniel0.004032TrueMiniature_poodle1.275640e-03TrueNaN
19926721600422343270408383392015-12-02 21:06:56+00:00http://twitter.com/do...This is Bubba. He's a...https://twitter.com/d...8.0010.0Bubbapupperhttps://pbs.twimg.com...1.0Pug0.561027TrueFrench_bulldog0.222114TrueLabrador_retriever6.545560e-02True1.0
199367213935015983513816636562015-12-02 19:44:43+00:00http://twitter.com/do...This pup has a heart ...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Rottweiler0.290992TrueAmerican_black_bear0.238120FalseChimpanzee1.155410e-01FalseNaN
19956720951864917114889543512015-12-02 16:49:14+00:00http://twitter.com/do...This is Tuco. That's ...https://twitter.com/d...9.0010.0TucoNaNhttps://pbs.twimg.com...1.0Pug0.794087TrueFrench_bulldog0.140796TrueBull_mastiff4.468110e-02TrueNaN
199767206809031898726512364862015-12-02 15:01:33+00:00http://twitter.com/do...Say hello to Gizmo. H...https://twitter.com/d...7.0010.0GizmoNaNhttps://pbs.twimg.com...1.0Pug0.863385TrueShopping_cart0.125746FalseBorder_terrier2.972460e-03TrueNaN
1998671896809300709376812539672015-12-02 03:40:57+00:00http://twitter.com/do...This is Lola. She fel...https://twitter.com/d...10.0010.0LolaNaNhttps://pbs.twimg.com...1.0Chow0.243529TrueHamster0.227150FalsePomeranian5.605670e-02TrueNaN
199967189172810697113712565422015-12-02 03:20:45+00:00http://twitter.com/do...This is Mojo. Apparen...https://twitter.com/d...11.0010.0MojoNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.567933TrueGolden_retriever0.349401TrueSeat_belt6.939620e-02FalseNaN
200367186634218263756810734662015-12-02 01:39:53+00:00http://twitter.com/do...Meet Dylan. He can us...https://twitter.com/d...10.0010.0DylanNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.875614TrueChihuahua0.032182TrueGolden_retriever1.723250e-02TrueNaN
2005671789708968640512674032852015-12-01 20:35:22+00:00http://twitter.com/do...This is space pup. He...https://twitter.com/d...13.0010.0spaceNaNhttps://pbs.twimg.com...1.0Dalmatian0.114259TrueTeddy0.062275FalseSteam_locomotive4.970020e-02FalseNaN
200667176828140195840011474662015-12-01 19:10:13+00:00http://twitter.com/do...When you try to recre...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...2.0Chihuahua0.500373TrueFrench_bulldog0.112796TrueItalian_greyhound6.289270e-02TrueNaN
20096717431504074219527192262015-12-01 17:30:22+00:00http://twitter.com/do...This is a Tuscaloosa ...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...1.0Toy_poodle0.419427TrueMiniature_poodle0.237067TrueSwing1.041930e-01FalseNaN
20126715610021362810881219568532015-12-01 05:26:34+00:00http://twitter.com/do...This is the best thin...https://twitter.com/d...13.0010.0theNaNhttps://pbs.twimg.com...1.0Gordon_setter0.469373TrueBlack-and-tan_coonhound0.270893TrueRottweiler1.532330e-01TrueNaN
201667154298562924134410425332015-12-01 04:14:59+00:00http://twitter.com/do...This is JD (stands fo...https://twitter.com/d...10.0010.0JdNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.980339TrueCollie0.006693TruePapillon6.157010e-03TrueNaN
201867153654301057024011143842015-12-01 03:49:23+00:00http://twitter.com/do...This is Reginald. He'...https://twitter.com/d...9.0010.0ReginaldNaNhttps://pbs.twimg.com...1.0Pug0.537652TrueBull_mastiff0.220617TrueFrench_bulldog6.829650e-02TrueNaN
20206715287616496885778032442015-12-01 03:18:27+00:00http://twitter.com/do...Meet Jax. He's in the...https://twitter.com/d...10.0010.0JaxNaNhttps://pbs.twimg.com...1.0Doberman0.782626TrueBlack-and-tan_coonhound0.109678TrueGordon_setter5.211020e-02TrueNaN
202167152073278292377713325002015-12-01 02:46:33+00:00http://twitter.com/do...Meet Alejandro. He's ...https://twitter.com/d...10.0010.0AlejandroNaNhttps://pbs.twimg.com...1.0Pomeranian0.551031TruePekinese0.135262TrueGibbon6.155740e-02FalseNaN
20226715185982890598409052832015-12-01 02:38:04+00:00http://twitter.com/do...This is Scruffers. He...https://twitter.com/d...9.0010.0ScruffersNaNhttps://pbs.twimg.com...1.0Lakeland_terrier0.428275TrueWire-haired_fox_terrier0.111472TrueToy_poodle1.050160e-01TrueNaN
2024671504605491109889666633632015-12-01 01:42:28+00:00http://twitter.com/do...This is Charlie. He w...https://twitter.com/d...11.0010.0CharlieNaNhttps://pbs.twimg.com...1.0Toy_poodle0.259115TrueBath_towel0.177669FalseMaltese_dog7.171250e-02TrueNaN
20276714863860888657925521842015-12-01 00:30:04+00:00http://twitter.com/do...This is Malcolm. He j...https://twitter.com/d...10.0010.0MalcolmNaNhttps://pbs.twimg.com...1.0German_shepherd0.827035TrueKelpie0.087648TrueRed_wolf3.121790e-02FalseNaN
20286714850578073518087262212015-12-01 00:24:48+00:00http://twitter.com/do...Meet Penelope. She is...https://twitter.com/d...11.0010.0PenelopeNaNhttps://pbs.twimg.com...1.0Samoyed0.627901TrueGreat_pyrenees0.276421TrueKuvasz5.787350e-02TrueNaN
20316713578430109081603821462015-11-30 15:59:17+00:00http://twitter.com/do...Tfw she says hello fr...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.831757TrueToy_terrier0.043306TrueChihuahua3.677300e-02TrueNaN
20326713558573435248644641132015-11-30 15:51:24+00:00http://twitter.com/do...This is Lou. He's a P...https://twitter.com/d...10.0010.0LouNaNhttps://pbs.twimg.com...1.0Miniature_poodle0.313811TrueToy_poodle0.165585TrueIrish_terrier5.609410e-02TrueNaN
20346711861629339852806991972015-11-30 04:37:05+00:00http://twitter.com/do...This is Sparky. That'...https://twitter.com/d...10.0010.0SparkyNaNhttps://pbs.twimg.com...1.0Chihuahua0.319106TrueWhippet0.169134TrueToy_terrier1.258150e-01TrueNaN
203567118254777529958410683192015-11-30 04:22:44+00:00http://twitter.com/do...This pup holds the se...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Rottweiler0.331179TrueKelpie0.218601TrueAppenzeller1.825200e-01TrueNaN
20396711545720444682256792062015-11-30 02:31:34+00:00http://twitter.com/do...Meet Holly. She's try...https://twitter.com/d...11.0010.0HollyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.495047TrueChesapeake_bay_retriever0.350188TrueGolden_retriever1.424000e-01TrueNaN
20406711513240425594896381432015-11-30 02:18:39+00:00http://twitter.com/do...*struggling to breath...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Rottweiler0.781201TrueBlack-and-tan_coonhound0.061206TrueKelpie4.885570e-02TrueNaN
20416711470859919605776372022015-11-30 02:01:49+00:00http://twitter.com/do...This is a Helvetica L...https://twitter.com/d...9.0010.0aNaNhttps://pbs.twimg.com...1.0Yorkshire_terrier0.467202TrueCairn0.440122TrueSilky_terrier5.869010e-02TrueNaN
20436711386945821655048773762015-11-30 01:28:28+00:00http://twitter.com/do...Me running from commi...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Samoyed0.587342TrueGreat_pyrenees0.268952TruePekinese9.052750e-02TrueNaN
20446711340629045043207091812015-11-30 01:10:04+00:00http://twitter.com/do...Say hello to Clarence...https://twitter.com/d...8.0010.0ClarenceNaNhttps://pbs.twimg.com...1.0Shih-tzu0.180380TrueGolden_retriever0.180194TrueLabrador_retriever1.736560e-01TrueNaN
204667111571644003123213017362015-11-29 23:57:10+00:00http://twitter.com/do...Meet Phred. He isn't ...https://twitter.com/d...6.0010.0PhredNaNhttps://pbs.twimg.com...1.0Malinois0.406341TrueKelpie0.143366TrueDingo1.298020e-01FalseNaN
204767110901621972582510954122015-11-29 23:30:32+00:00http://twitter.com/do...This is Toby. He aske...https://twitter.com/d...8.0010.0TobyNaNhttps://pbs.twimg.com...1.0Basenji0.855959TrueBeagle0.036723TrueToy_terrier2.925780e-02TrueNaN
204867099596950543564810572792015-11-29 16:01:20+00:00http://twitter.com/do...Yea I can't handle th...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Redbone0.866221TrueBeagle0.061194TrueRhodesian_ridgeback2.428450e-02TrueNaN
20506708405465549660165581832015-11-29 05:43:44+00:00http://twitter.com/do...Meet Colby. He's that...https://twitter.com/d...10.0010.0ColbyNaNhttps://pbs.twimg.com...1.0Shih-tzu0.963622TrueLhasa0.016017TrueGuinea_pig7.931920e-03FalseNaN
20526708338128599326734181152015-11-29 05:16:59+00:00http://twitter.com/do...This is Jett. He is u...https://twitter.com/d...7.0010.0JettNaNhttps://pbs.twimg.com...1.0Pekinese0.609853TruePersian_cat0.265442FalseJapanese_spaniel2.746040e-02TrueNaN
20536708324550127165446982062015-11-29 05:11:35+00:00http://twitter.com/do...This is Amy. She is Q...https://twitter.com/d...10.0010.0AmyNaNhttps://pbs.twimg.com...1.0Malinois0.317607TrueNorwegian_elkhound0.274901TrueBathing_cap1.146430e-01FalseNaN
20556708237641967411207371762015-11-29 04:37:03+00:00http://twitter.com/do...This is Remington. He...https://twitter.com/d...12.0010.0RemingtonNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.947453TrueGerman_short-haired_p...0.017001TrueWeimaraner1.543210e-02TrueNaN
2057670815497391357952302614572015-11-29 04:04:12+00:00http://twitter.com/do...This is Sage. He like...https://twitter.com/d...10.0010.0SageNaNhttps://pbs.twimg.com...1.0American_staffordshir...0.919714TrueStaffordshire_bullter...0.073430TrueBull_mastiff9.056790e-04TrueNaN
205867081196556928204810742562015-11-29 03:50:10+00:00http://twitter.com/do...Meet Maggie. She enjo...https://twitter.com/d...10.0010.0MaggieNaNhttps://pbs.twimg.com...1.0Basset0.994090TrueWalker_hound0.003973TrueBeagle1.406190e-03TrueNaN
205967080771915106713611124642015-11-29 03:33:17+00:00http://twitter.com/do...Say hello to Andy. He...https://twitter.com/d...11.0010.0AndyNaNhttps://pbs.twimg.com...1.0Old_english_sheepdog0.958035TrueSealyham_terrier0.013892TrueBorder_collie4.601140e-03TrueNaN
206067080460170524262418669082015-11-29 03:20:54+00:00http://twitter.com/do...Meet Mason. He's a to...https://twitter.com/d...10.0010.0MasonNaNhttps://pbs.twimg.com...1.0Pomeranian0.868560TruePekinese0.090129TrueChow2.172210e-02TrueNaN
2061670803562457407488327842015-11-29 03:16:46+00:00http://twitter.com/do...I would do radical th...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Basenji0.344101TrueIbizan_hound0.210282TrueToy_terrier1.962790e-01TrueNaN
20626707973046983761957042232015-11-29 02:51:54+00:00http://twitter.com/do...This is Trigger. He w...https://twitter.com/d...11.0010.0TriggerNaNhttps://pbs.twimg.com...1.0Pembroke0.472197TrueBeagle0.090938TrueGerman_shepherd6.436600e-02TrueNaN
20646707893972106158086292242015-11-29 02:20:29+00:00http://twitter.com/do...Two obedient dogs her...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Beagle0.295966TrueBasset0.143527TrueBluetick1.389920e-01TrueNaN
206767078242912113459314787292015-11-29 01:52:48+00:00http://twitter.com/do...This dude slaps your ...https://twitter.com/d...5.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.952963TrueFrench_bulldog0.036575TrueBoston_bull1.977400e-03TrueNaN
20686707805610242703367572732015-11-29 01:45:22+00:00http://twitter.com/do...This is Traviss. He h...https://twitter.com/d...7.0010.0TravissNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.244889TrueAmerican_black_bear0.056994FalseBrown_bear5.399260e-02FalseNaN
2069670778058496974848317702015-11-29 01:35:26+00:00http://twitter.com/do...\"To bone or not to bo...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.776612TrueBrabancon_griffon0.112032TrueBoxer3.905140e-02TrueNaN
207067076410362396672110343992015-11-29 00:39:59+00:00http://twitter.com/do...Meet Vincent. He's a ...https://twitter.com/d...10.0010.0VincentNaNhttps://pbs.twimg.com...1.0Norfolk_terrier0.172850TrueGolden_retriever0.072702TrueTelevision3.749420e-02FalseNaN
20716707557178597130244221012015-11-29 00:06:39+00:00http://twitter.com/do...Say hello to Gin &amp...https://twitter.com/d...9.0010.0GinNaNhttps://pbs.twimg.com...1.0Keeshond0.994065TrueNorwegian_elkhound0.001827TrueCairn1.821310e-03TrueNaN
207467071733866522624011354572015-11-28 21:34:09+00:00http://twitter.com/do...*screams for a little...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pomeranian0.368161TruePekinese0.350973TrueGolden_retriever1.149020e-01TrueNaN
20756707046887073013777353522015-11-28 20:43:53+00:00http://twitter.com/do...Meet Danny. He's too ...https://twitter.com/d...6.0010.0DannyNaNhttps://pbs.twimg.com...1.0Norwich_terrier0.419838TrueCairn0.351876TrueNorfolk_terrier5.109370e-02TrueNaN
20766706916279843594255602312015-11-28 19:51:59+00:00http://twitter.com/do...This is Ester. He has...https://twitter.com/d...8.0010.0EsterNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.071124TrueHome_theater0.068398FalseAmerican_staffordshir...6.696390e-02TrueNaN
20776706796301442744327162682015-11-28 19:04:19+00:00http://twitter.com/do...This is Pluto. He's h...https://twitter.com/d...8.0010.0PlutoNaNhttps://pbs.twimg.com...1.0Ibizan_hound0.342734TrueBrittany_spaniel0.229065TrueChihuahua1.040290e-01TrueNaN
2078670676092097810432234392015-11-28 18:50:15+00:00http://twitter.com/do...This is Bloo. He's a ...https://twitter.com/d...8.0010.0BlooNaNhttps://pbs.twimg.com...1.0Dandie_dinmont0.676102TrueWest_highland_white_t...0.040826TrueClumber3.953330e-02TrueNaN
2085670444955656130560641618792015-11-28 03:31:48+00:00http://twitter.com/do...This is Paull. He jus...https://twitter.com/d...10.0010.0PaullNaNhttps://pbs.twimg.com...1.0English_springer0.403698TrueBrittany_spaniel0.347609TrueWelsh_springer_spaniel1.371860e-01TrueNaN
20866704423378736005126191892015-11-28 03:21:24+00:00http://twitter.com/do...Meet Koda. He's large...https://twitter.com/d...11.0010.0KodaNaNhttps://pbs.twimg.com...1.0Sussex_spaniel0.403552TrueOtterhound0.256302TrueIrish_terrier1.873150e-01TrueNaN
209067042828056308531213255852015-11-28 02:25:32+00:00http://twitter.com/do...This is Willy. He's m...https://twitter.com/d...11.0010.0WillyNaNhttps://pbs.twimg.com...1.0Chow0.335269TrueGolden_retriever0.305850TrueTibetan_mastiff6.332530e-02TrueNaN
209267042192503907532812496012015-11-28 02:00:17+00:00http://twitter.com/do...Meet Herb. 12/10 http...https://twitter.com/d...12.0010.0HerbNaNhttps://pbs.twimg.com...1.0Chihuahua0.275793TrueCorn0.073596FalseBolete5.490510e-02FalseNaN
209567041137069802291319288422015-11-28 01:18:21+00:00http://twitter.com/do...Meet Scooter. He's re...https://twitter.com/d...12.0010.0ScooterNaNhttps://pbs.twimg.com...1.0Maltese_dog0.584397TrueMiniature_schnauzer0.064201TrueToy_poodle6.086770e-02TrueNaN
20976704038797885440004091442015-11-28 00:48:35+00:00http://twitter.com/do...This is Nigel. He acc...https://twitter.com/d...10.0010.0NigelNaNhttps://pbs.twimg.com...1.0Pug0.802223TrueFrench_bulldog0.172557TrueBull_mastiff7.162800e-03TrueNaN
20986703857111163617285411912015-11-27 23:36:23+00:00http://twitter.com/do...Meet Larry. He's a Pa...https://twitter.com/d...8.0010.0LarryNaNhttps://pbs.twimg.com...1.0Whippet0.178027TrueChesapeake_bay_retriever0.105969TrueBeagle7.871970e-02TrueNaN
20996703743711024455687162522015-11-27 22:51:19+00:00http://twitter.com/do...Meet Daisy. She's reb...https://twitter.com/d...12.0010.0DaisyNaNhttps://pbs.twimg.com...1.0English_springer0.974936TrueEnglish_setter0.011661TrueCocker_spaniel2.688990e-03TrueNaN
21016703389312511508494061012015-11-27 20:30:30+00:00http://twitter.com/do...This is Butters. He's...https://twitter.com/d...10.0010.0ButtersNaNhttps://pbs.twimg.com...1.0Cairn0.245033TrueWest_highland_white_t...0.137709TrueMiniature_schnauzer8.917250e-02TrueNaN
2102670319130621435904371711532015-11-27 19:11:49+00:00http://twitter.com/do...AT DAWN...\\nWE RIDE\\n...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Irish_terrier0.254856TrueBriard0.227716TrueSoft-coated_wheaten_t...2.232630e-01TrueNaN
21036703033606801080324151232015-11-27 18:09:09+00:00http://twitter.com/do...This is a Speckled Ca...https://twitter.com/d...9.0010.0aNaNhttps://pbs.twimg.com...1.0Shetland_sheepdog0.380278TrueCardigan0.342806TrueGuinea_pig1.562490e-01FalseNaN
21046702904201114419206642682015-11-27 17:17:44+00:00http://twitter.com/do...This is Sandra. She's...https://twitter.com/d...11.0010.0SandraNaNhttps://pbs.twimg.com...1.0Chihuahua0.368876TruePomeranian0.282102TruePapillon1.787950e-01TrueNaN
21056700939380747796489823162015-11-27 04:16:59+00:00http://twitter.com/do...This is Wally. He's a...https://twitter.com/d...9.0010.0WallyNaNhttps://pbs.twimg.com...1.0Toy_poodle0.383346TrueMiniature_poodle0.153678TrueChow1.385430e-01TrueNaN
21066700864992081551366682402015-11-27 03:47:25+00:00http://twitter.com/do...\"Hi yes this is dog. ...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0German_short-haired_p...0.273492TrueStaffordshire_bullter...0.132944TrueBluetick1.245620e-01TrueNaN
210867007350355570688014837462015-11-27 02:55:47+00:00http://twitter.com/do...Meet Winston. He want...https://twitter.com/d...10.0010.0WinstonNaNhttps://pbs.twimg.com...1.0Malamute0.601886TrueSiberian_husky0.340106TrueEskimo_dog5.004130e-02TrueNaN
21106700615067221401617293142015-11-27 02:08:07+00:00http://twitter.com/do...This is Liam. He has ...https://twitter.com/d...11.0010.0LiamNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.329339TrueAmerican_staffordshir...0.305294TrueWhippet1.116860e-01TrueNaN
21126700469529317212186181622015-11-27 01:10:17+00:00http://twitter.com/do...This is Ben &amp; Car...https://twitter.com/d...11.0010.0BenNaNhttps://pbs.twimg.com...1.0Blenheim_spaniel0.998335TrueBeagle0.000647TrueBrittany_spaniel3.918660e-04TrueNaN
2115670003130994700288316852015-11-26 22:16:09+00:00http://twitter.com/do...This is Raphael. He i...https://twitter.com/d...10.0010.0RaphaelNaNhttps://pbs.twimg.com...1.0Beagle0.375313TrueSaint_bernard0.174911TrueEnglish_foxhound1.158880e-01TrueNaN
2118669970042633789440287542015-11-26 20:04:40+00:00http://twitter.com/do...This is Julio. He was...https://twitter.com/d...10.0010.0JulioNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.734744TrueRottweiler0.131066TrueDoberman8.150940e-02TrueNaN
21196699427637949317124831502015-11-26 18:16:16+00:00http://twitter.com/do...This is Andru. He mad...https://twitter.com/d...11.0010.0AndruNaNhttps://pbs.twimg.com...1.0Vizsla0.743216TrueRedbone0.217282TrueRhodesian_ridgeback2.847350e-02TrueNaN
2120669926384437997569359922015-11-26 17:11:11+00:00http://twitter.com/do...I've never seen a dog...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pomeranian0.984231TrueKeeshond0.010231TruePapillon2.218970e-03TrueNaN
21226697531789891420167703742015-11-26 05:42:55+00:00http://twitter.com/do...Meet Chester. He just...https://twitter.com/d...10.0010.0ChesterNaNhttps://pbs.twimg.com...1.0Pembroke0.858494TrueHamster0.026319FalseShetland_sheepdog2.240520e-02TrueNaN
21256696838990234050563691022015-11-26 01:07:38+00:00http://twitter.com/do...This is Kloey. Her mo...https://twitter.com/d...10.0010.0KloeyNaNhttps://pbs.twimg.com...1.0Pomeranian0.998275TrueChihuahua0.000605TruePekinese5.156880e-04TrueNaN
21276696801535644426246392682015-11-26 00:52:45+00:00http://twitter.com/do...This is Shawwn. He's ...https://twitter.com/d...8.0010.0ShawwnNaNhttps://pbs.twimg.com...1.0Dalmatian0.141257TrueBorzoi0.137744TrueLabrador_retriever1.037920e-01TrueNaN
21306696030846209802249103412015-11-25 19:46:30+00:00http://twitter.com/do...Very human-like. Cute...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Maltese_dog0.659619TrueTibetan_terrier0.193539TrueShih-tzu3.932710e-02TrueNaN
21316695979121087897604891422015-11-25 19:25:57+00:00http://twitter.com/do...This is Skye. He is a...https://twitter.com/d...10.0010.0SkyeNaNhttps://pbs.twimg.com...1.0Eskimo_dog0.595665TrueSiberian_husky0.214474TrueWhite_wolf1.472350e-01FalseNaN
21336695735707591639044181302015-11-25 17:49:14+00:00http://twitter.com/do...This is Linda. She ju...https://twitter.com/d...10.0010.0LindaNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.946828TrueMiniature_schnauzer0.022344TrueCairn9.461660e-03TrueNaN
2135669567591774625800224522015-11-25 17:25:28+00:00http://twitter.com/do...Meet Kollin. He's a P...https://twitter.com/d...9.0010.0KollinNaNhttps://pbs.twimg.com...1.0Chihuahua0.980511TrueToy_terrier0.009166TrueMiniature_pinscher2.658510e-03TrueNaN
21366695644612677222413721162015-11-25 17:13:02+00:00http://twitter.com/do...This is a Coriander B...https://twitter.com/d...10.0010.0aNaNhttps://pbs.twimg.com...1.0Toy_poodle0.623685TrueMiniature_poodle0.259920TrueStandard_poodle8.252970e-02TrueNaN
2137669393256313184256344692015-11-25 05:52:43+00:00http://twitter.com/do...Meet Ronduh. She's a ...https://twitter.com/d...10.0010.0RonduhNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.359843TrueBlenheim_spaniel0.139519TrueToy_poodle1.327460e-01TrueNaN
213866937571830498099212666852015-11-25 04:43:02+00:00http://twitter.com/do...This is Billl. He's t...https://twitter.com/d...6.0010.0BilllNaNhttps://pbs.twimg.com...1.0Airedale0.168762TrueNorfolk_terrier0.107479TrueLakeland_terrier9.784590e-02TrueNaN
21396693714837943173124721682015-11-25 04:26:12+00:00http://twitter.com/do...This is Oliviér. He's...https://twitter.com/d...10.0010.0OliviérNaNhttps://pbs.twimg.com...1.0Brabancon_griffon0.483268TrueMiniature_pinscher0.307465TrueRedbone7.052380e-02TrueNaN
21406693678961041817614391412015-11-25 04:11:57+00:00http://twitter.com/do...This is Chip. Chip's ...https://twitter.com/d...10.0010.0ChipNaNhttps://pbs.twimg.com...1.0Basset0.749394TrueBeagle0.133579TrueWelsh_springer_spaniel3.019840e-02TrueNaN
21416693638882369945615972152015-11-25 03:56:01+00:00http://twitter.com/do...Here we have a Gingiv...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.539004TrueIrish_setter0.406550TrueCocker_spaniel4.148440e-02TrueNaN
21426693596748194816003551132015-11-25 03:39:17+00:00http://twitter.com/do...Meet Saydee. She's a ...https://twitter.com/d...11.0010.0SaydeeNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.367818TrueGerman_short-haired_p...0.280642TrueChesapeake_bay_retriever1.842460e-01TrueNaN
2143669354382627049472256512102015-11-25 03:18:15+00:00http://twitter.com/do...Meet Dug. Dug fucken ...https://twitter.com/d...8.0010.0DugNaNhttps://pbs.twimg.com...1.0Chihuahua0.973990TrueFrench_bulldog0.010832TruePekinese2.098650e-03TrueNaN
21466693285030919372809703942015-11-25 01:35:25+00:00http://twitter.com/do...This is Kirk. He just...https://twitter.com/d...12.0010.0KirkNaNhttps://pbs.twimg.com...1.0Siberian_husky0.424202TrueEskimo_dog0.237660TrueMalamute5.257170e-02TrueNaN
21476693272072406999045501142015-11-25 01:30:16+00:00http://twitter.com/do...Just got home from co...https://twitter.com/d...13.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.919584TrueLabrador_retriever0.049669TrueKuvasz1.021610e-02TrueNaN
214966921667972187341211423842015-11-24 18:11:04+00:00http://twitter.com/do...This is Clarq. He's a...https://twitter.com/d...8.0010.0ClarqNaNhttps://pbs.twimg.com...1.0Golden_retriever0.992758TrueIrish_setter0.003379TrueSaluki1.229630e-03TrueNaN
21516692037280969605129604412015-11-24 17:19:36+00:00http://twitter.com/do...This is Samsom. He is...https://twitter.com/d...9.0010.0SamsomNaNhttps://pbs.twimg.com...1.0Pug0.910452TrueFrench_bulldog0.055090TrueChihuahua1.489660e-02TrueNaN
21526690370583636623366272952015-11-24 06:17:19+00:00http://twitter.com/do...Here we have Pancho a...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.803528TruePomeranian0.053871TrueChow3.225740e-02TrueNaN
21546690067821283532805542302015-11-24 04:17:01+00:00http://twitter.com/do...This is Tucker. He is...https://twitter.com/d...12.0010.0TuckerNaNhttps://pbs.twimg.com...1.0Chihuahua0.127178TrueItalian_greyhound0.054215TruePillow4.859160e-02FalseNaN
21556690003974455336961993960222015-11-24 03:51:38+00:00http://twitter.com/do...Meet Terrance. He's b...https://twitter.com/d...11.0010.0TerranceNaNhttps://pbs.twimg.com...1.0Pembroke0.822940TrueCardigan0.177035TrueBasenji2.335260e-05TrueNaN
21586689896150434242566453122015-11-24 03:08:48+00:00http://twitter.com/do...This is Bernie. He's ...https://twitter.com/d...3.0010.0BernieNaNhttps://pbs.twimg.com...1.0Pug0.917326TrueWaffle_iron0.014918FalseChihuahua1.352440e-02TrueNaN
21626689798066718842887623292015-11-24 02:29:49+00:00http://twitter.com/do...This is Chaz. He's an...https://twitter.com/d...12.0010.0ChazNaNhttps://pbs.twimg.com...1.0Golden_retriever0.608537TrueIrish_setter0.097078TrueRedbone7.602220e-02TrueNaN
216366897567780742348912435512015-11-24 02:13:25+00:00http://twitter.com/do...This is Jeremy. He ha...https://twitter.com/d...11.0010.0JeremyNaNhttps://pbs.twimg.com...1.0Basset0.605437TrueWelsh_springer_spaniel0.184783TrueSaint_bernard1.162990e-01TrueNaN
2166668955713004314625264672015-11-24 00:54:05+00:00http://twitter.com/do...This is a Slovakian H...https://twitter.com/d...10.0010.0aNaNhttps://pbs.twimg.com...1.0Cocker_spaniel0.367492TrueLakeland_terrier0.272621TrueSoft-coated_wheaten_t...6.700630e-02TrueNaN
2167668932921458302977249542015-11-23 23:23:31+00:00http://twitter.com/do...This is Herald. He li...https://twitter.com/d...9.0010.0HeraldNaNhttps://pbs.twimg.com...1.0Standard_poodle0.237638TrueOld_english_sheepdog0.195573TrueToy_poodle1.446580e-01TrueNaN
2168668902994700836864304942015-11-23 21:24:36+00:00http://twitter.com/do...Meet Lambeau. He's a ...https://twitter.com/d...11.0010.0LambeauNaNhttps://pbs.twimg.com...1.0Brittany_spaniel0.828425TrueIbizan_hound0.043082TrueBlenheim_spaniel2.800360e-02TrueNaN
21696688924745475112973851402015-11-23 20:42:48+00:00http://twitter.com/do...This is Ruffles. He i...https://twitter.com/d...11.0010.0RufflesNaNhttps://pbs.twimg.com...1.0Kelpie0.421979TrueCollie0.227060TrueCardigan1.682110e-01TrueNaN
21716688521708889989124301512015-11-23 18:02:38+00:00http://twitter.com/do...Say hello to Bobb. Bo...https://twitter.com/d...11.0010.0BobbNaNhttps://pbs.twimg.com...1.0Golden_retriever0.903529TrueTibetan_mastiff0.041497TrueKuvasz2.250050e-02TrueNaN
21726688260862565990404151252015-11-23 16:18:59+00:00http://twitter.com/do...This is Banditt. He i...https://twitter.com/d...10.0010.0BandittNaNhttps://pbs.twimg.com...1.0Malinois0.640185TrueIrish_terrier0.153700TrueRhodesian_ridgeback6.845650e-02TrueNaN
21736688151807346892805362482015-11-23 15:35:39+00:00http://twitter.com/do...This is a wild Tobler...https://twitter.com/d...7.0010.0aNaNhttps://pbs.twimg.com...1.0Redbone0.461172TrueItalian_greyhound0.270733TrueMiniature_pinscher1.097520e-01TrueNaN
21746687793996307251206773492015-11-23 13:13:28+00:00http://twitter.com/do...This is Kevon. He is ...https://twitter.com/d...10.0010.0KevonNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.285508TrueWeimaraner0.146832TrueBlack-footed_ferret6.086480e-02FalseNaN
21756686551395285114884982062015-11-23 04:59:42+00:00http://twitter.com/do...Say hello to Winifred...https://twitter.com/d...11.0010.0WinifredNaNhttps://pbs.twimg.com...1.0Beagle0.319110TrueItalian_greyhound0.103338TrueBasenji9.193000e-02TrueNaN
21796686366658130575369914652015-11-23 03:46:18+00:00http://twitter.com/do...This is an Irish Riga...https://twitter.com/d...10.0010.0anNaNhttps://pbs.twimg.com...1.0Komondor0.999956TrueLlama0.000043FalseRam2.160900e-07FalseNaN
2180668633411083464705266715142015-11-23 03:33:22+00:00http://twitter.com/do...This is Churlie. He l...https://twitter.com/d...10.0010.0ChurlieNaNhttps://pbs.twimg.com...1.0Pekinese0.589011TrueShih-tzu0.390987TrueJapanese_spaniel3.310350e-03TrueNaN
21816686313773744865286773012015-11-23 03:25:17+00:00http://twitter.com/do...Meet Zeek. He is a gr...https://twitter.com/d...5.0010.0ZeekNaNhttps://pbs.twimg.com...1.0Miniature_schnauzer0.904549TrueAustralian_terrier0.022529TrueSilky_terrier1.524320e-02TrueNaN
21826686272782644756482991082015-11-23 03:09:00+00:00http://twitter.com/do...This is Timofy. He's ...https://twitter.com/d...9.0010.0TimofyNaNhttps://pbs.twimg.com...1.0French_bulldog0.965403TruePug0.008604TrueBoston_bull8.003560e-03TrueNaN
218466862320128767590413567082015-11-23 02:52:48+00:00http://twitter.com/do...This is Jomathan. He ...https://twitter.com/d...10.0010.0JomathanNaNhttps://pbs.twimg.com...4.0Chihuahua0.708163TruePomeranian0.091372TrueTiti6.732550e-02FalseNaN
2188668567822092664832228492015-11-22 23:12:44+00:00http://twitter.com/do...This is Marvin. He ca...https://twitter.com/d...11.0010.0MarvinNaNhttps://pbs.twimg.com...1.0Shih-tzu0.985649TrueLhasa0.007078TruePekinese3.053230e-03TrueNaN
21906685423368052817924322002015-11-22 21:31:28+00:00http://twitter.com/do...There's a lot going o...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0American_staffordshir...0.267695TrueFrench_bulldog0.254050TrueStaffordshire_bullter...2.123810e-01TrueNaN
2191668537837512433665242672015-11-22 21:13:35+00:00http://twitter.com/do...This is Spark. He's n...https://twitter.com/d...8.0010.0SparkNaNhttps://pbs.twimg.com...1.0Lakeland_terrier0.372988TrueToy_poodle0.250445TrueChihuahua1.897370e-01TrueNaN
21926685287717089525764412102015-11-22 20:37:34+00:00http://twitter.com/do...This is Gòrdón. He en...https://twitter.com/d...12.0010.0GòrdónNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.195835TrueKuvasz0.121607TrueEnglish_setter8.146440e-02TrueNaN
2193668507509523615744311982015-11-22 19:13:05+00:00http://twitter.com/do...This is a Birmingham ...https://twitter.com/d...10.0010.0aNaNhttps://pbs.twimg.com...1.0Basenji0.055379TrueShetland_sheepdog0.054322TrueWhippet5.191340e-02TrueNaN
21946684969993486336003901242015-11-22 18:31:19+00:00http://twitter.com/do...This is Jo. Jo is a S...https://twitter.com/d...8.0010.0JoNaNhttps://pbs.twimg.com...1.0Staffordshire_bullter...0.412879TrueMiniature_pinscher0.161488TrueAmerican_staffordshir...1.124950e-01TrueNaN
21956684841982824857614082202015-11-22 17:40:27+00:00http://twitter.com/do...Good teamwork between...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Standard_poodle0.587372TrueBedlington_terrier0.182411TrueAfghan_hound4.096800e-02TrueNaN
22006682862798308679684801292015-11-22 04:33:59+00:00http://twitter.com/do...Meet Rusty. Rusty's d...https://twitter.com/d...11.0010.0RustyNaNhttps://pbs.twimg.com...1.0Golden_retriever0.215944TrueBasset0.189214TrueCardigan1.130100e-01TrueNaN
22016682742477903912967812222015-11-22 03:46:11+00:00http://twitter.com/do...Meet Sophie. Her son ...https://twitter.com/d...10.0010.0SophieNaNhttps://pbs.twimg.com...1.0Soft-coated_wheaten_t...0.406374TrueLakeland_terrier0.263854TrueToy_poodle1.508440e-01TrueNaN
22026682689079213260805292222015-11-22 03:24:58+00:00http://twitter.com/do...Here we have an Azerb...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.484830TrueCardigan0.425303TrueBasenji1.475350e-02TrueNaN
22046682484723704586249224522015-11-22 02:03:45+00:00http://twitter.com/do...Say hello to Bisquick...https://twitter.com/d...8.0010.0BisquickNaNhttps://pbs.twimg.com...1.0Chihuahua0.734547TrueMiniature_pinscher0.068294TrueToy_terrier4.636710e-02TrueNaN
2205668237644992782336588526742015-11-22 01:20:44+00:00http://twitter.com/do...This is Torque. He se...https://twitter.com/d...10.0010.0TorqueNaNhttps://pbs.twimg.com...1.0Chow0.809320TrueMinivan0.071311FalsePekinese3.786960e-02TrueNaN
22076682212416402309124921862015-11-22 00:15:33+00:00http://twitter.com/do...These two dogs are Bo...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chow0.395101TrueGolden_retriever0.372115TrueLabrador_retriever1.487850e-01TrueNaN
22086682049646956830735291842015-11-21 23:10:52+00:00http://twitter.com/do...This is Ron. Ron's cu...https://twitter.com/d...8.0010.0RonNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.655180TrueGolden_retriever0.107884TrueChesapeake_bay_retriever6.583470e-02TrueNaN
22096681906814463795206141902015-11-21 22:14:07+00:00http://twitter.com/do...This is Skittles. I w...https://twitter.com/d...12.0010.0SkittlesNaNhttps://pbs.twimg.com...1.0Blenheim_spaniel0.958402TrueCocker_spaniel0.026764TrueWelsh_springer_spaniel7.789910e-03TrueNaN
22106681718599517552644621832015-11-21 20:59:20+00:00http://twitter.com/do...This is a Trans Siber...https://twitter.com/d...7.0010.0aNaNhttps://pbs.twimg.com...1.0Chihuahua0.664834TrueCowboy_boot0.060343FalseGiant_panda5.983750e-02FalseNaN
22136681130204894740486402212015-11-21 17:05:31+00:00http://twitter.com/do...This is Alfie. He's t...https://twitter.com/d...6.0010.0AlfieNaNhttps://pbs.twimg.com...1.0Pembroke0.548896TrueCardigan0.191101TrueCollie5.981410e-02TrueNaN
22156679248961152450572801072015-11-21 04:37:59+00:00http://twitter.com/do...This is Jiminy. He ha...https://twitter.com/d...9.0010.0JiminyNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.209051TrueHog0.203980FalseNewfoundland1.659140e-01TrueNaN
22186679024496975585288183592015-11-21 03:08:47+00:00http://twitter.com/do...This is Cleopatricia....https://twitter.com/d...9.0010.0CleopatriciaNaNhttps://pbs.twimg.com...1.0Norwegian_elkhound0.298881TrueMalamute0.279479TrueEskimo_dog1.984280e-01TrueNaN
2219667886921285246976178110122015-11-21 02:07:05+00:00http://twitter.com/do...This is Erik. He's fu...https://twitter.com/d...11.0010.0ErikNaNhttps://pbs.twimg.com...1.0Pomeranian0.800432TruePekinese0.168445TrueChihuahua8.949520e-03TrueNaN
22206678850442545725457794462015-11-21 01:59:37+00:00http://twitter.com/do...Meet Stu. Stu has sta...https://twitter.com/d...10.0010.0StuNaNhttps://pbs.twimg.com...1.0Malamute0.088530TrueGolden_retriever0.087499TrueMuzzle7.500770e-02FalseNaN
2224667861340749471744231742015-11-21 00:25:26+00:00http://twitter.com/do...This is a Shotokon Ma...https://twitter.com/d...9.0010.0aNaNhttps://pbs.twimg.com...1.0Malamute0.967275TrueSiberian_husky0.016168TrueEskimo_dog1.127740e-02TrueNaN
2225667832474953625600284592015-11-20 22:30:44+00:00http://twitter.com/do...THE EYES 12/10\\n\\nI'm...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.214200TrueBath_towel0.146789FalseChihuahua1.041520e-01TrueNaN
2227667801013445750784314922015-11-20 20:25:43+00:00http://twitter.com/do...OMIGOD 12/10 https://...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Flat-coated_retriever0.508392TrueChesapeake_bay_retriever0.262239TrueCurly-coated_retriever4.891980e-02TrueNaN
22286677934095837716486713112015-11-20 19:55:30+00:00http://twitter.com/do...Dogs only please. Sma...https://twitter.com/d...8.0010.0NaNNaNhttps://pbs.twimg.com...1.0Dalmatian0.535073TrueEnglish_setter0.451219TrueGreat_dane8.163610e-03TrueNaN
2230667773195014021121223522015-11-20 18:35:10+00:00http://twitter.comThis is a rare Hungar...https://twitter.com/d...8.0010.0aNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.360465TruePug0.093494TrueIce_bear6.903820e-02FalseNaN
22326677281965452001283631432015-11-20 15:36:22+00:00http://twitter.comMeet Olive. He comes ...https://twitter.com/d...11.0010.0OliveNaNhttps://pbs.twimg.com...1.0Kuvasz0.360159TrueGolden_retriever0.293744TrueLabrador_retriever2.706730e-01TrueNaN
22376675467415211950103241152015-11-20 03:35:20+00:00http://twitter.comHere is George. Georg...https://twitter.com/d...9.0010.0GeorgeNaNhttps://pbs.twimg.com...1.0Toy_poodle0.787424TrueMiniature_poodle0.202225TrueTeddy4.047220e-03FalseNaN
22386675443205563351048174932015-11-20 03:25:43+00:00http://twitter.comThis is Kial. Kial is...https://twitter.com/d...10.0010.0KialNaNhttps://pbs.twimg.com...1.0Pomeranian0.412893TruePembroke0.312958TrueChihuahua7.196040e-02TrueNaN
2239667538891197542400195612015-11-20 03:04:08+00:00http://twitter.comThis is a southwest C...https://twitter.com/d...9.0010.0aNaNhttps://pbs.twimg.com...1.0Yorkshire_terrier0.618957TrueSilky_terrier0.300313TrueAustralian_terrier5.341200e-02TrueNaN
22406675348151561830407814942015-11-20 02:47:56+00:00http://twitter.comThis is Frank (pronou...https://twitter.com/d...8.0010.0FrankNaNhttps://pbs.twimg.com...1.0Pembroke0.435254TrueCardigan0.307407TrueCocker_spaniel3.315830e-02TrueNaN
22416675309085897605124452242015-11-20 02:32:25+00:00http://twitter.comMeet Naphaniel. He do...https://twitter.com/d...10.0010.0NaphanielNaNhttps://pbs.twimg.com...1.0Golden_retriever0.633037TrueKuvasz0.146391TrueLabrador_retriever4.618370e-02TrueNaN
22436675176420481638403491812015-11-20 01:39:42+00:00http://twitter.comThis is Dook &amp; Mi...https://twitter.com/d...8.0010.0DookNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.125176TrueStandard_poodle0.084572TrueCocker_spaniel8.134690e-02TrueNaN
2244667509364010450944645720052015-11-20 01:06:48+00:00http://twitter.comThis a Norwegian Pewt...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Beagle0.636169TrueLabrador_retriever0.119256TrueGolden_retriever8.254920e-02TrueNaN
22456675026403355729935142112015-11-20 00:40:05+00:00http://twitter.comSay hello to Hall and...https://twitter.com/d...11.0010.0HallNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.996709TrueGolden_retriever0.001688TrueBeagle7.116670e-04TrueNaN
22466674957971021414414962492015-11-20 00:12:54+00:00http://twitter.comThis is Philippe from...https://twitter.com/d...9.0010.0PhilippeNaNhttps://pbs.twimg.com...1.0Chihuahua0.143957TrueChristmas_stocking0.118651FalseSki_mask9.248170e-02FalseNaN
22476674910093796065285002112015-11-19 23:53:52+00:00http://twitter.comTwo dogs in this one....https://twitter.com/d...7.0010.0NaNNaNhttps://pbs.twimg.com...1.0Borzoi0.852088TrueIce_bear0.132264FalseWeasel5.729980e-03FalseNaN
2248667470559035432960243902015-11-19 22:32:36+00:00http://twitter.comThis is a northern Wa...https://twitter.com/d...11.0010.0aNaNhttps://pbs.twimg.com...1.0Toy_poodle0.304175TruePug0.223427TrueLakeland_terrier7.331650e-02TrueNaN
2249667455448082227200181562015-11-19 21:32:34+00:00http://twitter.comThis is Reese and Twi...https://twitter.com/d...7.0010.0ReeseNaNhttps://pbs.twimg.com...1.0Tibetan_terrier0.676376TrueIrish_terrier0.054933TrueYorkshire_terrier4.057550e-02TrueNaN
2250667453023279554560297842015-11-19 21:22:56+00:00http://twitter.comMeet Cupcake. I would...https://twitter.com/d...11.0010.0CupcakeNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.825670TrueFrench_bulldog0.056639TrueStaffordshire_bullter...5.401840e-02TrueNaN
2253667435689202614272294792015-11-19 20:14:03+00:00http://twitter.com/do...Ermergerd 12/10 https...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Rottweiler0.999091TrueMiniature_pinscher0.000450TrueBlack-and-tan_coonhound1.571400e-04TrueNaN
22546674053393151467524462112015-11-19 18:13:27+00:00http://twitter.com/do...This is Biden. Biden ...https://twitter.com/d...7.0010.0BidenNaNhttps://pbs.twimg.com...1.0Saint_bernard0.381377TrueLeonberg0.127998TrueGolden_retriever6.935680e-02TrueNaN
2255667393430834667520185522015-11-19 17:26:08+00:00http://twitter.com/do...This is Fwed. He is a...https://twitter.com/d...8.0010.0FwedNaNhttps://pbs.twimg.com...1.0Papillon0.557009TrueBorder_collie0.271963TrueCollie7.347290e-02TrueNaN
22576672118555474862084632242015-11-19 05:24:37+00:00http://twitter.com/do...This is Genevieve. Sh...https://twitter.com/d...9.0010.0GenevieveNaNhttps://pbs.twimg.com...1.0Golden_retriever0.462556TrueLabrador_retriever0.454937TrueKuvasz2.419330e-02TrueNaN
22586672005250295398415842452015-11-19 04:39:35+00:00http://twitter.com/do...This is Joshwa. He is...https://twitter.com/d...11.0010.0JoshwaNaNhttps://pbs.twimg.com...1.0Siberian_husky0.694904TrueMalamute0.232006TrueEskimo_dog5.063510e-02TrueNaN
2259667192066997374976364922015-11-19 04:05:59+00:00http://twitter.com/do...*takes several long d...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Rottweiler0.283640TrueMiniature_pinscher0.148112TrueBlack-and-tan_coonhound9.558480e-02TrueNaN
22616671827920700620811355857812015-11-19 03:29:07+00:00http://twitter.com/do...This is Timison. He j...https://twitter.com/d...10.0010.0TimisonNaNhttps://pbs.twimg.com...1.0Golden_retriever0.949892TrueIrish_setter0.010564TrueChesapeake_bay_retriever5.821410e-03TrueNaN
2262667177989038297088182512015-11-19 03:10:02+00:00http://twitter.com/do...This is a Dasani King...https://twitter.com/d...8.0010.0aNaNhttps://pbs.twimg.com...1.0Vizsla0.259249TrueChesapeake_bay_retriever0.176293TrueWeimaraner1.123690e-01TrueNaN
22636671761641553756165814292015-11-19 03:02:47+00:00http://twitter.com/do...These are strange dog...https://twitter.com/d...4.0010.0NaNNaNhttps://pbs.twimg.com...1.0Soft-coated_wheaten_t...0.318981TrueLakeland_terrier0.215218TrueToy_poodle1.060140e-01TrueNaN
2264667174963120574464234732015-11-19 02:58:01+00:00http://twitter.com/do...This is Clarence. His...https://twitter.com/d...9.0010.0ClarenceNaNhttps://pbs.twimg.com...1.0Toy_poodle0.266437TrueChihuahua0.243223TrueBluetick7.280630e-02TrueNaN
2265667171260800061440210772015-11-19 02:43:18+00:00http://twitter.com/do...Say hello to Kenneth....https://twitter.com/d...10.0010.0KennethNaNhttps://pbs.twimg.com...1.0Giant_schnauzer0.841265TrueLakeland_terrier0.052744TrueIrish_water_spaniel3.440170e-02TrueNaN
2266667165590075940865254610532015-11-19 02:20:46+00:00http://twitter.com/do...This is Churlie. AKA ...https://twitter.com/d...10.0010.0ChurlieNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.140173TrueRottweiler0.134094TrueBeagle8.189980e-02TrueNaN
2267667160273090932737242592015-11-19 01:59:39+00:00http://twitter.com/do...This is Bradlay. He i...https://twitter.com/d...11.0010.0BradlayNaNhttps://pbs.twimg.com...1.0Golden_retriever0.471351TrueMiniature_poodle0.091992TrueStandard_poodle8.738540e-02TrueNaN
226866715216407942349045215158702015-11-19 01:27:25+00:00http://twitter.com/do...This is Pipsy. He is ...https://twitter.com/d...12.0010.0PipsyNaNhttps://pbs.twimg.com...1.0Toy_poodle0.535411TruePomeranian0.087544TrueMiniature_poodle6.205000e-02TrueNaN
2269667138269671505920433420492015-11-19 00:32:12+00:00http://twitter.com/do...Extremely intelligent...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0West_highland_white_t...0.747713TrueSamoyed0.243629TrueToy_poodle1.803970e-03TrueNaN
22706671197968787251203161222015-11-18 23:18:48+00:00http://twitter.com/do...This is Gabe. He is a...https://twitter.com/d...10.0010.0GabeNaNhttps://pbs.twimg.com...1.0Pembroke0.741563TrueChihuahua0.057866TrueToy_poodle3.912510e-02TrueNaN
22716670908936572764203171172015-11-18 21:23:57+00:00http://twitter.com/do...This is Clybe. He is ...https://twitter.com/d...7.0010.0ClybeNaNhttps://pbs.twimg.com...1.0Chihuahua0.959514TrueItalian_greyhound0.005370TruePomeranian2.641330e-03TrueNaN
22726670736483443466243791122015-11-18 20:15:26+00:00http://twitter.com/do...Here is Dave. He is a...https://twitter.com/d...10.0010.0DaveNaNhttps://pbs.twimg.com...1.0Chihuahua0.483682TruePug0.092494TrueBrabancon_griffon5.749540e-02TrueNaN
2275667062181243039745209492015-11-18 19:29:52+00:00http://twitter.com/do...This is Keet. He is a...https://twitter.com/d...10.0010.0KeetNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.825678TrueVizsla0.090998TrueKelpie2.295620e-02TrueNaN
2276667044094246576128175462015-11-18 18:17:59+00:00http://twitter.com/do...12/10 gimme now https...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.765266TrueLabrador_retriever0.206694TrueSeat_belt1.066690e-02FalseNaN
2281666835007768551424200752015-11-18 04:27:09+00:00http://twitter.com/do...These are Peruvian Fe...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Airedale0.448459TrueToy_poodle0.124030TrueTeddy1.101830e-01FalseNaN
2282666826780179869698240872015-11-18 03:54:28+00:00http://twitter.com/do...12/10 simply brillian...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Maltese_dog0.359383TrueTeddy0.148759FalseWest_highland_white_t...1.060070e-01TrueNaN
22836668178363340963844832362015-11-18 03:18:55+00:00http://twitter.com/do...This is Jeph. He is a...https://twitter.com/d...9.0010.0JephNaNhttps://pbs.twimg.com...1.0Miniature_schnauzer0.496953TrueStandard_schnauzer0.285276TrueGiant_schnauzer7.376370e-02TrueNaN
2284666804364988780544219852015-11-18 02:25:23+00:00http://twitter.com/do...This is Jockson. He i...https://twitter.com/d...8.0010.0JocksonNaNhttps://pbs.twimg.com...1.0English_setter0.328792TrueBrittany_spaniel0.283545TrueIbizan_hound5.746150e-02TrueNaN
22866667817922554961923631772015-11-18 00:55:42+00:00http://twitter.com/do...This is a purebred Ba...https://twitter.com/d...10.0010.0aNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.618316TrueWeimaraner0.151363TrueVizsla8.598910e-02TrueNaN
2288666739327293083650222612015-11-17 22:06:57+00:00http://twitter.com/do...This is Lugan. He is ...https://twitter.com/d...10.0010.0LuganNaNhttps://pbs.twimg.com...1.0Miniature_poodle0.546933TrueCocker_spaniel0.165255TrueToy_poodle9.595890e-02TrueNaN
22896667011682283315204072032015-11-17 19:35:19+00:00http://twitter.com/do...This is a golden Buck...https://twitter.com/d...8.0010.0aNaNhttps://pbs.twimg.com...1.0Labrador_retriever0.887707TrueChihuahua0.029307TrueFrench_bulldog2.075630e-02TrueNaN
2290666691418707132416175452015-11-17 18:56:35+00:00http://twitter.com/do...This is Christoper. H...https://twitter.com/d...8.0010.0ChristoperNaNhttps://pbs.twimg.com...1.0German_shepherd0.975401TrueBeagle0.008687TrueBloodhound5.394040e-03TrueNaN
229166664948231505920110555772015-11-17 16:09:56+00:00http://twitter.com/do...Cool dog. Enjoys couc...https://twitter.com/d...4.0010.0NaNNaNhttps://pbs.twimg.com...1.0Border_collie0.447803TrueEnglish_springer0.170497TrueCollie1.392060e-01TrueNaN
2292666644823164719104220762015-11-17 15:51:26+00:00http://twitter.com/do...This is Jimothy. He i...https://twitter.com/d...9.0010.0JimothyNaNhttps://pbs.twimg.com...1.0Ibizan_hound0.044333TruePembroke0.043209TrueWest_highland_white_t...3.890560e-02TrueNaN
22936664547143771832334861992015-11-17 03:16:00+00:00http://twitter.com/do...I'll name the dogs fr...https://twitter.com/d...10.0010.0KreggoryNaNhttps://pbs.twimg.com...1.0Dalmatian0.278954TrueLabrador_retriever0.237612TrueGreat_pyrenees1.711060e-01TrueNaN
229466644734441048473898182015-11-17 02:46:43+00:00http://twitter.com/do...This is Scout. She is...https://twitter.com/d...9.0010.0ScoutNaNhttps://pbs.twimg.com...1.0Curly-coated_retriever0.322084TrueGiant_schnauzer0.287955TrueLabrador_retriever1.663310e-01TrueNaN
2295666437273139982337115422015-11-17 02:06:42+00:00http://twitter.com/do...Here we see a lone no...https://twitter.com/d...7.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.671853TrueBeagle0.124680TrueSaluki4.409420e-02TrueNaN
2296666435652385423360157472015-11-17 02:00:15+00:00http://twitter.com/do...\"Can you behave? You'...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chesapeake_bay_retriever0.184130TrueChain_saw0.056775FalsePower_drill3.676340e-02FalseNaN
2298666428276349472768153762015-11-17 01:30:57+00:00http://twitter.com/do...Here we have an Austr...https://twitter.com/d...7.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pembroke0.371361TrueChow0.249394TruePomeranian2.418780e-01TrueNaN
22996664211583765626882951052015-11-17 01:02:40+00:00http://twitter.com/do...*internally screaming...https://twitter.com/d...12.0010.0NaNNaNhttps://pbs.twimg.com...1.0Blenheim_spaniel0.906777TrueCocker_spaniel0.090346TrueShih-tzu1.116870e-03TrueNaN
2300666418789513326592113422015-11-17 00:53:15+00:00http://twitter.com/do...This is Walter. He is...https://twitter.com/d...10.0010.0WalterNaNhttps://pbs.twimg.com...1.0Toy_terrier0.149680TruePapillon0.148258TrueChihuahua1.428600e-01TrueNaN
230266640712685676544099322015-11-17 00:06:54+00:00http://twitter.com/do...This is a southern Ve...https://twitter.com/d...7.0010.0aNaNhttps://pbs.twimg.com...1.0Black-and-tan_coonhound0.529139TrueBloodhound0.244220TrueFlat-coated_retriever1.738100e-01TrueNaN
2303666396247373291520156752015-11-16 23:23:41+00:00http://twitter.com/do...Oh goodness. A super ...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Chihuahua0.978108TrueToy_terrier0.009397TruePapillon4.576810e-03TrueNaN
2304666373753744588802172822015-11-16 21:54:18+00:00http://twitter.com/do...Those are sunglasses ...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Soft-coated_wheaten_t...0.326467TrueAfghan_hound0.259551TrueBriard2.068030e-01TrueNaN
2306666353288456101888196642015-11-16 20:32:58+00:00http://twitter.com/do...Here we have a mixed ...https://twitter.com/d...8.0010.0NaNNaNhttps://pbs.twimg.com...1.0Malamute0.336874TrueSiberian_husky0.147655TrueEskimo_dog9.341240e-02TrueNaN
23076663454175762104322731282015-11-16 20:01:42+00:00http://twitter.com/do...Look at this jokester...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Golden_retriever0.858744TrueChesapeake_bay_retriever0.054787TrueLabrador_retriever1.424090e-02TrueNaN
2311666273097616637952160702015-11-16 15:14:19+00:00http://twitter.com/do...Can take selfies 11/1...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0Italian_greyhound0.176053TrueToy_terrier0.111884TrueBasenji1.111520e-01TrueNaN
231466610215590914457670112015-11-16 03:55:04+00:00http://twitter.com/do...Oh my. Here you are s...https://twitter.com/d...11.0010.0NaNNaNhttps://pbs.twimg.com...1.0English_setter0.298617TrueNewfoundland0.149842TrueBorzoi1.336490e-01TrueNaN
2315666099513787052032142582015-11-16 03:44:34+00:00http://twitter.com/do...Can stand on stump fo...https://twitter.com/d...8.0010.0NaNNaNhttps://pbs.twimg.com...1.0Lhasa0.582330TrueShih-tzu0.166192TrueDandie_dinmont8.968830e-02TrueNaN
2316666094000022159362153662015-11-16 03:22:39+00:00http://twitter.com/do...This appears to be a ...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Bloodhound0.195217TrueGerman_shepherd0.078260TrueMalinois7.562780e-02TrueNaN
2317666082916733198337102412015-11-16 02:38:37+00:00http://twitter.com/do...Here we have a well-e...https://twitter.com/d...6.0010.0NaNNaNhttps://pbs.twimg.com...1.0Pug0.489814TrueBull_mastiff0.404722TrueFrench_bulldog4.895950e-02TrueNaN
23186660731007867740162941452015-11-16 01:59:36+00:00http://twitter.com/do...Let's hope this fligh...https://twitter.com/d...10.0010.0NaNNaNhttps://pbs.twimg.com...1.0Walker_hound0.260857TrueEnglish_foxhound0.175382TrueIbizan_hound9.747050e-02TrueNaN
2319666071193221509120135522015-11-16 01:52:02+00:00http://twitter.com/do...Here we have a northe...https://twitter.com/d...9.0010.0NaNNaNhttps://pbs.twimg.com...1.0Gordon_setter0.503672TrueYorkshire_terrier0.174201TruePekinese1.094540e-01TrueNaN
23206660638272560865334461952015-11-16 01:22:45+00:00http://twitter.com/do...This is the happiest ...https://twitter.com/d...10.0010.0theNaNhttps://pbs.twimg.com...1.0Golden_retriever0.775930TrueTibetan_mastiff0.093718TrueLabrador_retriever7.242660e-02TrueNaN
2321666058600524156928105532015-11-16 01:01:59+00:00http://twitter.com/do...Here is the Rand Paul...https://twitter.com/d...8.0010.0theNaNhttps://pbs.twimg.com...1.0Miniature_poodle0.201493TrueKomondor0.192305TrueSoft-coated_wheaten_t...8.208610e-02TrueNaN
23236660555250424053804062192015-11-16 00:49:46+00:00http://twitter.com/do...Here is a Siberian he...https://twitter.com/d...10.0010.0aNaNhttps://pbs.twimg.com...1.0Chow0.692517TrueTibetan_mastiff0.058279TrueFur_coat5.444860e-02FalseNaN
2325666050758794694657124512015-11-16 00:30:50+00:00http://twitter.com/do...This is a truly beaut...https://twitter.com/d...10.0010.0aNaNhttps://pbs.twimg.com...1.0Bernese_mountain_dog0.651137TrueEnglish_springer0.263788TrueGreater_swiss_mountai...1.619920e-02TrueNaN
232666604924816582246596402015-11-16 00:24:50+00:00http://twitter.com/do...Here we have a 1949 1...https://twitter.com/d...5.0010.0NaNNaNhttps://pbs.twimg.com...1.0Miniature_pinscher0.560311TrueRottweiler0.243682TrueDoberman1.546290e-01TrueNaN
23276660442263298007042691302015-11-16 00:04:52+00:00http://twitter.com/do...This is a purebred Pi...https://twitter.com/d...6.0010.0aNaNhttps://pbs.twimg.com...1.0Rhodesian_ridgeback0.408143TrueRedbone0.360687TrueMiniature_pinscher2.227520e-01TrueNaN
2328666033412701032449111412015-11-15 23:21:54+00:00http://twitter.com/do...Here is a very happy ...https://twitter.com/d...9.0010.0aNaNhttps://pbs.twimg.com...1.0German_shepherd0.596461TrueMalinois0.138584TrueBloodhound1.161970e-01TrueNaN
2329666029285002620928120422015-11-15 23:05:30+00:00http://twitter.com/do...This is a western bro...https://twitter.com/d...7.0010.0aNaNhttps://pbs.twimg.com...1.0Redbone0.506826TrueMiniature_pinscher0.074192TrueRhodesian_ridgeback7.201000e-02TrueNaN
233066602088802279014923944592015-11-15 22:32:08+00:00http://twitter.com/do...Here we have a Japane...https://twitter.com/d...8.0010.0NaNNaNhttps://pbs.twimg.com...1.0Welsh_springer_spaniel0.465074TrueCollie0.156665TrueShetland_sheepdog6.142850e-02TrueNaN
\n", "
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04:03:51+00:00 http://twitter.com/do... \n", "1939 2015-12-06 03:56:12+00:00 http://twitter.com/do... \n", "1941 2015-12-06 03:28:27+00:00 http://twitter.com/do... \n", "1943 2015-12-06 01:56:44+00:00 http://twitter.com/do... \n", "1944 2015-12-06 01:48:12+00:00 http://twitter.com/do... \n", "1945 2015-12-06 00:17:55+00:00 http://twitter.com/do... \n", "1946 2015-12-05 22:41:22+00:00 http://twitter.com/do... \n", "1947 2015-12-05 20:41:29+00:00 http://twitter.com/do... \n", "1948 2015-12-05 18:51:11+00:00 http://twitter.com/do... \n", "1950 2015-12-05 04:36:04+00:00 http://twitter.com/do... \n", "1951 2015-12-05 04:25:50+00:00 http://twitter.com/do... \n", "1952 2015-12-05 04:00:04+00:00 http://twitter.com/do... \n", "1955 2015-12-05 03:05:49+00:00 http://twitter.com/do... \n", "1957 2015-12-05 02:37:35+00:00 http://twitter.com/do... \n", "1958 2015-12-05 02:23:49+00:00 http://twitter.com/do... \n", "1962 2015-12-04 20:38:19+00:00 http://twitter.com/do... \n", "1963 2015-12-04 17:46:12+00:00 http://twitter.com/do... \n", "1965 2015-12-04 04:56:09+00:00 http://twitter.com/do... \n", "1966 2015-12-04 03:43:54+00:00 http://twitter.com/do... \n", "1969 2015-12-04 02:31:10+00:00 http://twitter.com/do... \n", "1970 2015-12-04 01:55:13+00:00 http://twitter.com/do... \n", "1971 2015-12-04 01:42:26+00:00 http://twitter.com/do... \n", "1974 2015-12-03 21:11:09+00:00 http://twitter.com/do... \n", "1975 2015-12-03 18:52:12+00:00 http://twitter.com/do... \n", "1976 2015-12-03 18:29:09+00:00 http://twitter.com/do... \n", "1977 2015-12-03 18:23:34+00:00 http://twitter.com/do... \n", "1979 2015-12-03 17:23:00+00:00 http://twitter.com/do... \n", "1980 2015-12-03 04:33:27+00:00 http://twitter.com/do... \n", "1981 2015-12-03 04:14:13+00:00 http://twitter.com/do... \n", "1982 2015-12-03 04:01:02+00:00 http://twitter.com/do... \n", "1984 2015-12-03 03:21:00+00:00 http://twitter.com/do... \n", "1985 2015-12-03 02:56:30+00:00 http://twitter.com/do... \n", "1986 2015-12-03 02:45:32+00:00 http://twitter.com/do... \n", "1987 2015-12-03 02:21:48+00:00 http://twitter.com/do... \n", "1989 2015-12-03 01:16:17+00:00 http://twitter.com/do... \n", "1991 2015-12-02 21:45:16+00:00 http://twitter.com/do... \n", "1992 2015-12-02 21:06:56+00:00 http://twitter.com/do... \n", "1993 2015-12-02 19:44:43+00:00 http://twitter.com/do... \n", "1995 2015-12-02 16:49:14+00:00 http://twitter.com/do... \n", "1997 2015-12-02 15:01:33+00:00 http://twitter.com/do... \n", "1998 2015-12-02 03:40:57+00:00 http://twitter.com/do... \n", "1999 2015-12-02 03:20:45+00:00 http://twitter.com/do... \n", "2003 2015-12-02 01:39:53+00:00 http://twitter.com/do... \n", "2005 2015-12-01 20:35:22+00:00 http://twitter.com/do... \n", "2006 2015-12-01 19:10:13+00:00 http://twitter.com/do... \n", "2009 2015-12-01 17:30:22+00:00 http://twitter.com/do... \n", "2012 2015-12-01 05:26:34+00:00 http://twitter.com/do... \n", "2016 2015-12-01 04:14:59+00:00 http://twitter.com/do... \n", "2018 2015-12-01 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23:57:10+00:00 http://twitter.com/do... \n", "2047 2015-11-29 23:30:32+00:00 http://twitter.com/do... \n", "2048 2015-11-29 16:01:20+00:00 http://twitter.com/do... \n", "2050 2015-11-29 05:43:44+00:00 http://twitter.com/do... \n", "2052 2015-11-29 05:16:59+00:00 http://twitter.com/do... \n", "2053 2015-11-29 05:11:35+00:00 http://twitter.com/do... \n", "2055 2015-11-29 04:37:03+00:00 http://twitter.com/do... \n", "2057 2015-11-29 04:04:12+00:00 http://twitter.com/do... \n", "2058 2015-11-29 03:50:10+00:00 http://twitter.com/do... \n", "2059 2015-11-29 03:33:17+00:00 http://twitter.com/do... \n", "2060 2015-11-29 03:20:54+00:00 http://twitter.com/do... \n", "2061 2015-11-29 03:16:46+00:00 http://twitter.com/do... \n", "2062 2015-11-29 02:51:54+00:00 http://twitter.com/do... \n", "2064 2015-11-29 02:20:29+00:00 http://twitter.com/do... \n", "2067 2015-11-29 01:52:48+00:00 http://twitter.com/do... \n", "2068 2015-11-29 01:45:22+00:00 http://twitter.com/do... \n", "2069 2015-11-29 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20:30:30+00:00 http://twitter.com/do... \n", "2102 2015-11-27 19:11:49+00:00 http://twitter.com/do... \n", "2103 2015-11-27 18:09:09+00:00 http://twitter.com/do... \n", "2104 2015-11-27 17:17:44+00:00 http://twitter.com/do... \n", "2105 2015-11-27 04:16:59+00:00 http://twitter.com/do... \n", "2106 2015-11-27 03:47:25+00:00 http://twitter.com/do... \n", "2108 2015-11-27 02:55:47+00:00 http://twitter.com/do... \n", "2110 2015-11-27 02:08:07+00:00 http://twitter.com/do... \n", "2112 2015-11-27 01:10:17+00:00 http://twitter.com/do... \n", "2115 2015-11-26 22:16:09+00:00 http://twitter.com/do... \n", "2118 2015-11-26 20:04:40+00:00 http://twitter.com/do... \n", "2119 2015-11-26 18:16:16+00:00 http://twitter.com/do... \n", "2120 2015-11-26 17:11:11+00:00 http://twitter.com/do... \n", "2122 2015-11-26 05:42:55+00:00 http://twitter.com/do... \n", "2125 2015-11-26 01:07:38+00:00 http://twitter.com/do... \n", "2127 2015-11-26 00:52:45+00:00 http://twitter.com/do... \n", "2130 2015-11-25 19:46:30+00:00 http://twitter.com/do... \n", "2131 2015-11-25 19:25:57+00:00 http://twitter.com/do... \n", "2133 2015-11-25 17:49:14+00:00 http://twitter.com/do... \n", "2135 2015-11-25 17:25:28+00:00 http://twitter.com/do... \n", "2136 2015-11-25 17:13:02+00:00 http://twitter.com/do... \n", "2137 2015-11-25 05:52:43+00:00 http://twitter.com/do... \n", "2138 2015-11-25 04:43:02+00:00 http://twitter.com/do... \n", "2139 2015-11-25 04:26:12+00:00 http://twitter.com/do... \n", "2140 2015-11-25 04:11:57+00:00 http://twitter.com/do... \n", "2141 2015-11-25 03:56:01+00:00 http://twitter.com/do... \n", "2142 2015-11-25 03:39:17+00:00 http://twitter.com/do... \n", "2143 2015-11-25 03:18:15+00:00 http://twitter.com/do... \n", "2146 2015-11-25 01:35:25+00:00 http://twitter.com/do... \n", "2147 2015-11-25 01:30:16+00:00 http://twitter.com/do... \n", "2149 2015-11-24 18:11:04+00:00 http://twitter.com/do... \n", "2151 2015-11-24 17:19:36+00:00 http://twitter.com/do... \n", "2152 2015-11-24 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00:15:33+00:00 http://twitter.com/do... \n", "2208 2015-11-21 23:10:52+00:00 http://twitter.com/do... \n", "2209 2015-11-21 22:14:07+00:00 http://twitter.com/do... \n", "2210 2015-11-21 20:59:20+00:00 http://twitter.com/do... \n", "2213 2015-11-21 17:05:31+00:00 http://twitter.com/do... \n", "2215 2015-11-21 04:37:59+00:00 http://twitter.com/do... \n", "2218 2015-11-21 03:08:47+00:00 http://twitter.com/do... \n", "2219 2015-11-21 02:07:05+00:00 http://twitter.com/do... \n", "2220 2015-11-21 01:59:37+00:00 http://twitter.com/do... \n", "2224 2015-11-21 00:25:26+00:00 http://twitter.com/do... \n", "2225 2015-11-20 22:30:44+00:00 http://twitter.com/do... \n", "2227 2015-11-20 20:25:43+00:00 http://twitter.com/do... \n", "2228 2015-11-20 19:55:30+00:00 http://twitter.com/do... \n", "2230 2015-11-20 18:35:10+00:00 http://twitter.com \n", "2232 2015-11-20 15:36:22+00:00 http://twitter.com \n", "2237 2015-11-20 03:35:20+00:00 http://twitter.com \n", "2238 2015-11-20 03:25:43+00:00 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http://twitter.com/do... \n", "2303 2015-11-16 23:23:41+00:00 http://twitter.com/do... \n", "2304 2015-11-16 21:54:18+00:00 http://twitter.com/do... \n", "2306 2015-11-16 20:32:58+00:00 http://twitter.com/do... \n", "2307 2015-11-16 20:01:42+00:00 http://twitter.com/do... \n", "2311 2015-11-16 15:14:19+00:00 http://twitter.com/do... \n", "2314 2015-11-16 03:55:04+00:00 http://twitter.com/do... \n", "2315 2015-11-16 03:44:34+00:00 http://twitter.com/do... \n", "2316 2015-11-16 03:22:39+00:00 http://twitter.com/do... \n", "2317 2015-11-16 02:38:37+00:00 http://twitter.com/do... \n", "2318 2015-11-16 01:59:36+00:00 http://twitter.com/do... \n", "2319 2015-11-16 01:52:02+00:00 http://twitter.com/do... \n", "2320 2015-11-16 01:22:45+00:00 http://twitter.com/do... \n", "2321 2015-11-16 01:01:59+00:00 http://twitter.com/do... \n", "2323 2015-11-16 00:49:46+00:00 http://twitter.com/do... \n", "2325 2015-11-16 00:30:50+00:00 http://twitter.com/do... \n", "2326 2015-11-16 00:24:50+00:00 http://twitter.com/do... \n", "2327 2015-11-16 00:04:52+00:00 http://twitter.com/do... \n", "2328 2015-11-15 23:21:54+00:00 http://twitter.com/do... \n", "2329 2015-11-15 23:05:30+00:00 http://twitter.com/do... \n", "2330 2015-11-15 22:32:08+00:00 http://twitter.com/do... \n", "\n", " text expanded_urls rating_numerator \\\n", "1 This is Tilly. She's ... https://twitter.com/d... 13.00 \n", "2 This is Archie. He is... https://twitter.com/d... 12.00 \n", "4 This is Franklin. He ... https://twitter.com/d... 12.00 \n", "5 Here we have a majest... https://twitter.com/d... 13.00 \n", "6 Meet Jax. He enjoys i... https://gofundme.com/... 13.00 \n", "7 When you watch your o... https://twitter.com/d... 13.00 \n", "8 This is Zoey. She doe... https://twitter.com/d... 13.00 \n", "9 This is Cassie. She i... https://twitter.com/d... 14.00 \n", "10 This is Koda. He is a... https://twitter.com/d... 13.00 \n", "11 This is Bruno. He is ... https://twitter.com/d... 13.00 \n", "12 Here's a puppo that s... https://twitter.com/d... 13.00 \n", "13 This is Ted. He does ... https://twitter.com/d... 12.00 \n", "14 This is Stuart. He's ... https://twitter.com/d... 13.00 \n", "15 This is Oliver. You'r... https://twitter.com/d... 13.00 \n", "16 This is Jim. He found... https://twitter.com/d... 12.00 \n", "17 This is Zeke. He has ... https://twitter.com/d... 13.00 \n", "18 This is Ralphus. He's... https://twitter.com/d... 13.00 \n", "19 This is Gerald. He wa... https://twitter.com/d... 12.00 \n", "20 This is Jeffrey. He h... https://twitter.com/d... 13.00 \n", "22 This is Canela. She a... https://twitter.com/d... 13.00 \n", "23 You may not have know... https://twitter.com/d... 13.00 \n", "24 This... is a Jubilant... https://twitter.com/d... 12.00 \n", "25 This is Maya. She's v... https://twitter.com/d... 13.00 \n", "26 This is Mingus. He's ... https://www.gofundme.... 13.00 \n", "28 This is Roscoe. Anoth... https://twitter.com/d... 12.00 \n", "30 This is Waffles. His ... https://twitter.com/d... 13.00 \n", "32 Viewer discretion adv... https://twitter.com/d... 12.00 \n", "33 This is Maisey. She f... https://twitter.com/d... 13.00 \n", "36 Here we have a corgi ... https://twitter.com/d... 13.00 \n", "37 This is Earl. He foun... https://twitter.com/d... 12.00 \n", "38 This is Lola. It's he... https://twitter.com/d... 13.00 \n", "39 This is Kevin. He's j... https://twitter.com/d... 13.00 \n", "40 I present to you, Pup... https://twitter.com/d... 14.00 \n", "42 Meet Yogi. He doesn't... https://twitter.com/d... 12.00 \n", "43 This is Noah. He can'... https://twitter.com/d... 12.00 \n", "44 This is Bella. She ho... https://twitter.com/d... 13.50 \n", "45 Meet Grizzwald. He ma... https://twitter.com/d... 13.00 \n", "46 Please only send dogs... https://twitter.com/d... 13.00 \n", "47 This is Rusty. He was... https://twitter.com/d... 13.00 \n", "48 This is Gus. He's qui... https://twitter.com/d... 12.00 \n", "49 This is Stanley. He h... https://twitter.com/d... 13.00 \n", "50 This is Alfy. You're ... https://twitter.com/d... 13.00 \n", "52 This is Rey. He's a B... https://twitter.com/d... 12.00 \n", "53 This is Gary. He coul... https://twitter.com/d... 13.00 \n", "55 Here is a pupper appr... https://twitter.com/d... 14.00 \n", "58 Ugh not again. We onl... https://twitter.com/d... 12.00 \n", "59 This is Bella. She ha... https://twitter.com/d... 12.00 \n", "60 Meet Jesse. He's a Fe... https://twitter.com/d... 12.00 \n", "61 Please don't send in ... https://twitter.com/d... 11.00 \n", "62 This is Romeo. He wou... https://twitter.com/d... 13.00 \n", "64 This is Bailey. He th... https://twitter.com/d... 12.00 \n", "65 This is Duddles. He d... https://twitter.com/d... 13.00 \n", "69 This is Beau. That is... https://twitter.com/d... 13.00 \n", "70 This is Snoopy. He's ... https://twitter.com/d... 13.00 \n", "74 Meet Shadow. In an at... https://www.gofundme.... 13.00 \n", "75 This is Emmy. She was... https://twitter.com/d... 14.00 \n", "76 This is Aja. She was ... https://twitter.com/d... 13.00 \n", "78 This is Penny. She's ... https://twitter.com/d... 12.00 \n", "79 Meet Dante. At first ... https://twitter.com/d... 13.00 \n", "80 This is Nelly. He gra... https://twitter.com/d... 12.00 \n", "81 This is Ginger. She's... https://twitter.com/d... 12.00 \n", "83 This is Benedict. He ... https://twitter.com/d... 13.00 \n", "84 Meet Venti, a seeming... https://twitter.com/d... 13.00 \n", "85 This is Goose. He's a... https://twitter.com/d... 13.00 \n", "86 Meet Nugget and Hank.... https://twitter.com/d... 13.00 \n", "88 Guys please stop send... https://twitter.com/d... 12.00 \n", "89 Meet Cash. He hath ac... https://twitter.com/d... 12.00 \n", "91 This is Jed. He may b... https://twitter.com/d... 13.00 \n", "92 I can't believe this ... https://twitter.com/d... 12.00 \n", "93 This is Sebastian. He... https://twitter.com/d... 13.00 \n", "94 We usually don't rate... https://twitter.com/d... 13.00 \n", "96 This is Sierra. She's... https://www.gofundme.... 12.00 \n", "97 Here's a very large d... https://twitter.com/d... 12.00 \n", "98 Here are my favorite ... https://twitter.com/d... 13.00 \n", "99 This is Monkey. She's... https://twitter.com/d... 13.00 \n", "100 We. Only. Rate. Dogs.... https://twitter.com/d... 12.00 \n", "102 Say hello to Lassie. ... https://twitter.com/d... 13.00 \n", "103 This is Rover. As par... https://twitter.com/d... 12.00 \n", "104 This is Napolean. He'... https://twitter.com/d... 12.00 \n", "107 This is Boomer. He's ... https://twitter.com/d... 13.00 \n", "110 This is Cody. He zoom... https://www.gofundme.... 13.00 \n", "111 This is Zoey. She rea... https://twitter.com/d... 13.00 \n", "112 This is Rumble, but h... https://twitter.com/d... 13.00 \n", "114 This is Dewey (pronou... https://twitter.com/d... 13.00 \n", "115 Meet Stanley. He like... https://twitter.com/d... 13.00 \n", "116 This is Scout. He jus... https://twitter.com/d... 12.00 \n", "117 This is Gizmo. His fa... https://twitter.com/d... 13.00 \n", "120 Here's a h*ckin peace... https://twitter.com/d... 13.00 \n", "121 Say hello to Cooper. ... https://www.gofundme.... 12.00 \n", "122 Unbelievable. We only... https://twitter.com/d... 12.00 \n", "123 Meet Harold. He's h*... https://twitter.com/d... 13.00 \n", "124 This is Shikha. She j... https://twitter.com/d... 12.00 \n", "126 Oh my this spooked me... https://twitter.com/d... 13.00 \n", "128 This is Lili. She can... https://twitter.com/d... 12.00 \n", "129 This is Jamesy. He gi... https://twitter.com/d... 13.00 \n", "130 This is Coco. At firs... https://twitter.com/d... 12.00 \n", "132 Meet Boomer. He's jus... https://twitter.com/d... 13.00 \n", "133 This is Sammy. Her to... https://twitter.com/d... 13.00 \n", "134 This is Nelly. He rea... https://twitter.com/d... 13.00 \n", "136 This is Meatball. He ... https://twitter.com/d... 12.00 \n", "137 This is Paisley. She ... https://twitter.com/d... 13.00 \n", "139 This is Neptune. He's... https://twitter.com/d... 13.00 \n", "141 This is Belle. She's ... https://twitter.com/d... 12.00 \n", "144 Say hello to Quinn. S... https://www.gofundme.... 13.00 \n", "145 This is Zooey. She's ... https://twitter.com/d... 13.00 \n", "146 This is Dave. He pass... https://twitter.com/d... 11.00 \n", "148 We only rate dogs. Pl... https://twitter.com/d... 13.00 \n", "149 This is Hobbes. He's ... https://twitter.com/d... 13.00 \n", "151 This is Burt. He thin... https://twitter.com/d... 12.00 \n", "154 Meet Lorenzo. He's an... https://www.gofundme.... 13.00 \n", "155 This is Carl. He like... https://twitter.com/d... 13.00 \n", "159 Meet Milky. She has n... https://twitter.com/d... 12.00 \n", "160 Meet Trooper. He pick... https://twitter.com/d... 13.00 \n", "161 Sorry for the lack of... https://twitter.com/d... 13.00 \n", "165 I have stumbled puppo... https://twitter.com/d... 13.00 \n", "166 This is Sophie. She j... https://twitter.com/d... 13.00 \n", "167 This is Wyatt. He had... https://twitter.com/d... 12.00 \n", "168 This is Rosie. She wa... https://twitter.com/d... 12.00 \n", "169 Meet Thor. He doesn't... https://twitter.com/d... 13.00 \n", "170 Instead of the usual ... https://www.gofundme.... 13.00 \n", "171 This is Oscar and Oli... https://twitter.com/d... 13.00 \n", "174 This is Zeke. He perf... https://twitter.com/d... 12.00 \n", "175 This is Callie. She'l... https://twitter.com/d... 12.00 \n", "179 This is Cermet, Paesh... https://twitter.com/d... 14.00 \n", "183 Here's a puppo partic... https://twitter.com/d... 13.00 \n", "185 Guys, we only rate do... https://twitter.com/d... 12.00 \n", "188 This is Marlee. She f... https://twitter.com/d... 12.00 \n", "189 This is Arya. She can... https://twitter.com/d... 13.00 \n", "190 This is Einstein. He'... https://twitter.com/d... 13.00 \n", "191 Sometimes you guys re... https://twitter.com/d... 14.00 \n", "192 At first I thought th... https://twitter.com/d... 11.00 \n", "193 Say hello to Alice. I... https://twitter.com/d... 12.00 \n", "194 A photographer took p... https://twitter.com/d... 13.00 \n", "197 Meet Benny. He likes ... https://www.gofundme.... 12.00 \n", "198 This is Aspen. She's ... https://twitter.com/d... 12.00 \n", "199 This is Jarod. He lik... https://twitter.com/d... 13.00 \n", "204 Oh jeez u did me quit... https://twitter.com/d... 11.00 \n", "207 This is Kyle. He made... https://twitter.com/d... 11.00 \n", "208 This is Leo. He's a p... https://twitter.com/d... 13.00 \n", "211 Say hello to Boomer. ... https://twitter.com/d... 12.00 \n", "212 Seriously guys? Again... https://twitter.com/d... 12.00 \n", "214 This is Noosh. He not... https://twitter.com/d... 12.00 \n", "217 Please stop sending i... https://twitter.com/d... 12.00 \n", "218 Meet Odin. He's suppo... https://twitter.com/d... 12.00 \n", "220 This is Jerry. He's d... https://twitter.com/d... 6.00 \n", "224 This is Rontu. He is ... https://www.gofundme.... 12.00 \n", "226 This is Cannon. He ju... https://twitter.com/d... 12.00 \n", "227 This is Furzey. He's ... https://twitter.com/d... 12.00 \n", "228 Meet Daisy. She's bee... https://www.petfinder... 11.00 \n", "230 This is Tuck. As you ... https://twitter.com/d... 13.00 \n", "231 This is Barney. He's ... https://twitter.com/d... 13.00 \n", "233 This is Vixen. He rea... https://twitter.com/d... 13.00 \n", "235 Meet Jarvis. The snow... https://twitter.com/d... 12.00 \n", "236 We usually don't rate... https://twitter.com/d... 13.00 \n", "237 C'mon guys. Please on... https://twitter.com/d... 12.00 \n", "238 Say hello to Mimosa. ... https://www.gofundme.... 13.00 \n", "239 This is Pickles. She'... https://twitter.com/d... 12.00 \n", "242 This is Brady. He's a... https://twitter.com/d... 12.00 \n", "244 This is Margo. She ju... https://twitter.com/d... 12.00 \n", "246 Say hello to Sadie an... https://twitter.com/d... 12.00 \n", "247 This is Hank. He's be... https://twitter.com/d... 11.00 \n", "248 This is Tycho. She ju... https://twitter.com/d... 13.00 \n", "249 This is Charlie. He's... https://twitter.com/d... 13.00 \n", "251 This is Winnie. She l... https://twitter.com/d... 13.00 \n", "252 Meet George. He looks... https://twitter.com/d... 12.00 \n", "253 This is Bentley. It's... https://twitter.com/d... 12.00 \n", "255 This is Penny. She's ... https://twitter.com/d... 12.00 \n", "258 This is Max. There's ... https://twitter.com/d... 13.00 \n", "259 This is Dawn. She's j... https://twitter.com/d... 12.00 \n", "264 Say hello to Maddie a... https://www.gofundme.... 12.00 \n", "266 This is Monty. He mak... https://twitter.com/d... 12.00 \n", "267 Meet Sojourner. His n... https://twitter.com/d... 13.00 \n", "270 This is Odie. He's bi... https://twitter.com/d... 13.00 \n", "272 This is Arlo. He's of... https://twitter.com/d... 13.00 \n", "275 This is Walter. His o... https://twitter.com/d... 13.00 \n", "276 This is Stanley. Some... https://twitter.com/d... 13.00 \n", "280 This is Daisy. She's ... https://twitter.com/d... 13.00 \n", "281 Here's a pupper befor... https://twitter.com/d... 12.00 \n", "283 This is Vincent. He's... https://twitter.com/d... 12.00 \n", "284 This is Clark. He pas... https://twitter.com/d... 13.00 \n", "291 This is Lucy. She spe... https://twitter.com/d... 13.00 \n", "292 Atlas is back and thi... https://twitter.com/d... 13.00 \n", "294 This is Eli. He works... https://twitter.com/d... 11.00 \n", "297 Meet Ash. He's a Bene... https://twitter.com/d... 12.00 \n", "300 We only rate dogs. Pl... https://twitter.com/d... 12.00 \n", "303 This is Tobi. She is ... https://twitter.com/d... 13.00 \n", "306 Meet Chester (bottom)... https://twitter.com/d... 12.00 \n", "307 This is Wilson. He's ... https://twitter.com/d... 12.00 \n", "311 This is Bentley. Hair... https://twitter.com/d... 12.00 \n", "312 Meet Charlie. She ask... https://twitter.com/d... 13.00 \n", "314 This is Bronte. She's... https://twitter.com/d... 13.00 \n", "315 This is Poppy. She ju... https://twitter.com/d... 13.00 \n", "316 This is Gidget. She's... https://twitter.com/d... 12.00 \n", "317 This is Rhino. He arr... https://twitter.com/d... 13.00 \n", "319 This is Willow. She's... https://twitter.com/d... 13.00 \n", "322 This is Orion. He jus... https://twitter.com/d... 12.00 \n", "323 This is Eevee. She wa... https://twitter.com/d... 12.00 \n", "324 This is Charlie. He f... https://twitter.com/d... 11.00 \n", "325 Say hello to Smiley. ... https://twitter.com/d... 14.00 \n", "330 This is Miguel. He wa... https://www.petfinder... 12.00 \n", "331 This is Emanuel. He's... https://twitter.com/d... 12.00 \n", "333 Meet Kuyu. He was tra... https://twitter.com/d... 14.00 \n", "334 This is Daisy. She ha... https://twitter.com/d... 13.00 \n", "335 I usually only share ... http://www.gofundme.c... 13.00 \n", "336 This is Dutch. He dre... https://twitter.com/d... 13.00 \n", "337 This is Pete. He has ... https://twitter.com/d... 12.00 \n", "338 I couldn't make it to... https://twitter.com/d... 13.00 \n", "339 This is Scooter and h... https://twitter.com/d... 12.00 \n", "340 This is Tucker. He's ... https://twitter.com/d... 12.00 \n", "341 Say hello to Reggie. ... https://twitter.com/d... 12.00 \n", "342 This is Lilly. She ju... https://twitter.com/d... 13.00 \n", "344 Meet Samson. He's abs... https://www.gofundme.... 13.00 \n", "346 This is Mia. She alre... https://twitter.com/d... 12.00 \n", "347 This is Leo. He was a... https://twitter.com/d... 12.00 \n", "348 Here's a stressed dog... https://twitter.com/d... 11.00 \n", "349 This is Malcolm. He g... https://twitter.com/d... 12.00 \n", "350 This is Dexter. He wa... https://twitter.com/d... 13.00 \n", "354 Occasionally, we're s... https://twitter.com/d... 14.00 \n", "356 This is Bear. He went... https://twitter.com/d... 12.00 \n", "357 Meet Doobert. He's a ... https://twitter.com/d... 14.00 \n", "358 This is Beebop. Her n... https://twitter.com/d... 13.00 \n", "359 This is Alexander Ham... https://twitter.com/d... 12.00 \n", "362 Say hello to Brutus a... https://twitter.com/d... 11.00 \n", "363 This is Kona. Yesterd... https://twitter.com/d... 12.00 \n", "364 This is Boots. She do... https://twitter.com/d... 12.00 \n", "365 Meet Tucker. It's his... https://twitter.com/d... 13.00 \n", "366 This is Ralphie. He's... https://twitter.com/d... 12.00 \n", "367 This is Charlie. He w... https://twitter.com/d... 13.00 \n", "368 This is Loki. He smil... https://twitter.com/d... 12.00 \n", "369 This is Cupid. He was... https://twitter.com/d... 13.00 \n", "372 This is Pawnd... Jame... https://twitter.com/d... 13.00 \n", "373 This is Pilot. He has... https://twitter.com/d... 12.00 \n", "374 We only rate dogs. Pl... https://twitter.com/d... 11.00 \n", "375 Here's a little more ... http://us.blastingnew... 13.00 \n", "378 This is Toby. He just... https://twitter.com/d... 12.00 \n", "379 Here's a very loving ... https://twitter.com/d... 14.00 \n", "380 This is Sweet Pea. Sh... https://twitter.com/d... 13.00 \n", "382 Say hello to Pablo. H... https://www.gofundme.... 12.00 \n", "384 This is Scooter. His ... https://twitter.com/d... 12.00 \n", "385 This is Wilson. Named... https://twitter.com/d... 13.00 \n", "386 Retweet the h*ck out ... https://twitter.com/d... 13.00 \n", "389 This is Cash. He's of... https://twitter.com/d... 12.00 \n", "391 This is Winston. The ... https://twitter.com/d... 12.00 \n", "397 Here's a super suppor... https://twitter.com/d... 13.00 \n", "398 This is Hobbes. He wa... https://twitter.com/d... 12.00 \n", "400 Please stop sending i... https://twitter.com/d... 12.00 \n", "401 This is Paisley. She ... https://twitter.com/d... 13.00 \n", "402 This is Gabe. He was ... https://twitter.com/d... 14.00 \n", "403 We only rate dogs. Pl... https://twitter.com/d... 11.00 \n", "405 This is Jimison. He w... https://twitter.com/d... 13.00 \n", "407 This is Duchess. She ... https://twitter.com/d... 13.00 \n", "408 This is Harlso. He ha... https://twitter.com/d... 13.00 \n", "410 This is Sundance. He'... https://twitter.com/d... 14.00 \n", "412 This is Luca. He got ... https://twitter.com/d... 12.00 \n", "413 Here's a doggo who lo... https://twitter.com/d... 11.00 \n", "414 This is Flash. He wen... https://twitter.com/d... 12.00 \n", "416 Meet Sunny. He can ta... https://twitter.com/d... 13.00 \n", "420 We are proud to suppo... https://www.loveyourm... 14.00 \n", "423 This is Oliver. He ha... https://www.gofundme.... 13.00 \n", "426 This is Jazzy. She ju... https://twitter.com/d... 13.00 \n", "427 Say hello to Anna and... https://twitter.com/d... 12.00 \n", "429 This is Finn. He's wo... https://twitter.com/d... 12.00 \n", "433 This is Bo. He was a ... https://twitter.com/d... 14.00 \n", "435 Meet Wafer. He repres... https://twitter.com/d... 13.00 \n", "436 This is Bear. He's a ... https://twitter.com/d... 12.00 \n", "440 This is Florence. He ... https://twitter.com/d... 12.00 \n", "441 This is Autumn. Her f... https://twitter.com/d... 11.00 \n", "443 This is Buddy. He ran... https://twitter.com/d... 13.00 \n", "444 This is Dido. She's p... https://twitter.com/d... 13.00 \n", "445 Say hello to Eugene &... https://twitter.com/d... 12.00 \n", "448 Meet Strudel. He's ra... https://www.gofundme.... 11.00 \n", "450 This is Tebow. He kin... https://twitter.com/d... 13.00 \n", "451 Name a more iconic qu... https://twitter.com/d... 13.00 \n", "452 This is Chloe. She fe... https://twitter.com/d... 11.00 \n", "454 This is Timber. He mi... https://twitter.com/d... 12.00 \n", "455 This is Binky. She ap... https://twitter.com/d... 12.00 \n", "457 This is Dudley. He fo... https://twitter.com/d... 11.00 \n", "458 This is Comet. He's a... https://twitter.com/d... 12.00 \n", "461 Meet Jack. He's one o... https://www.gofundme.... 11.00 \n", "462 Here's a pupper with ... https://twitter.com/d... 13.00 \n", "464 This is Akumi. It's h... https://twitter.com/d... 11.00 \n", "465 This is Titan. His no... https://twitter.com/d... 12.00 \n", "467 This is Cooper. Someo... https://twitter.com/d... 11.00 \n", "468 This is Olivia. She's... https://twitter.com/d... 12.00 \n", "470 This is Alf. Someone ... https://twitter.com/d... 12.00 \n", "471 This is Oshie. He's r... https://twitter.com/d... 12.00 \n", "473 This is Chubbs. He du... https://twitter.com/d... 11.00 \n", "474 Meet Gary, Carrie Fis... https://twitter.com/d... 14.00 \n", "475 This is Sky. She's le... https://twitter.com/d... 12.00 \n", "476 Here is Atlas. He wen... https://twitter.com/d... 13.00 \n", "477 Here's a doggo who ha... https://twitter.com/d... 11.00 \n", "478 We only rate dogs. Pl... https://twitter.com/d... 13.00 \n", "481 Everybody stop what y... https://twitter.com/d... 13.00 \n", "483 Here's an anonymous d... https://twitter.com/d... 11.00 \n", "485 This is Rocky. He got... https://twitter.com/d... 11.00 \n", "486 This is Baron. He's o... https://twitter.com/d... 11.00 \n", "487 This is Tyr. He is di... https://twitter.com/d... 12.00 \n", "488 This is Bauer. He had... https://twitter.com/d... 13.00 \n", "489 This is Swagger. He's... https://twitter.com/d... 10.00 \n", "490 This is Brandi and Ha... https://twitter.com/d... 12.00 \n", "493 This is Moe. He's a f... https://twitter.com/d... 13.00 \n", "494 Say hello to Ted. He ... https://twitter.com/d... 11.00 \n", "495 This is Halo. She lik... https://twitter.com/d... 13.00 \n", "497 This is Augie. He's a... https://twitter.com/d... 10.00 \n", "498 This is Craig. That's... https://twitter.com/d... 11.00 \n", "500 This is Hunter. He ju... https://twitter.com/d... 11.00 \n", "501 This is Pavlov. His f... https://twitter.com/d... 11.00 \n", "502 This is Phil. He's a ... https://twitter.com/d... 13.00 \n", "503 This is Gus. He likes... https://twitter.com/d... 12.00 \n", "504 Please only send in d... https://twitter.com/d... 10.00 \n", "506 I call this one \"A Bl... https://twitter.com/d... 12.00 \n", "507 This is Kyro. He's a ... https://twitter.com/d... 12.00 \n", "508 This is Wallace. You ... https://twitter.com/d... 11.00 \n", "509 This is Ito. He'll be... https://twitter.com/d... 13.00 \n", "511 This is Koda. He dug ... https://twitter.com/d... 12.00 \n", "514 Here we have Burke (p... https://twitter.com/d... 12.00 \n", "515 This is Cooper. He li... https://twitter.com/d... 12.00 \n", "516 This is Ollie Vue. He... https://twitter.com/d... 14.00 \n", "517 This is Stephan. He j... https://twitter.com/d... 13.00 \n", "519 This is Lennon. He's ... https://twitter.com/d... 12.00 \n", "523 This is Waffles. He's... https://twitter.com/d... 11.00 \n", "525 We only rate dogs. Pl... https://twitter.com/d... 11.00 \n", "527 This is Major. He put... https://twitter.com/d... 12.00 \n", "528 This is Duke. He is n... https://twitter.com/d... 12.00 \n", "530 This is Zeke the Wond... https://twitter.com/d... 13.00 \n", "532 This is Shooter. He's... https://twitter.com/d... 12.00 \n", "533 This is Django. He ac... https://twitter.com/d... 12.00 \n", "537 This is Diogi. He fel... https://twitter.com/d... 12.00 \n", "539 Pupper hath acquire e... https://twitter.com/d... 13.00 \n", "542 This is Winston. His ... https://twitter.com/d... 11.00 \n", "543 This is Marley. She's... https://twitter.com/d... 12.00 \n", "546 This is Winnie. She's... https://twitter.com/d... 12.00 \n", "549 This is Loki. He'll d... https://twitter.com/d... 12.00 \n", "551 This is Ronnie. He ho... https://twitter.com/d... 12.00 \n", "553 This is Wallace. He'l... https://twitter.com/d... 12.00 \n", "555 This is Milo. I would... https://twitter.com/d... 13.00 \n", "557 This is Bones. He's b... https://twitter.com/d... 12.00 \n", "560 Say hello to Mauve an... https://twitter.com/d... 12.00 \n", "561 This is Chef. Chef lo... https://twitter.com/d... 11.00 \n", "564 This is Doc. He takes... https://twitter.com/d... 12.00 \n", "566 This is Peaches. She'... https://twitter.com/d... 13.00 \n", "569 This is Sobe. She's a... https://twitter.com/d... 13.00 \n", "570 This is Longfellow (p... https://twitter.com/d... 12.00 \n", "572 This is Jeffrey. He's... https://twitter.com/d... 11.00 \n", "573 This is Mister. He on... https://twitter.com/d... 11.00 \n", "574 This is Iroh. He's in... https://twitter.com/d... 12.00 \n", "575 This is Shadow. He's ... https://twitter.com/d... 11.00 \n", "589 This is Cooper. His b... https://twitter.com/d... 13.00 \n", "590 Here's a helicopter p... https://twitter.com/d... 12.00 \n", "591 This is Cassie. She s... https://twitter.com/d... 12.00 \n", "592 This is Pancake. She ... https://twitter.com/d... 12.00 \n", "595 This is Tyr. He's jus... https://twitter.com/d... 12.00 \n", "596 Say hello to Romeo. H... https://twitter.com/d... 11.00 \n", "598 Here's a sleepy doggo... https://twitter.com/d... 12.00 \n", "599 This is Snicku. He's ... https://twitter.com/d... 12.00 \n", "601 This is Ruby. She jus... https://twitter.com/d... 11.00 \n", "603 I didn't believe it a... https://twitter.com/d... 11.00 \n", "604 This is Yogi. He's 98... https://twitter.com/d... 12.00 \n", "605 This is Daisy. She's ... https://twitter.com/d... 13.00 \n", "606 Elder doggo does a sp... https://twitter.com/d... 13.00 \n", "607 This is Brody. He's t... https://twitter.com/d... 12.00 \n", "612 This is Nimbus (like ... https://twitter.com/d... 12.00 \n", "614 This is Maximus. His ... https://twitter.com/d... 12.00 \n", "615 This is Clark. He was... https://twitter.com/d... 13.00 \n", "617 This is Dobby. I can'... https://twitter.com/d... 12.00 \n", "618 This is Fiona. She's ... https://twitter.com/d... 12.00 \n", "619 This is Moreton. He's... https://twitter.com/d... 13.00 \n", "620 Meet Dave. It's his f... https://twitter.com/d... 12.00 \n", "621 Oh h*ck look at this ... https://twitter.com/d... 12.00 \n", "622 This is Tucker. He's ... https://twitter.com/d... 13.00 \n", "623 This is Juno. She spo... https://twitter.com/d... 11.00 \n", "625 Say hello to Lily. Sh... https://twitter.com/d... 12.00 \n", "626 This is Newt. He's a ... https://twitter.com/d... 11.00 \n", "627 This is Benji. He's A... https://twitter.com/d... 12.00 \n", "628 This is Nida. She's a... https://twitter.com/d... 11.00 \n", "630 This is Robin. She's ... https://twitter.com/d... 11.00 \n", "633 This is Monster. Not ... https://twitter.com/d... 12.00 \n", "634 Meet BeBe. She rocks ... https://twitter.com/d... 12.00 \n", "635 This is Remus. He's a... https://twitter.com/d... 11.00 \n", "640 When she says you're ... https://twitter.com/d... 13.00 \n", "641 Say hello to Levi. He... https://twitter.com/d... 12.00 \n", "642 This is Mabel. She's ... https://twitter.com/d... 12.00 \n", "644 This is Misty. She ha... https://twitter.com/d... 12.00 \n", "647 This is Mosby. He app... https://twitter.com/d... 12.00 \n", "649 Meet Maggie. She can ... https://twitter.com/d... 12.00 \n", "650 This is Bruce. He nev... https://twitter.com/d... 11.00 \n", "655 This is Eli. He can f... https://twitter.com/d... 13.00 \n", "656 This is Brownie. She'... https://twitter.com/d... 12.00 \n", "657 This is Rizzy. She sm... https://twitter.com/d... 12.00 \n", "660 This is Stella. She's... https://twitter.com/d... 10.00 \n", "661 This is Bo. He's a We... https://twitter.com/d... 12.00 \n", "663 This is Butter. She c... https://twitter.com/d... 12.00 \n", "665 This is Dexter. He br... https://twitter.com/d... 11.00 \n", "666 Atlas is back and thi... https://twitter.com/d... 13.00 \n", "667 This is Leo. He's a g... https://twitter.com/d... 13.00 \n", "670 This is Frank. He wea... https://twitter.com/d... 11.00 \n", "671 This is Tonks. She is... https://twitter.com/d... 13.00 \n", "672 This is Moose. He's r... https://twitter.com/d... 11.00 \n", "675 This is Rory. He's go... https://twitter.com/d... 12.00 \n", "677 This is Logan, the Ch... https://twitter.com/d... 9.75 \n", "678 \"Honestly Kathleen I ... https://twitter.com/d... 12.00 \n", "679 This is Dale. He's a ... https://twitter.com/d... 11.00 \n", "680 This is Rizzo. He has... https://twitter.com/d... 13.00 \n", "682 This is Mattie. She's... https://twitter.com/d... 11.00 \n", "686 Meet Rusty. He appear... https://twitter.com/d... 12.00 \n", "688 This is Dallas. Her t... https://twitter.com/d... 11.00 \n", "692 This is Rusty. He's g... https://twitter.com/d... 13.00 \n", "693 This is Frankie. He h... https://twitter.com/d... 11.00 \n", "694 This is Stormy. He's ... https://twitter.com/d... 12.00 \n", "698 This is Mairi. She ha... https://twitter.com/d... 12.00 \n", "699 This is Loomis. He's ... https://twitter.com/d... 12.00 \n", "700 This is Finn. He like... https://twitter.com/d... 11.00 \n", "701 Meet Godi. He's an av... https://twitter.com/d... 13.00 \n", "703 This is Dave. He's cu... https://twitter.com/d... 12.00 \n", "704 This is Earl. He can'... https://twitter.com/d... 11.00 \n", "706 This is Deacon. He's ... https://twitter.com/d... 11.00 \n", "707 This is Penny. She fo... https://twitter.com/d... 10.00 \n", "708 This is Timmy. He's q... https://twitter.com/d... 11.00 \n", "709 This is Sampson. He j... https://twitter.com/d... 12.00 \n", "712 Who keeps sending in ... https://twitter.com/d... 5.00 \n", "716 This is Oakley. He ju... https://twitter.com/d... 11.00 \n", "717 We normally don't rat... https://twitter.com/d... 10.00 \n", "719 This is Dash. He's ve... https://twitter.com/d... 10.00 \n", "720 This is Koda. He has ... https://twitter.com/d... 11.00 \n", "721 Meet Hercules. He can... https://twitter.com/d... 12.00 \n", "722 Here's a perturbed su... https://twitter.com/d... 12.00 \n", "725 This is Bear. Don't w... https://twitter.com/d... 11.00 \n", "726 We only rate dogs. Pl... https://twitter.com/d... 11.00 \n", "729 This is Scout. He rea... https://twitter.com/d... 11.00 \n", "732 Everybody drop what y... https://twitter.com/d... 13.00 \n", "733 This is Jay. He's rea... https://twitter.com/d... 11.00 \n", "736 This is Mya (pronounc... https://twitter.com/d... 11.00 \n", "737 Meet Strider. He thin... https://twitter.com/d... 10.00 \n", "738 This is Penny. She's ... https://twitter.com/d... 11.00 \n", "739 RIP Loki. Thank you f... https://twitter.com/d... 14.00 \n", "741 This is Nala. She's a... https://twitter.com/d... 13.00 \n", "742 This is Stanley. He h... https://twitter.com/d... 11.00 \n", "743 Evolution of a pupper... https://twitter.com/d... 12.00 \n", "744 This is Sophie. She's... https://twitter.com/d... 11.27 \n", "746 This is Wesley. He's ... https://twitter.com/d... 3.00 \n", "747 \"Yep... just as I sus... https://twitter.com/d... 12.00 \n", "749 This is Derek. You ca... https://twitter.com/d... 12.00 \n", "750 This is Jeffrey. He's... https://twitter.com/d... 12.00 \n", "752 Meet Solomon. He was ... https://twitter.com/d... 12.00 \n", "753 This is Huck. He's ad... https://twitter.com/d... 11.00 \n", "755 Atlas rolled around i... https://twitter.com/d... 13.00 \n", "756 This is O'Malley. Tha... https://twitter.com/d... 10.00 \n", "760 This is Blue. He was ... https://twitter.com/d... 12.00 \n", "763 This is Finley. He's ... https://twitter.com/d... 11.00 \n", "765 This is Tucker. He wo... https://twitter.com/d... 13.00 \n", "766 This is Finley. She's... https://twitter.com/d... 12.00 \n", "767 This is Sprinkles. He... https://twitter.com/d... 10.00 \n", "768 I WAS SENT THE ACTUAL... https://twitter.com/d... 14.00 \n", "770 This is Heinrich (pro... https://twitter.com/d... 12.00 \n", "771 This is Loki. He know... https://twitter.com/d... 12.00 \n", "772 This is Shakespeare. ... https://twitter.com/d... 10.00 \n", "773 This is Chelsea. She ... https://twitter.com/d... 11.00 \n", "777 This is Grey. He's th... https://twitter.com/d... 12.00 \n", "779 Meet Roosevelt. He's ... https://twitter.com/d... 11.00 \n", "781 Guys this is getting ... https://twitter.com/d... 10.00 \n", "782 This is Willem. He's ... https://twitter.com/d... 12.00 \n", "783 Here's a couple ruffe... https://twitter.com/d... 10.00 \n", "784 Meet Jack. He's a Cle... https://twitter.com/d... 12.00 \n", "785 This is Finn. He's ve... https://twitter.com/d... 10.00 \n", "786 This is Penny. She's ... https://twitter.com/d... 11.00 \n", "788 This is Davey. He'll ... https://twitter.com/d... 11.00 \n", "789 This is Dakota. He's ... https://twitter.com/d... 12.00 \n", "790 Meet Fizz. She thinks... https://twitter.com/d... 11.00 \n", "793 This is Charlie. He w... https://twitter.com/d... 12.00 \n", "795 This is Winston. His ... https://twitter.com/d... 10.00 \n", "796 This is Sebastian. He... https://twitter.com/d... 11.00 \n", "799 This is Jackson. Ther... https://twitter.com/d... 10.00 \n", "801 Say hello to Carbon. ... https://twitter.com/d... 10.00 \n", "802 This is Klein. These ... https://twitter.com/d... 12.00 \n", "803 This is Titan. He's t... https://twitter.com/d... 13.00 \n", "805 This is DonDon. He's ... https://twitter.com/d... 12.00 \n", "806 This is Kirby. His bo... https://twitter.com/d... 12.00 \n", "808 This is Jesse. He rea... https://twitter.com/d... 11.00 \n", "809 This is Lou. His swea... https://twitter.com/d... 10.00 \n", "810 Say hello to Oakley a... https://twitter.com/d... 12.00 \n", "812 Meet Chevy. He had a ... https://twitter.com/d... 11.00 \n", "815 This is Philbert. His... https://twitter.com/d... 11.00 \n", "816 This is Louie. He's m... https://twitter.com/d... 12.00 \n", "818 This is Rupert. You b... https://twitter.com/d... 13.00 \n", "820 This is Rufus. He jus... https://twitter.com/d... 10.00 \n", "822 This is Brudge. He's ... https://twitter.com/d... 11.00 \n", "823 This is Shadoe. Her t... https://twitter.com/d... 9.00 \n", "824 This is Oscar. He has... https://twitter.com/d... 12.00 \n", "826 This is Juno. She can... https://twitter.com/d... 12.00 \n", "827 This is Angel. She st... https://twitter.com/d... 11.00 \n", "828 This is Brat. He has ... https://twitter.com/d... 12.00 \n", "829 This is Tove. She's a... https://twitter.com/d... 12.00 \n", "830 This is my dog. Her n... https://twitter.com/d... 13.00 \n", "831 This is Louie. He's h... https://twitter.com/d... 11.00 \n", "832 This is Gromit. He's ... https://twitter.com/d... 10.00 \n", "833 This is Aubie. He has... https://twitter.com/d... 12.00 \n", "834 This is Kota and her ... https://twitter.com/d... 10.00 \n", "836 This is Alfie. He's t... https://twitter.com/d... 11.00 \n", "837 This is Clark. He col... https://twitter.com/d... 8.00 \n", "840 This is Leela. She's ... https://twitter.com/d... 11.00 \n", "841 Meet Glenn. Being in ... https://twitter.com/d... 12.00 \n", "842 This is Buddy. His fa... https://twitter.com/d... 12.00 \n", "845 This is Shelby. She f... https://twitter.com/d... 12.00 \n", "849 This is Sephie. Accor... https://twitter.com/d... 11.00 \n", "851 This is Bruce. I real... https://twitter.com/d... 10.00 \n", "852 Meet Bonaparte. He's ... https://twitter.com/d... 11.00 \n", "854 This is Bo and Ty. Bo... https://twitter.com/d... 11.00 \n", "855 This is Wishes. He ha... https://twitter.com/d... 11.00 \n", "856 This is Rose. Her fac... https://twitter.com/d... 11.00 \n", "858 This is Atlas. Swingi... https://twitter.com/d... 12.00 \n", "860 This is Rocco. He's d... https://twitter.com/d... 13.00 \n", "865 We only rate dogs... ... https://twitter.com/d... 10.00 \n", "866 This is Kirby. He's a... https://twitter.com/d... 11.00 \n", "867 Meet Maggie & Lil... https://twitter.com/d... 12.00 \n", "868 This is Emma. She can... https://twitter.com/d... 10.00 \n", "869 This is Oakley. He ha... https://twitter.com/d... 11.00 \n", "871 This is Luna. She's j... https://twitter.com/d... 12.00 \n", "873 Meet Toby. He has a d... https://twitter.com/d... 7.00 \n", "874 This is Spencer. He's... https://twitter.com/d... 11.00 \n", "876 This doggo is just wa... https://twitter.com/d... 13.00 \n", "877 Meet Boston. He's wor... https://twitter.com/d... 12.00 \n", "878 This is Brandonald. H... https://twitter.com/d... 11.00 \n", "880 This is Odie. He fall... https://twitter.com/d... 10.00 \n", "881 This is Corey. He's a... https://twitter.com/d... 11.00 \n", "887 This is Cooper. He tr... https://twitter.com/d... 12.00 \n", "891 Here's a doggo comple... https://twitter.com/d... 10.00 \n", "892 This is Devón (pronou... https://twitter.com/d... 8.00 \n", "893 This is Oliver. He's ... https://twitter.com/d... 11.00 \n", "894 This is Jax. He is a ... https://twitter.com/d... 12.00 \n", "895 This is Gert. He just... https://twitter.com/d... 11.00 \n", "897 Pwease accept dis ros... https://twitter.com/d... 11.00 \n", "899 When ur older sibling... https://twitter.com/d... 10.00 \n", "900 Here's a frustrated p... https://twitter.com/d... 12.00 \n", "902 This is Watson. He tr... https://twitter.com/d... 13.00 \n", "904 This is Winnie. She's... https://twitter.com/d... 11.00 \n", "907 This is Dex. He can s... https://twitter.com/d... 11.00 \n", "908 When you hear your ow... https://twitter.com/d... 10.00 \n", "909 \"The dogtor is in hah... https://twitter.com/d... 10.00 \n", "911 This is Scout. Her ba... https://twitter.com/d... 12.00 \n", "912 This is Hank. He's mi... https://twitter.com/d... 8.00 \n", "914 This is Ace. He's a w... https://twitter.com/d... 11.00 \n", "916 Say hello to Tayzie. ... https://twitter.com/d... 10.00 \n", "918 This is Grizzie. She'... https://twitter.com/d... 11.00 \n", "920 Nothing better than a... https://twitter.com/d... 10.00 \n", "924 Here's a doggo trying... https://twitter.com/d... 8.00 \n", "926 This is Brody. He's a... https://twitter.com/d... 12.00 \n", "928 This is Ruby. Her ice... https://twitter.com/d... 11.00 \n", "929 This is Tucker. He's ... https://twitter.com/d... 12.00 \n", "931 This is Toby. A cat g... https://twitter.com/d... 13.00 \n", "932 Please stop sending i... https://twitter.com/d... 5.00 \n", "933 This is Max. She has ... https://twitter.com/d... 10.00 \n", "934 Here's a pupper that'... https://twitter.com/d... 12.00 \n", "935 This is Gilbert. He's... https://twitter.com/d... 10.00 \n", "936 \"This photographer to... https://twitter.com/d... 12.00 \n", "937 This is Cooper. He's ... https://twitter.com/d... 10.00 \n", "938 Meet Milo. He hauled ... https://twitter.com/d... 11.00 \n", "939 This is Meyer. He has... https://twitter.com/d... 12.00 \n", "941 This is Arnie. He's a... https://twitter.com/d... 12.00 \n", "942 This is Zoe. She was ... https://twitter.com/d... 9.00 \n", "944 And finally, happy 4t... https://twitter.com/d... 13.00 \n", "945 This is Stewie. He wi... https://twitter.com/d... 11.00 \n", "946 This is Calvin. He ju... https://twitter.com/d... 10.00 \n", "947 Meet Lilah. She agree... https://twitter.com/d... 11.00 \n", "948 This is Spanky. He wa... https://twitter.com/d... 12.00 \n", "949 Pause your cookout an... https://twitter.com/d... 10.00 \n", "950 This is Jameson. He h... https://twitter.com/d... 11.00 \n", "951 This is Beau. He's tr... https://twitter.com/d... 13.00 \n", "952 Meet Jax & Jil. J... https://twitter.com/d... 10.00 \n", "954 This is Bo. He emanat... https://twitter.com/d... 12.00 \n", "956 This is Lucy. She's a... https://twitter.com/d... 12.00 \n", "957 This is Finn. He's th... https://twitter.com/d... 11.00 \n", "958 Duuun dun... duuun du... https://twitter.com/d... 10.00 \n", "959 This is George. He ju... https://twitter.com/d... 10.00 \n", "960 This is Blu. He's a w... https://twitter.com/d... 12.00 \n", "962 Meet Winston. He's pu... https://twitter.com/d... 11.00 \n", "964 What jokester sent in... https://twitter.com/d... 10.00 \n", "965 Say hello to Divine D... https://twitter.com/d... 13.00 \n", "967 Meet Tripp. He's bein... https://twitter.com/d... 11.00 \n", "970 This is Cora. She rin... https://twitter.com/d... 12.00 \n", "971 \"So... we meat again\"... https://twitter.com/d... 10.00 \n", "973 This is Duke. He perm... https://twitter.com/d... 11.00 \n", "976 PUPPER NOOOOO BEHIND ... https://twitter.com/d... 10.00 \n", "977 Pls don't send more s... https://twitter.com/d... 11.00 \n", "978 This is a mighty rare... https://twitter.com/d... 8.00 \n", "979 This is Huxley. He's ... https://twitter.com/d... 11.00 \n", "980 Viewer discretion is ... https://twitter.com/d... 4.00 \n", "983 This is Bookstore and... https://twitter.com/d... 10.00 \n", "984 Again w the sharks gu... https://twitter.com/d... 11.00 \n", "985 Guys pls stop sending... https://twitter.com/d... 10.00 \n", "989 This is Atticus. He's... https://twitter.com/d... 11.00 \n", "991 Guys... I said DOGS w... https://twitter.com/d... 11.00 \n", "993 This is a carrot. We ... https://twitter.com/d... 11.00 \n", "995 When you just can't r... https://twitter.com/d... 10.00 \n", "997 Meet Abby. She's incr... https://twitter.com/d... 12.00 \n", "1000 This is Shiloh. She d... https://twitter.com/d... 10.00 \n", "1001 This is an Iraqi Spee... https://twitter.com/d... 9.00 \n", "1002 This is Gustav. He ha... https://twitter.com/d... 10.00 \n", "1003 This is Arlen and Thu... https://twitter.com/d... 11.00 \n", "1004 This is Gus. He didn'... https://twitter.com/d... 10.00 \n", "1007 We only rate dogs. Pl... https://twitter.com/d... 9.00 \n", "1010 This is Oliver. He's ... https://twitter.com/d... 12.00 \n", "1011 This is Abby. She got... https://twitter.com/d... 9.00 \n", "1012 Say hello to Indie an... https://twitter.com/d... 12.00 \n", "1013 This is Harvey. He's ... https://twitter.com/d... 10.00 \n", "1014 This is Blanket. She ... https://twitter.com/d... 11.00 \n", "1015 Here's a doggo realiz... https://twitter.com/d... 13.00 \n", "1017 This is Geno. He's a ... https://twitter.com/d... 11.00 \n", "1018 When you're given AUX... https://twitter.com/d... 10.00 \n", "1020 Meet Stark. He just h... https://twitter.com/d... 10.00 \n", "1024 This is Kilo. He cann... https://twitter.com/d... 10.00 \n", "1025 This is a very rare G... https://twitter.com/d... 12.00 \n", "1026 Meet Kayla, an underg... https://twitter.com/d... 10.00 \n", "1030 This is Bell. She lik... https://twitter.com/d... 12.00 \n", "1031 This is Phil. That's ... https://twitter.com/d... 11.00 \n", "1034 When your crush won't... https://twitter.com/d... 10.00 \n", "1035 Meet Aqua. She's a sa... https://twitter.com/d... 11.00 \n", "1036 This is Tucker. He's ... https://twitter.com/d... 9.00 \n", "1037 This is Theodore. He ... https://twitter.com/d... 12.00 \n", "1039 This is just downrigh... https://twitter.com/d... 12.00 \n", "1040 This is Leo. He's a v... https://twitter.com/d... 10.00 \n", "1041 Here we are witnessin... https://twitter.com/d... 9.00 \n", "1046 This is Chase. He's i... https://twitter.com/d... 9.00 \n", "1047 This is getting incre... https://twitter.com/d... 10.00 \n", "1048 This is Nollie. She's... https://twitter.com/d... 12.00 \n", "1049 Say hello to Rorie. S... https://twitter.com/d... 10.00 \n", "1050 This is Simba. He's t... https://twitter.com/d... 12.00 \n", "1052 Meet Benji. He just t... https://twitter.com/d... 9.00 \n", "1053 This... is a Tyrannos... https://twitter.com/d... 10.00 \n", "1054 This is Kyle. He's a ... https://twitter.com/d... 6.00 \n", "1055 Here's a doggo blowin... https://twitter.com/d... 13.00 \n", "1058 When a single soap or... https://twitter.com/d... 10.00 \n", "1059 This is Bayley. She f... https://twitter.com/d... 11.00 \n", "1060 \"Don't talk to me or ... https://twitter.com/d... 10.00 \n", "1061 For the last time, we... https://twitter.com/d... 9.00 \n", "1062 This is Axel. He's a ... https://twitter.com/d... 12.00 \n", "1063 This is Storkson. He'... https://twitter.com/d... 10.00 \n", "1064 This is Remy. He has ... https://twitter.com/d... 10.00 \n", "1065 This is Bella. She's ... https://twitter.com/d... 10.00 \n", "1066 We only rate dogs. Pl... https://twitter.com/d... 11.00 \n", "1067 Just wanted to share ... https://twitter.com/d... 13.00 \n", "1070 This is Chadrick. He'... https://twitter.com/d... 13.00 \n", "1073 We only rate dogs. Pl... https://twitter.com/d... 10.00 \n", "1074 Right after you gradu... https://twitter.com/d... 10.00 \n", "1075 This is Maxaroni. He'... https://twitter.com/d... 11.00 \n", "1076 *faints* 12/10 perfec... https://twitter.com/d... 12.00 \n", "1077 This is Dakota. He ha... https://twitter.com/d... 11.00 \n", "1079 This is Kellogg. He a... https://twitter.com/d... 8.00 \n", "1080 Meet Buckley. His fam... https://twitter.com/d... 9.00 \n", "1081 This is Jax. He's a l... https://twitter.com/d... 10.00 \n", "1082 This dog is more succ... https://twitter.com/d... 13.00 \n", "1083 This is Livvie. Someo... https://twitter.com/d... 11.00 \n", "1085 This is Terry. The ha... https://twitter.com/d... 10.00 \n", "1086 This is Moose. He's a... https://twitter.com/d... 10.00 \n", "1087 \"Ello this is dog how... https://twitter.com/d... 10.00 \n", "1088 This is Hermione. Her... https://twitter.com/d... 11.00 \n", "1089 Like father (doggo), ... https://twitter.com/d... 12.00 \n", "1091 This is Aldrick. He l... https://twitter.com/d... 11.00 \n", "1092 When your teacher agr... https://twitter.com/d... 10.00 \n", "1094 This is Larry. He has... https://twitter.com/d... 11.00 \n", "1095 This is Solomon. He's... https://twitter.com/d... 12.00 \n", "1098 This is Rooney. He ca... https://twitter.com/d... 10.00 \n", "1099 This is Crystal. She'... https://twitter.com/d... 11.00 \n", "1100 This is Ziva. She doe... https://twitter.com/d... 11.00 \n", "1104 This is Stefan. He's ... https://twitter.com/d... 13.00 \n", "1105 Meet Pupcasso. You ca... https://twitter.com/d... 13.00 \n", "1107 This is Puff. He star... https://twitter.com/d... 11.00 \n", "1108 When you're way too s... https://twitter.com/d... 13.00 \n", "1109 This is Flurpson. He ... https://twitter.com/d... 10.00 \n", "1112 This is Enchilada (ye... https://twitter.com/d... 12.00 \n", "1113 This is Raymond. He c... https://twitter.com/d... 11.00 \n", "1115 This is Rueben. He ha... https://twitter.com/d... 11.00 \n", "1116 This is Cilantro. She... https://twitter.com/d... 12.00 \n", "1117 Here's a doggo strugg... https://twitter.com/d... 13.00 \n", "1118 This pupper had to un... https://twitter.com/d... 10.00 \n", "1119 This pupper was about... https://twitter.com/d... 11.00 \n", "1121 This is Karll. He jus... https://twitter.com/d... 10.00 \n", "1124 This is Blitz. He's a... https://twitter.com/d... 10.00 \n", "1125 This is Bloop. He's a... https://twitter.com/d... 12.00 \n", "1126 I'm getting super hec... https://twitter.com/d... 9.00 \n", "1127 This is Colby. He's c... https://twitter.com/d... 12.00 \n", "1128 Say hello to Lillie. ... https://twitter.com/d... 11.00 \n", "1129 This is Lola. She's a... https://twitter.com/d... 12.00 \n", "1131 This is Fred-Rick. He... https://twitter.com/d... 12.00 \n", "1132 Nothin better than a ... https://twitter.com/d... 11.00 \n", "1133 This is Ashleigh. She... https://twitter.com/d... 10.00 \n", "1134 This is Kreggory. He ... https://twitter.com/d... 10.00 \n", "1135 This is Sarge. Not ev... https://twitter.com/d... 10.00 \n", "1137 This is Sugar. She's ... https://twitter.com/d... 12.00 \n", "1139 This is Ivar. She is ... https://twitter.com/d... 10.00 \n", "1142 Meet Schnitzel. He's ... https://twitter.com/d... 12.00 \n", "1143 This is Panda. He's h... https://twitter.com/d... 11.00 \n", "1144 This is Oliver. Bath ... https://twitter.com/d... 11.00 \n", "1145 This is Archie. He he... https://twitter.com/d... 12.00 \n", "1146 This is Berkeley. He'... https://twitter.com/d... 10.00 \n", "1147 Garden's coming in ni... https://twitter.com/d... 10.00 \n", "1148 This is Ralphé. He pa... https://twitter.com/d... 11.00 \n", "1150 This is Charleson. He... https://twitter.com/d... 9.00 \n", "1151 This is Neptune. He's... https://twitter.com/d... 11.00 \n", "1152 This doggo was initia... https://twitter.com/d... 10.00 \n", "1154 This is Harnold. He a... https://twitter.com/d... 10.00 \n", "1156 Say hello to Lucy and... https://twitter.com/d... 10.00 \n", "1157 This is Pippa. She ma... https://twitter.com/d... 11.00 \n", "1158 This is Sadie. She is... https://twitter.com/d... 10.00 \n", "1159 This is Otis. Everybo... https://twitter.com/d... 12.00 \n", "1160 We normally don't rat... https://twitter.com/d... 10.00 \n", "1161 This is Carper. He's ... https://twitter.com/d... 11.00 \n", "1162 Get you a pup that ca... https://twitter.com/d... 10.00 \n", "1165 This is Alexanderson.... https://twitter.com/d... 3.00 \n", "1166 This is Suki. She was... https://twitter.com/d... 11.00 \n", "1167 This is Barclay. His ... https://twitter.com/d... 11.00 \n", "1169 People please. This i... https://twitter.com/d... 11.00 \n", "1171 This is Ebby. She's a... https://twitter.com/d... 9.00 \n", "1172 This is Flávio (prono... https://twitter.com/d... 12.00 \n", "1173 This is Smokey. He's ... https://twitter.com/d... 10.00 \n", "1174 This is Link. He stru... https://twitter.com/d... 10.00 \n", "1175 Meet Jennifur. She's ... https://twitter.com/d... 11.00 \n", "1179 This is Stephanus. Sh... https://twitter.com/d... 12.00 \n", "1180 Here's a super majest... https://twitter.com/d... 11.00 \n", "1181 This is Bubbles. He's... https://twitter.com/d... 11.00 \n", "1183 This is a taco. We on... https://twitter.com/d... 10.00 \n", "1185 Meet Toby. He's a Lit... https://twitter.com/d... 10.00 \n", "1186 This is Zeus. He's do... https://twitter.com/d... 12.00 \n", "1188 This is Oscar. He's a... https://twitter.com/d... 10.00 \n", "1189 This is Nico. His sel... https://twitter.com/d... 10.00 \n", "1190 This is Michelangelop... https://twitter.com/d... 12.00 \n", "1192 This is Calbert. He f... https://twitter.com/d... 9.00 \n", "1194 This is Curtis. He's ... https://twitter.com/d... 10.00 \n", "1196 Here are two lil cudd... https://twitter.com/d... 12.00 \n", "1198 Meet Travis and Flurp... https://twitter.com/d... 10.00 \n", "1199 This is Thumas. He ha... https://twitter.com/d... 8.00 \n", "1200 Happy Easter from the... https://twitter.com/d... 13.00 \n", "1201 I know we only rate d... https://twitter.com/d... 10.00 \n", "1202 This is Kanu. He's a ... https://twitter.com/d... 12.00 \n", "1205 This is Piper. She wo... https://twitter.com/d... 12.00 \n", "1206 Here we see an extrem... https://twitter.com/d... 11.00 \n", "1207 This is Lance. Lance ... https://twitter.com/d... 10.00 \n", "1209 This is Stubert. He j... https://twitter.com/d... 10.00 \n", "1210 Please don't send in ... https://twitter.com/d... 10.00 \n", "1211 Say hello to Sunny an... https://twitter.com/d... 10.00 \n", "1214 I can't even comprehe... https://twitter.com/d... 10.00 \n", "1216 Say hello to Olive an... https://twitter.com/d... 11.00 \n", "1220 Meet Roosevelt. He's ... https://twitter.com/d... 11.00 \n", "1224 \"Please, no puparazzi... https://twitter.com/d... 11.00 \n", "1226 This is Chuckles. He ... https://twitter.com/d... 11.00 \n", "1227 Meet Milo and Amos. T... https://twitter.com/d... 12.00 \n", "1229 Say hello to Sora. Sh... https://twitter.com/d... 12.00 \n", "1232 This is Beemo. He's a... https://twitter.com/d... 12.00 \n", "1234 This is Gunner. He's ... https://twitter.com/d... 11.00 \n", "1235 We 👏🏻 only 👏🏻 rate 👏🏻... https://twitter.com/d... 11.00 \n", "1236 The squad is back for... https://twitter.com/d... 13.00 \n", "1238 This is Tater. His un... https://twitter.com/d... 8.00 \n", "1239 This pupper got her h... https://twitter.com/d... 11.00 \n", "1240 Meet Watson. He's a S... https://twitter.com/d... 12.00 \n", "1242 *lets out a tiny whim... https://twitter.com/d... 12.00 \n", "1243 This is Olaf. He's go... https://twitter.com/d... 12.00 \n", "1244 This is Cecil. She's ... https://twitter.com/d... 12.00 \n", "1245 This is Vince. He's a... https://twitter.com/d... 9.00 \n", "1246 Meet Karma. She's jus... https://twitter.com/d... 10.00 \n", "1247 This is Billy. He sen... https://twitter.com/d... 8.00 \n", "1248 This is Walker. He's ... https://twitter.com/d... 11.00 \n", "1249 This is Penny. She's ... https://twitter.com/d... 11.00 \n", "1252 Meet Rodney. He's a U... https://twitter.com/d... 10.00 \n", "1255 Here's a pupper with ... https://twitter.com/d... 9.00 \n", "1256 Meet Malikai. He was ... https://twitter.com/d... 10.00 \n", "1257 This is Mister. He's ... https://twitter.com/d... 10.00 \n", "1258 This is Coco. She get... https://twitter.com/d... 11.00 \n", "1260 Meet Bear. He's a Ben... https://twitter.com/d... 13.00 \n", "1261 This is Bobble. He's ... https://twitter.com/d... 11.00 \n", "1263 This is Oliver. That ... https://twitter.com/d... 10.00 \n", "1265 This is Jebberson. He... https://twitter.com/d... 10.00 \n", "1266 Please stop sending i... https://twitter.com/d... 11.00 \n", "1267 This is Cooper. He ba... https://twitter.com/d... 9.00 \n", "1268 This is Remington. He... https://twitter.com/d... 10.00 \n", "1269 Everybody stop what y... https://twitter.com/d... 13.00 \n", "1272 Meet Rufus. He's a Ho... https://twitter.com/d... 11.00 \n", "1273 This is Sadie. She's ... https://twitter.com/d... 11.00 \n", "1274 When your roommate ea... https://twitter.com/d... 10.00 \n", "1278 This is Harper. She s... https://twitter.com/d... 12.00 \n", "1280 \"I shall trip the big... https://twitter.com/d... 11.00 \n", "1281 Meet Clarkus. He's a ... https://twitter.com/d... 10.00 \n", "1282 This dog just brutall... https://twitter.com/d... 9.00 \n", "1283 This is Finnegus. He'... https://twitter.com/d... 10.00 \n", "1284 This is Cassie. She c... https://twitter.com/d... 10.00 \n", "1285 Say hello to Cupcake.... https://twitter.com/d... 11.00 \n", "1286 This is Kathmandu. He... https://twitter.com/d... 10.00 \n", "1287 This is Tucker. He's ... https://twitter.com/d... 12.00 \n", "1288 This is Ellie. She re... https://twitter.com/d... 11.00 \n", "1291 Say hello to Katie. S... https://twitter.com/d... 12.00 \n", "1294 This is Oliver (prono... https://twitter.com/d... 11.00 \n", "1295 Please enjoy this pup... https://twitter.com/d... 12.00 \n", "1296 This is Koda. She's a... https://twitter.com/d... 12.00 \n", "1297 Here's a very sleepy ... https://twitter.com/d... 12.00 \n", "1298 When you're just rela... https://twitter.com/d... 11.00 \n", "1299 This is Kara. She's b... https://twitter.com/d... 11.00 \n", "1301 This is Dexter. He's ... https://twitter.com/d... 7.00 \n", "1303 This is Adele. Her to... https://twitter.com/d... 10.00 \n", "1304 This is Lucy. She's a... https://twitter.com/d... 12.00 \n", "1305 Meet Max. He's a Fall... https://twitter.com/d... 10.00 \n", "1307 \"Ma'am, for the last ... https://twitter.com/d... 11.00 \n", "1308 Say hello to Zara. Sh... https://twitter.com/d... 12.00 \n", "1309 This is Cooper. He on... https://twitter.com/d... 12.00 \n", "1310 This is Ambrose. He's... https://twitter.com/d... 11.00 \n", "1311 This is Jimothy. He l... https://twitter.com/d... 11.00 \n", "1313 This is Terrenth. He ... https://twitter.com/d... 10.00 \n", "1314 This is Reese. He's a... https://twitter.com/d... 12.00 \n", "1316 Here is a heartbreaki... https://twitter.com/d... 10.00 \n", "1317 \"Yes hi could I get a... https://twitter.com/d... 12.00 \n", "1320 When you wake up from... https://twitter.com/d... 12.00 \n", "1322 Meet Lucia. She's a C... https://twitter.com/d... 11.00 \n", "1323 Say hello to Bisquick... https://twitter.com/d... 12.00 \n", "1328 \"YOU CAN'T HANDLE THE... https://twitter.com/d... 10.00 \n", "1329 When you're trying to... https://twitter.com/d... 10.00 \n", "1331 Meet Scooter. He's ex... https://twitter.com/d... 10.00 \n", "1334 This is Charlie. He's... https://twitter.com/d... 12.00 \n", "1335 This is Socks. That w... https://twitter.com/d... 9.00 \n", "1337 This is a Butternut C... https://twitter.com/d... 11.00 \n", "1341 This is Lucy. She's s... https://twitter.com/d... 11.00 \n", "1342 Meet Rambo & Kiwi... https://twitter.com/d... 10.00 \n", "1343 This is Sansa. She's ... https://twitter.com/d... 11.00 \n", "1344 This is a Wild Tuscan... https://twitter.com/d... 12.00 \n", "1346 Please enjoy this pic... https://twitter.com/d... 12.00 \n", "1347 \"AND IIIIIIIIIIIEIIII... https://twitter.com/d... 11.00 \n", "1348 I know it's tempting,... https://twitter.com/d... 9.00 \n", "1349 This is Fiji. She's a... https://twitter.com/d... 12.00 \n", "1350 Meet Rilo. He's a Nor... https://twitter.com/d... 11.00 \n", "1351 This is Bilbo. He's n... https://twitter.com/d... 11.00 \n", "1353 This is Coopson. He's... https://twitter.com/d... 10.00 \n", "1354 This is Yoda. He's a ... https://twitter.com/d... 9.00 \n", "1355 Meet Millie. She's pr... https://twitter.com/d... 10.00 \n", "1356 I'm not sure what's h... https://twitter.com/d... 12.00 \n", "1358 \"Pupper is a present ... https://twitter.com/d... 12.00 \n", "1359 Meet Crouton. He's a ... https://twitter.com/d... 10.00 \n", "1361 We only rate dogs. Pl... https://twitter.com/d... 11.00 \n", "1362 This is Vincent. He's... https://twitter.com/d... 10.00 \n", "1365 This is Dotsy. She's ... https://twitter.com/d... 10.00 \n", "1367 When it's Janet from ... https://twitter.com/d... 10.00 \n", "1369 This is Coops. His sh... https://twitter.com/d... 10.00 \n", "1370 This is Thumas. He co... https://twitter.com/d... 9.00 \n", "1371 This is Cooper. He be... https://twitter.com/d... 11.00 \n", "1372 Say hello to Nala. Sh... https://twitter.com/d... 12.00 \n", "1373 Take all my money. 10... https://twitter.com/d... 10.00 \n", "1374 Meet Fillup. Spaghett... https://twitter.com/d... 11.00 \n", "1376 This is Archie. He's ... https://twitter.com/d... 12.00 \n", "1377 I know this is a tad ... https://twitter.com/d... 12.00 \n", "1378 \"Don't ever talk to m... https://twitter.com/d... 10.00 \n", "1379 Meet Miley. She's a S... https://twitter.com/d... 11.00 \n", "1380 Say hello to Calbert.... https://twitter.com/d... 11.00 \n", "1381 \"I'm bathing the chil... https://twitter.com/d... 10.00 \n", "1383 Meet Reagan. He's a P... https://twitter.com/d... 8.00 \n", "1384 ERMAHGERD 12/10 pleas... https://twitter.com/d... 12.00 \n", "1386 HAPPY V-DAY FROM YOUR... https://twitter.com/d... 13.00 \n", "1387 This is Oliver. He do... https://twitter.com/d... 13.00 \n", "1388 Meet CeCe. She wanted... https://twitter.com/d... 11.00 \n", "1389 This dog is never sur... https://twitter.com/d... 10.00 \n", "1390 This is Cuddles. He's... https://twitter.com/d... 10.00 \n", "1391 This is Rusty. He has... https://twitter.com/d... 7.00 \n", "1392 Here we are witnessin... https://twitter.com/d... 12.00 \n", "1393 This is Claude. He's ... https://twitter.com/d... 9.00 \n", "1394 This is Jessiga. She'... https://twitter.com/d... 10.00 \n", "1395 This is Maximus. He's... https://twitter.com/d... 11.00 \n", "1396 This is Franklin. He'... https://twitter.com/d... 11.00 \n", "1397 Meet Beau & Wilbu... https://twitter.com/d... 9.00 \n", "1398 This is Lily. She acc... https://twitter.com/d... 10.00 \n", "1399 \"Dammit hooman quit p... https://twitter.com/d... 11.00 \n", "1400 This is Doug. He's a ... https://twitter.com/d... 11.00 \n", "1401 This is Cassie. She g... https://twitter.com/d... 10.00 \n", "1404 This pupper doubles a... https://twitter.com/d... 11.00 \n", "1405 Here's a pupper with ... https://twitter.com/d... 11.00 \n", "1410 This is Bentley. He g... https://twitter.com/d... 10.00 \n", "1411 Please stop sending i... https://twitter.com/d... 8.00 \n", "1412 Meet Charlie. He like... https://twitter.com/d... 10.00 \n", "1414 This is Rosie. She's ... https://twitter.com/d... 12.00 \n", "1415 These two pirates cra... https://twitter.com/d... 9.00 \n", "1416 Guys I found the dog ... https://twitter.com/d... 12.00 \n", "1423 12/10 revolutionary a... https://twitter.com/d... 12.00 \n", "1424 This is Berb. He just... https://twitter.com/d... 7.00 \n", "1426 Here's a dog enjoying... https://twitter.com/d... 11.00 \n", "1427 This is Wyatt. His th... https://twitter.com/d... 13.00 \n", "1429 Meet Calvin. He's pro... https://twitter.com/d... 8.00 \n", "1430 We normally don't rat... https://twitter.com/d... 12.00 \n", "1431 This is Bob. He just ... https://twitter.com/d... 10.00 \n", "1432 This is Colin. He rea... https://twitter.com/d... 10.00 \n", "1433 This is just a beauti... https://twitter.com/d... 12.00 \n", "1434 This is Lorenzo. He's... https://twitter.com/d... 11.00 \n", "1436 Meet Brian (pronounce... https://twitter.com/d... 6.00 \n", "1441 Meet Oliviér. He take... https://twitter.com/d... 10.00 \n", "1443 Meet Grady. He's very... https://twitter.com/d... 9.00 \n", "1444 \"Martha come take a l... https://twitter.com/d... 10.00 \n", "1446 This is Chester. He's... https://twitter.com/d... 11.00 \n", "1448 This is Kobe. He's a ... https://twitter.com/d... 10.00 \n", "1451 Meet Freddery. He's a... https://twitter.com/d... 9.00 \n", "1452 This pupper is afraid... https://twitter.com/d... 12.00 \n", "1453 When you keepin the p... https://twitter.com/d... 10.00 \n", "1457 This is Sadie and her... https://twitter.com/d... 10.00 \n", "1459 I hope you guys enjoy... https://twitter.com/d... 11.00 \n", "1460 This is Bodie. He's n... https://twitter.com/d... 9.00 \n", "1461 This is Dunkin. He ca... https://twitter.com/d... 12.00 \n", "1462 \"Thank you friend tha... https://twitter.com/d... 11.00 \n", "1464 Please only send in d... https://twitter.com/d... 9.00 \n", "1465 This is Wally. He's b... https://twitter.com/d... 10.00 \n", "1466 \"Fuck the system\" 10/... https://twitter.com/d... 10.00 \n", "1467 Meet Tupawc. He's act... https://twitter.com/d... 10.00 \n", "1468 This pupper just desc... https://twitter.com/d... 12.00 \n", "1469 \"Hello yes could I ge... https://twitter.com/d... 13.00 \n", "1470 This is Chester. He's... https://twitter.com/d... 12.00 \n", "1471 This is Amber. She's ... https://twitter.com/d... 10.00 \n", "1472 Say hello to Cody. He... https://twitter.com/d... 10.00 \n", "1475 This is a rare Arctic... https://twitter.com/d... 12.00 \n", "1476 This is Edgar. He's a... https://twitter.com/d... 10.00 \n", "1479 This is Kingsley Well... https://twitter.com/d... 9.00 \n", "1482 THE BRITISH ARE COMIN... https://twitter.com/d... 10.00 \n", "1483 This is Richie and Pl... https://twitter.com/d... 10.00 \n", "1484 When bae says they ca... https://twitter.com/d... 5.00 \n", "1485 Say hello to Leo. He'... https://twitter.com/d... 12.00 \n", "1486 This is Bailey. She l... https://twitter.com/d... 12.00 \n", "1487 I present to you... D... https://twitter.com/d... 13.00 \n", "1488 This is Molly. She's ... https://twitter.com/d... 11.00 \n", "1489 Here we see one dog g... https://twitter.com/d... 11.00 \n", "1492 This golden is happy ... https://twitter.com/d... 11.00 \n", "1495 Say hello to Peaches.... https://twitter.com/d... 13.00 \n", "1496 This is Vinscent. He ... https://twitter.com/d... 8.00 \n", "1500 This is Lolo. She's A... https://twitter.com/d... 11.00 \n", "1501 This is Eriq. His fri... https://twitter.com/d... 10.00 \n", "1502 This is Phred. He's a... https://twitter.com/d... 11.00 \n", "1503 Stop sending in lobst... https://twitter.com/d... 9.00 \n", "1507 This pupper can only ... https://twitter.com/d... 12.00 \n", "1508 \"I'm the only one tha... https://twitter.com/d... 10.00 \n", "1509 This is Covach. He's ... https://twitter.com/d... 10.00 \n", "1512 Say hello to Gizmo. H... https://twitter.com/d... 11.00 \n", "1513 This is Durg. He's tr... https://twitter.com/d... 9.00 \n", "1514 Meet Fynn & Taco.... https://twitter.com/d... 11.00 \n", "1515 Meet Luca. He's a But... https://twitter.com/d... 12.00 \n", "1517 This is Lucy. She's t... https://twitter.com/d... 10.00 \n", "1519 Downright majestic af... https://twitter.com/d... 12.00 \n", "1520 This is Carl. He just... https://twitter.com/d... 12.00 \n", "1522 Say hello to Chipson.... https://twitter.com/d... 9.00 \n", "1523 This is Herald. He wa... https://twitter.com/d... 10.00 \n", "1524 Meet Lucky. He was sh... https://twitter.com/d... 10.00 \n", "1526 We normally don't rat... https://twitter.com/d... 9.00 \n", "1527 Meet Trip. He likes w... https://twitter.com/d... 10.00 \n", "1528 This pupper just want... https://twitter.com/d... 11.00 \n", "1530 When you have a ton o... https://twitter.com/d... 10.00 \n", "1532 Say hello to Brad. Hi... https://twitter.com/d... 9.00 \n", "1533 When you stumble but ... https://twitter.com/d... 12.00 \n", "1534 Meet Pubert. He's a K... https://twitter.com/d... 8.00 \n", "1535 This is Frönq. He got... https://twitter.com/d... 9.00 \n", "1536 This pupper is sprout... https://twitter.com/d... 12.00 \n", "1537 This is Louis. He's t... https://twitter.com/d... 12.00 \n", "1540 Please send dogs. I'm... https://twitter.com/d... 10.00 \n", "1541 This is Kilo. He's a ... https://twitter.com/d... 11.00 \n", "1543 This is Louis. He's a... https://twitter.com/d... 12.00 \n", "1544 With great pupper com... https://twitter.com/d... 12.00 \n", "1545 Meet Trooper & Ma... https://twitter.com/d... 11.00 \n", "1547 Say hello to Blakely.... https://twitter.com/d... 9.00 \n", "1548 Meet Opal. He's a Bel... https://twitter.com/d... 11.00 \n", "1549 This is Marq. He stol... https://twitter.com/d... 7.00 \n", "1550 Another magnificent p... https://twitter.com/d... 12.00 \n", "1552 This is Kramer. He's ... https://twitter.com/d... 10.00 \n", "1554 This is Tyrone. He's ... https://twitter.com/d... 11.00 \n", "1556 Meet Gordon. He's an ... https://twitter.com/d... 9.00 \n", "1558 This is Baxter. He lo... https://twitter.com/d... 11.00 \n", "1560 This pupper's New Yea... https://twitter.com/d... 11.00 \n", "1564 I just love this pict... https://twitter.com/d... 12.00 \n", "1565 This is Mona. She's a... https://twitter.com/d... 11.00 \n", "1566 This is Olivia. She j... https://twitter.com/d... 11.00 \n", "1567 Meet Horace. He was p... https://twitter.com/d... 10.00 \n", "1569 Say hello to Crimson.... https://twitter.com/d... 11.00 \n", "1570 Meet Birf. He thinks ... https://twitter.com/d... 10.00 \n", "1571 Heartwarming scene he... https://twitter.com/d... 10.00 \n", "1573 This is Flávio. He's ... https://twitter.com/d... 11.00 \n", "1575 Your fav crew is back... https://twitter.com/d... 12.00 \n", "1576 This pupper has a mag... https://twitter.com/d... 11.00 \n", "1578 This is Lorelei. She'... https://twitter.com/d... 11.00 \n", "1579 This is the newly for... https://twitter.com/d... 8.00 \n", "1580 This is Olive. He's s... https://twitter.com/d... 9.00 \n", "1583 Meet Brooks. He's con... https://twitter.com/d... 12.00 \n", "1584 This is Otis. He just... https://twitter.com/d... 7.00 \n", "1587 \"Tristan do not speak... https://twitter.com/d... 10.00 \n", "1588 This is Rocky. He sle... https://twitter.com/d... 10.00 \n", "1589 I would like everyone... https://twitter.com/d... 11.00 \n", "1590 Say hello to Petrick.... https://twitter.com/d... 11.00 \n", "1591 This is Hubertson. He... https://twitter.com/d... 10.00 \n", "1593 Meet Gerbald. He just... https://twitter.com/d... 11.00 \n", "1596 This is Oreo. She's a... https://twitter.com/d... 12.00 \n", "1597 Meet Bruiser & Ch... https://twitter.com/d... 11.00 \n", "1599 This is Perry. He's a... https://twitter.com/d... 11.00 \n", "1602 Meet Theodore. He's d... https://twitter.com/d... 11.00 \n", "1603 \"FOR THE LAST TIME I ... https://twitter.com/d... 10.00 \n", "1607 Meet Pippa. She's an ... https://twitter.com/d... 10.00 \n", "1608 This is Jeph. He's a ... https://twitter.com/d... 10.00 \n", "1609 This is Obi. He got c... https://twitter.com/d... 12.00 \n", "1613 This is Tino. He real... https://twitter.com/d... 9.00 \n", "1614 \"Yo Boomer I'm taking... https://twitter.com/d... 10.00 \n", "1615 This is Kulet. She's ... https://twitter.com/d... 10.00 \n", "1618 Say hello to Lupe. Th... https://twitter.com/d... 10.00 \n", "1619 Meet Sadie. She fell ... https://twitter.com/d... 10.00 \n", "1620 Say hello to Tiger. H... https://twitter.com/d... 10.00 \n", "1622 Here we see a faulty ... https://twitter.com/d... 9.00 \n", "1623 Breathtaking pupper h... https://twitter.com/d... 12.00 \n", "1624 This is Buddy. He's g... https://twitter.com/d... 9.00 \n", "1625 Meet Sebastian. He's ... https://twitter.com/d... 11.00 \n", "1627 This is Griffin. He's... https://twitter.com/d... 11.00 \n", "1628 Meet Banjo. He's a Pe... https://twitter.com/d... 11.00 \n", "1629 \"Hello forest pupper ... https://twitter.com/d... 8.00 \n", "1630 I just want to be fri... https://twitter.com/d... 10.00 \n", "1631 Say hello to Jack (pr... https://twitter.com/d... 11.00 \n", "1632 \"Have a seat, son. Th... https://twitter.com/d... 10.00 \n", "1633 Meet Brandy. She's a ... https://twitter.com/d... 9.00 \n", "1634 This is Larry. He tho... https://twitter.com/d... 10.00 \n", "1635 aahhhhkslaldhwnxmzbbs... https://twitter.com/d... 12.00 \n", "1637 This is Lulu. She's c... https://twitter.com/d... 10.00 \n", "1641 Meet Taco. He's a spe... https://twitter.com/d... 9.00 \n", "1643 Meet Joey and Izzy. J... https://twitter.com/d... 11.00 \n", "1644 I have no words. Just... https://twitter.com/d... 12.00 \n", "1645 I know we joke around... https://twitter.com/d... 8.00 \n", "1647 This is Kreg. He's ri... https://twitter.com/d... 11.00 \n", "1648 Meet Brody. He's a Do... https://twitter.com/d... 9.00 \n", "1650 Meet Jax. He's an Igl... https://twitter.com/d... 9.00 \n", "1655 This is Ulysses. He l... https://twitter.com/d... 11.00 \n", "1657 This is Jimothy. He's... https://twitter.com/d... 12.00 \n", "1658 Say hello to Charlie.... https://twitter.com/d... 10.00 \n", "1659 This is Bo. He's a Be... https://twitter.com/d... 11.00 \n", "1661 This is Toffee. He's ... https://twitter.com/d... 12.00 \n", "1662 *collapses* 12/10 htt... https://twitter.com/d... 12.00 \n", "1663 This is Apollo. He th... https://twitter.com/d... 8.00 \n", "1664 This is Carly. She's ... https://twitter.com/d... 12.00 \n", "1667 This is Glacier. He's... https://twitter.com/d... 11.00 \n", "1669 This is actually a li... https://twitter.com/d... 12.00 \n", "1670 Meet Sarge. His paren... https://twitter.com/d... 11.00 \n", "1671 Say hello to Panda. H... https://twitter.com/d... 9.00 \n", "1673 I just love this pic.... https://twitter.com/d... 11.00 \n", "1674 This is Aspen. He's a... https://twitter.com/d... 11.00 \n", "1675 I thought I made this... https://twitter.com/d... 9.00 \n", "1677 This is Alice. She's ... https://twitter.com/d... 4.00 \n", "1678 Say hello to Sadie. S... https://twitter.com/d... 10.00 \n", "1679 Meet Griswold. He's d... https://twitter.com/d... 11.00 \n", "1680 This is Cheesy. It's ... https://twitter.com/d... 9.00 \n", "1681 This is Ellie. She's ... https://twitter.com/d... 12.00 \n", "1683 Great picture here. D... https://twitter.com/d... 10.00 \n", "1685 This is Brody. That i... https://twitter.com/d... 9.00 \n", "1687 Meet Percy. He's a La... https://twitter.com/d... 12.00 \n", "1688 Here we have uncovere... https://twitter.com/d... 11.26 \n", "1689 This is Hector. He th... https://twitter.com/d... 10.00 \n", "1693 Here's a sleepy Chris... https://twitter.com/d... 11.00 \n", "1695 Meet Goliath. He's an... https://twitter.com/d... 12.00 \n", "1696 Say hello to Kawhi. H... https://twitter.com/d... 10.00 \n", "1697 This is Reggie. His S... https://twitter.com/d... 10.00 \n", "1698 This is Ozzy. He woke... https://twitter.com/d... 9.00 \n", "1699 This pupper is not co... https://twitter.com/d... 11.00 \n", "1704 \"Dammit hooman I'm ju... https://twitter.com/d... 11.00 \n", "1706 This is Willie. He's ... https://twitter.com/d... 10.00 \n", "1707 Everybody look at thi... https://twitter.com/d... 13.00 \n", "1708 This is Rinna. She's ... https://twitter.com/d... 10.00 \n", "1709 This pup's name is Sa... https://twitter.com/d... 9.00 \n", "1711 This is Mike. He is a... https://twitter.com/d... 8.00 \n", "1712 Guys this really need... https://twitter.com/d... 7.00 \n", "1714 Say hello to William.... https://twitter.com/d... 7.00 \n", "1716 This is Evy. She does... https://twitter.com/d... 9.00 \n", "1717 Meet Hurley. He's the... https://twitter.com/d... 11.00 \n", "1719 This is Rubio. He has... https://twitter.com/d... 11.00 \n", "1720 I know everyone's exc... https://twitter.com/d... 8.00 \n", "1721 This is Louis. He's a... https://twitter.com/d... 10.00 \n", "1722 This is officially th... https://twitter.com/d... 12.00 \n", "1726 If your Monday isn't ... https://twitter.com/d... 12.00 \n", "1727 Meet Lola. She's a Me... https://twitter.com/d... 11.00 \n", "1728 Here's a pupper with ... https://twitter.com/d... 12.00 \n", "1729 This is Linda. She fu... https://twitter.com/d... 7.00 \n", "1730 This is Tug. He's not... https://twitter.com/d... 11.00 \n", "1732 Meet Wilson. He got c... https://twitter.com/d... 10.00 \n", "1733 This is Dash. He didn... https://twitter.com/d... 10.00 \n", "1737 Meet Grizz. He just a... https://twitter.com/d... 10.00 \n", "1738 Touching scene here. ... https://twitter.com/d... 10.00 \n", "1739 This is Crystal. She'... https://twitter.com/d... 2.00 \n", "1740 Say hello to Jerome. ... https://twitter.com/d... 10.00 \n", "1742 These little fellas h... https://twitter.com/d... 12.00 \n", "1743 This is Bella. She ju... https://twitter.com/d... 11.00 \n", "1745 This pupper likes tap... https://twitter.com/d... 12.00 \n", "1746 This is Rosie. She ha... https://twitter.com/d... 10.00 \n", "1747 Another spooky pupper... https://twitter.com/d... 10.00 \n", "1748 This is Jessifer. She... https://twitter.com/d... 9.00 \n", "1750 This is Reese. He lik... https://twitter.com/d... 12.00 \n", "1752 \"Everything looks pre... https://twitter.com/d... 10.00 \n", "1753 Guys this was terrify... https://twitter.com/d... 9.00 \n", "1755 This is Ralph. He's a... https://twitter.com/d... 10.00 \n", "1756 This is Sadie. She go... https://twitter.com/d... 9.00 \n", "1757 This was Cindy's face... https://twitter.com/d... 11.00 \n", "1758 Endangered triangular... https://twitter.com/d... 9.00 \n", "1760 This is a dog swingin... https://twitter.com/d... 11.00 \n", "1762 Contortionist pup her... https://twitter.com/d... 6.00 \n", "1764 Not much to say here.... https://twitter.com/d... 12.00 \n", "1765 Say hello to Axel. He... https://twitter.com/d... 9.00 \n", "1767 This dog gave up mid ... https://twitter.com/d... 9.00 \n", "1768 Meet Humphrey. He's a... https://twitter.com/d... 9.00 \n", "1770 Meet Tassy & Bee.... https://twitter.com/d... 10.00 \n", "1771 This is Juckson. He's... https://twitter.com/d... 5.00 \n", "1772 This is the happiest ... https://twitter.com/d... 10.00 \n", "1774 Here we see a Byzanti... https://twitter.com/d... 9.00 \n", "1775 This is Cooper. He do... https://twitter.com/d... 11.00 \n", "1776 10/10 I'd follow this... https://twitter.com/d... 10.00 \n", "1777 This is Tyrus. He's a... https://twitter.com/d... 8.00 \n", "1779 This pups goal was to... https://twitter.com/d... 12.00 \n", "1781 Here we see a rare po... https://twitter.com/d... 8.00 \n", "1784 Meet Ash. He's just a... https://twitter.com/d... 10.00 \n", "1785 Finally some construc... https://twitter.com/d... 11.00 \n", "1787 Say hello to Penny &a... https://twitter.com/d... 9.00 \n", "1789 I promise this wasn't... https://twitter.com/d... 13.00 \n", "1792 This is Godzilla pupp... https://twitter.com/d... 9.00 \n", "1795 This is Bubbles. He k... https://twitter.com/d... 5.00 \n", "1798 ITSOFLUFFAYYYYY 12/10... https://twitter.com/d... 12.00 \n", "1799 Say hello to Griffin.... https://twitter.com/d... 9.00 \n", "1800 Three generations of ... https://twitter.com/d... 11.00 \n", "1801 Hope your Monday isn'... https://twitter.com/d... 11.00 \n", "1802 Meet Duke. He's an Ur... https://twitter.com/d... 10.00 \n", "1804 Say hello to Winston.... https://twitter.com/d... 8.00 \n", "1807 These two pups just m... https://twitter.com/d... 10.00 \n", "1808 This is Bert. He like... https://twitter.com/d... 10.00 \n", "1810 Meet Striker. He's re... https://twitter.com/d... 11.00 \n", "1812 \"Yes hello I'ma just ... https://twitter.com/d... 9.00 \n", "1813 I'm sure you've all s... https://twitter.com/d... 10.00 \n", "1814 This is Donny. He's s... https://twitter.com/d... 6.00 \n", "1815 Breathtaking scene. A... https://twitter.com/d... 10.00 \n", "1820 This is Pepper. She's... https://twitter.com/d... 10.00 \n", "1821 🎶 HELLO FROM THE OTHE... https://twitter.com/d... 10.00 \n", "1822 Here's a handful of s... https://twitter.com/d... 11.00 \n", "1823 This is Bernie. He ju... https://twitter.com/d... 10.00 \n", "1824 Say hello to Buddah. ... https://twitter.com/d... 11.00 \n", "1825 Here's a pupper licki... https://twitter.com/d... 12.00 \n", "1826 This is Lenny. He was... https://twitter.com/d... 12.00 \n", "1828 This is a Sizzlin Men... https://twitter.com/d... 10.00 \n", "1829 Seriously guys?! Only... https://twitter.com/d... 11.00 \n", "1830 This is Ellie AKA Que... https://twitter.com/d... 10.00 \n", "1831 Meet Sammy. He's a Mo... https://twitter.com/d... 10.00 \n", "1832 12/10 stay woke https... https://twitter.com/d... 12.00 \n", "1834 Meet Reggie. He's goi... https://twitter.com/d... 11.00 \n", "1835 RT until we find this... https://twitter.com/d... 10.00 \n", "1837 Happy Friday. Here's ... https://twitter.com/d... 12.00 \n", "1838 The tail alone is 13/... https://twitter.com/d... 13.00 \n", "1839 This is Daisy. She lo... https://twitter.com/d... 12.00 \n", "1842 Good morning here's a... https://twitter.com/d... 12.00 \n", "1845 holy shit 12/10 https... https://twitter.com/d... 12.00 \n", "1846 When you're presentin... https://twitter.com/d... 10.00 \n", "1848 What an honor. 3 dogs... https://twitter.com/d... 9.00 \n", "1851 Say hello to Oliver. ... https://twitter.com/d... 8.00 \n", "1852 C'mon guys. We've bee... https://twitter.com/d... 9.00 \n", "1853 This is a fluffy albi... https://twitter.com/d... 11.00 \n", "1855 Say hello to Mollie. ... https://twitter.com/d... 10.00 \n", "1856 Meet Laela. She's ado... https://twitter.com/d... 12.00 \n", "1858 When your entire life... https://twitter.com/d... 10.00 \n", "1859 This is Tedders. He b... https://twitter.com/d... 11.00 \n", "1861 ER... MER... GERD 13/... https://twitter.com/d... 13.00 \n", "1862 Say hello to Maggie. ... https://twitter.com/d... 9.00 \n", "1864 This is Superpup. His... https://twitter.com/d... 11.00 \n", "1866 These two pups are ma... https://twitter.com/d... 10.00 \n", "1868 Everyone please just ... https://twitter.com/d... 12.00 \n", "1869 This is Sophie. She j... https://twitter.com/d... 10.00 \n", "1871 \"🎶 DO YOU BELIEVE IN ... https://twitter.com/d... 11.00 \n", "1872 Meet Rufio. He is una... https://twitter.com/d... 10.00 \n", "1874 Meet Jeb & Bush. ... https://twitter.com/d... 9.00 \n", "1876 Two gorgeous dogs her... https://twitter.com/d... 5.00 \n", "1878 This pupper is fed up... https://twitter.com/d... 12.00 \n", "1881 This is Louis. He thi... https://twitter.com/d... 13.00 \n", "1882 This pupper just want... https://twitter.com/d... 10.00 \n", "1884 This is Ava. She does... https://twitter.com/d... 12.00 \n", "1885 This is Jonah. He's a... https://twitter.com/d... 10.00 \n", "1892 This is Kenny. He jus... https://twitter.com/d... 11.00 \n", "1893 \"AT DAWN, WE RIDE\"\\n1... https://twitter.com/d... 10.00 \n", "1894 This is Bob. He's a J... https://twitter.com/d... 8.00 \n", "1896 This is Gus. He's sup... https://twitter.com/d... 9.00 \n", "1897 Say hello to Bobbay. ... https://twitter.com/d... 10.00 \n", "1898 This is a Sagitariot ... https://twitter.com/d... 11.00 \n", "1899 Say hello to Mitch. H... https://twitter.com/d... 11.00 \n", "1901 This is Stanley. Yes ... https://twitter.com/d... 10.00 \n", "1902 This is Lucy. She kni... https://twitter.com/d... 10.00 \n", "1904 Yea I can't handle th... https://twitter.com/d... 12.00 \n", "1905 This is Kaiya. She's ... https://twitter.com/d... 12.00 \n", "1906 Meet Daisy. She has n... https://twitter.com/d... 9.00 \n", "1907 When you realize it d... https://twitter.com/d... 10.00 \n", "1908 This is Acro. You bri... https://twitter.com/d... 10.00 \n", "1909 Say hello to Aiden. H... https://twitter.com/d... 11.00 \n", "1911 This is one esteemed ... https://twitter.com/d... 10.00 \n", "1914 When you're having a ... https://twitter.com/d... 10.00 \n", "1917 🎶 HELLO FROM THE OTHE... https://twitter.com/d... 10.00 \n", "1918 I know a lot of you a... https://twitter.com/d... 12.00 \n", "1919 This is Riley. She's ... https://twitter.com/d... 12.00 \n", "1920 This is Raymond. He's... https://twitter.com/d... 10.00 \n", "1921 This is Dot. He found... https://twitter.com/d... 8.00 \n", "1924 When you're having a ... https://twitter.com/d... 11.00 \n", "1925 Meet Larry. He doesn'... https://twitter.com/d... 9.00 \n", "1926 This is George. He's ... https://twitter.com/d... 11.00 \n", "1927 This is Shnuggles. I ... https://twitter.com/d... 13.00 \n", "1928 This is Kendall. 12/1... https://twitter.com/d... 12.00 \n", "1929 This is Albert AKA Ki... https://twitter.com/d... 10.00 \n", "1931 This is Jeffri. He's ... https://twitter.com/d... 7.00 \n", "1933 When you ask your pro... https://twitter.com/d... 8.00 \n", "1936 This is Steve. He was... https://twitter.com/d... 8.00 \n", "1937 This is Koda. She's a... https://twitter.com/d... 11.00 \n", "1938 *lets out a tiny scre... https://twitter.com/d... 12.00 \n", "1939 This is Bella. She's ... https://twitter.com/d... 9.00 \n", "1941 IT'S SO SMALL ERMERGE... https://twitter.com/d... 11.00 \n", "1943 This is Frankie. He's... https://twitter.com/d... 11.00 \n", "1944 Take a moment and app... https://twitter.com/d... 10.00 \n", "1945 Meet Eve. She's a rag... https://twitter.com/d... 8.00 \n", "1946 This is Mac. His dad'... https://twitter.com/d... 11.00 \n", "1947 Magical floating dog ... https://twitter.com/d... 6.00 \n", "1948 This is Dexter. He ju... https://twitter.com/d... 10.00 \n", "1950 Say hello to Kenzie. ... https://twitter.com/d... 12.00 \n", "1951 This is Pumpkin. He c... https://twitter.com/d... 8.00 \n", "1952 This is Schnozz. He's... https://twitter.com/d... 10.00 \n", "1955 This is Chuckles. He ... https://twitter.com/d... 10.00 \n", "1957 This is Gustaf. He's ... https://twitter.com/d... 11.00 \n", "1958 This is Terry. He's a... https://twitter.com/d... 10.00 \n", "1962 This is Oscar. He's g... https://twitter.com/d... 8.00 \n", "1963 This is Ed. He's not ... https://twitter.com/d... 10.00 \n", "1965 This is Leonidas. He ... https://twitter.com/d... 9.00 \n", "1966 This lil pupper is sa... https://twitter.com/d... 12.00 \n", "1969 This is a baby Rand P... https://twitter.com/d... 11.00 \n", "1970 Meet Scott. Just tryi... https://twitter.com/d... 9.00 \n", "1971 This is Taz. He boxes... https://twitter.com/d... 10.00 \n", "1974 When she says she'll ... https://twitter.com/d... 10.00 \n", "1975 This is Jackie. She w... https://twitter.com/d... 10.00 \n", "1976 This is light saber p... https://twitter.com/d... 10.00 \n", "1977 Say hello to Jazz. Sh... https://twitter.com/d... 12.00 \n", "1979 This is Franq and Pab... https://twitter.com/d... 12.00 \n", "1980 This is Pippin. He is... https://twitter.com/d... 11.00 \n", "1981 When you accidentally... https://twitter.com/d... 10.00 \n", "1982 This is Kreg. He has ... https://twitter.com/d... 10.00 \n", "1984 This is Rolf. He's ha... https://twitter.com/d... 11.00 \n", "1985 10/10 for dog. 7/10 f... https://twitter.com/d... 10.00 \n", "1986 Meet Snickers. He's a... https://twitter.com/d... 12.00 \n", "1987 This is Ridley. He do... https://twitter.com/d... 7.00 \n", "1989 This is Cal. He's a S... https://twitter.com/d... 9.00 \n", "1991 This is Bradley. That... https://twitter.com/d... 10.00 \n", "1992 This is Bubba. He's a... https://twitter.com/d... 8.00 \n", "1993 This pup has a heart ... https://twitter.com/d... 12.00 \n", "1995 This is Tuco. That's ... https://twitter.com/d... 9.00 \n", "1997 Say hello to Gizmo. H... https://twitter.com/d... 7.00 \n", "1998 This is Lola. She fel... https://twitter.com/d... 10.00 \n", "1999 This is Mojo. Apparen... https://twitter.com/d... 11.00 \n", "2003 Meet Dylan. He can us... https://twitter.com/d... 10.00 \n", "2005 This is space pup. He... https://twitter.com/d... 13.00 \n", "2006 When you try to recre... https://twitter.com/d... 10.00 \n", "2009 This is a Tuscaloosa ... https://twitter.com/d... 11.00 \n", "2012 This is the best thin... https://twitter.com/d... 13.00 \n", "2016 This is JD (stands fo... https://twitter.com/d... 10.00 \n", "2018 This is Reginald. He'... https://twitter.com/d... 9.00 \n", "2020 Meet Jax. He's in the... https://twitter.com/d... 10.00 \n", "2021 Meet Alejandro. He's ... https://twitter.com/d... 10.00 \n", "2022 This is Scruffers. He... https://twitter.com/d... 9.00 \n", "2024 This is Charlie. He w... https://twitter.com/d... 11.00 \n", "2027 This is Malcolm. He j... https://twitter.com/d... 10.00 \n", "2028 Meet Penelope. She is... https://twitter.com/d... 11.00 \n", "2031 Tfw she says hello fr... https://twitter.com/d... 9.00 \n", "2032 This is Lou. He's a P... https://twitter.com/d... 10.00 \n", "2034 This is Sparky. That'... https://twitter.com/d... 10.00 \n", "2035 This pup holds the se... https://twitter.com/d... 12.00 \n", "2039 Meet Holly. She's try... https://twitter.com/d... 11.00 \n", "2040 *struggling to breath... https://twitter.com/d... 12.00 \n", "2041 This is a Helvetica L... https://twitter.com/d... 9.00 \n", "2043 Me running from commi... https://twitter.com/d... 10.00 \n", "2044 Say hello to Clarence... https://twitter.com/d... 8.00 \n", "2046 Meet Phred. He isn't ... https://twitter.com/d... 6.00 \n", "2047 This is Toby. He aske... https://twitter.com/d... 8.00 \n", "2048 Yea I can't handle th... https://twitter.com/d... 12.00 \n", "2050 Meet Colby. He's that... https://twitter.com/d... 10.00 \n", "2052 This is Jett. He is u... https://twitter.com/d... 7.00 \n", "2053 This is Amy. She is Q... https://twitter.com/d... 10.00 \n", "2055 This is Remington. He... https://twitter.com/d... 12.00 \n", "2057 This is Sage. He like... https://twitter.com/d... 10.00 \n", "2058 Meet Maggie. She enjo... https://twitter.com/d... 10.00 \n", "2059 Say hello to Andy. He... https://twitter.com/d... 11.00 \n", "2060 Meet Mason. He's a to... https://twitter.com/d... 10.00 \n", "2061 I would do radical th... https://twitter.com/d... 10.00 \n", "2062 This is Trigger. He w... https://twitter.com/d... 11.00 \n", "2064 Two obedient dogs her... https://twitter.com/d... 9.00 \n", "2067 This dude slaps your ... https://twitter.com/d... 5.00 \n", "2068 This is Traviss. He h... https://twitter.com/d... 7.00 \n", "2069 \"To bone or not to bo... https://twitter.com/d... 10.00 \n", "2070 Meet Vincent. He's a ... https://twitter.com/d... 10.00 \n", "2071 Say hello to Gin &... https://twitter.com/d... 9.00 \n", "2074 *screams for a little... https://twitter.com/d... 12.00 \n", "2075 Meet Danny. He's too ... https://twitter.com/d... 6.00 \n", "2076 This is Ester. He has... https://twitter.com/d... 8.00 \n", "2077 This is Pluto. He's h... https://twitter.com/d... 8.00 \n", "2078 This is Bloo. He's a ... https://twitter.com/d... 8.00 \n", "2085 This is Paull. He jus... https://twitter.com/d... 10.00 \n", "2086 Meet Koda. He's large... https://twitter.com/d... 11.00 \n", "2090 This is Willy. He's m... https://twitter.com/d... 11.00 \n", "2092 Meet Herb. 12/10 http... https://twitter.com/d... 12.00 \n", "2095 Meet Scooter. He's re... https://twitter.com/d... 12.00 \n", "2097 This is Nigel. He acc... https://twitter.com/d... 10.00 \n", "2098 Meet Larry. He's a Pa... https://twitter.com/d... 8.00 \n", "2099 Meet Daisy. She's reb... https://twitter.com/d... 12.00 \n", "2101 This is Butters. He's... https://twitter.com/d... 10.00 \n", "2102 AT DAWN...\\nWE RIDE\\n... https://twitter.com/d... 11.00 \n", "2103 This is a Speckled Ca... https://twitter.com/d... 9.00 \n", "2104 This is Sandra. She's... https://twitter.com/d... 11.00 \n", "2105 This is Wally. He's a... https://twitter.com/d... 9.00 \n", "2106 \"Hi yes this is dog. ... https://twitter.com/d... 10.00 \n", "2108 Meet Winston. He want... https://twitter.com/d... 10.00 \n", "2110 This is Liam. He has ... https://twitter.com/d... 11.00 \n", "2112 This is Ben & Car... https://twitter.com/d... 11.00 \n", "2115 This is Raphael. He i... https://twitter.com/d... 10.00 \n", "2118 This is Julio. He was... https://twitter.com/d... 10.00 \n", "2119 This is Andru. He mad... https://twitter.com/d... 11.00 \n", "2120 I've never seen a dog... https://twitter.com/d... 12.00 \n", "2122 Meet Chester. He just... https://twitter.com/d... 10.00 \n", "2125 This is Kloey. Her mo... https://twitter.com/d... 10.00 \n", "2127 This is Shawwn. He's ... https://twitter.com/d... 8.00 \n", "2130 Very human-like. Cute... https://twitter.com/d... 10.00 \n", "2131 This is Skye. He is a... https://twitter.com/d... 10.00 \n", "2133 This is Linda. She ju... https://twitter.com/d... 10.00 \n", "2135 Meet Kollin. He's a P... https://twitter.com/d... 9.00 \n", "2136 This is a Coriander B... https://twitter.com/d... 10.00 \n", "2137 Meet Ronduh. She's a ... https://twitter.com/d... 10.00 \n", "2138 This is Billl. He's t... https://twitter.com/d... 6.00 \n", "2139 This is Oliviér. He's... https://twitter.com/d... 10.00 \n", "2140 This is Chip. Chip's ... https://twitter.com/d... 10.00 \n", "2141 Here we have a Gingiv... https://twitter.com/d... 10.00 \n", "2142 Meet Saydee. She's a ... https://twitter.com/d... 11.00 \n", "2143 Meet Dug. Dug fucken ... https://twitter.com/d... 8.00 \n", "2146 This is Kirk. He just... https://twitter.com/d... 12.00 \n", "2147 Just got home from co... https://twitter.com/d... 13.00 \n", "2149 This is Clarq. He's a... https://twitter.com/d... 8.00 \n", "2151 This is Samsom. He is... https://twitter.com/d... 9.00 \n", "2152 Here we have Pancho a... https://twitter.com/d... 10.00 \n", "2154 This is Tucker. He is... https://twitter.com/d... 12.00 \n", "2155 Meet Terrance. He's b... https://twitter.com/d... 11.00 \n", "2158 This is Bernie. He's ... https://twitter.com/d... 3.00 \n", "2162 This is Chaz. He's an... https://twitter.com/d... 12.00 \n", "2163 This is Jeremy. He ha... https://twitter.com/d... 11.00 \n", "2166 This is a Slovakian H... https://twitter.com/d... 10.00 \n", "2167 This is Herald. He li... https://twitter.com/d... 9.00 \n", "2168 Meet Lambeau. He's a ... https://twitter.com/d... 11.00 \n", "2169 This is Ruffles. He i... https://twitter.com/d... 11.00 \n", "2171 Say hello to Bobb. Bo... https://twitter.com/d... 11.00 \n", "2172 This is Banditt. He i... https://twitter.com/d... 10.00 \n", "2173 This is a wild Tobler... https://twitter.com/d... 7.00 \n", "2174 This is Kevon. He is ... https://twitter.com/d... 10.00 \n", "2175 Say hello to Winifred... https://twitter.com/d... 11.00 \n", "2179 This is an Irish Riga... https://twitter.com/d... 10.00 \n", "2180 This is Churlie. He l... https://twitter.com/d... 10.00 \n", "2181 Meet Zeek. He is a gr... https://twitter.com/d... 5.00 \n", "2182 This is Timofy. He's ... https://twitter.com/d... 9.00 \n", "2184 This is Jomathan. He ... https://twitter.com/d... 10.00 \n", "2188 This is Marvin. He ca... https://twitter.com/d... 11.00 \n", "2190 There's a lot going o... https://twitter.com/d... 10.00 \n", "2191 This is Spark. He's n... https://twitter.com/d... 8.00 \n", "2192 This is Gòrdón. He en... https://twitter.com/d... 12.00 \n", "2193 This is a Birmingham ... https://twitter.com/d... 10.00 \n", "2194 This is Jo. Jo is a S... https://twitter.com/d... 8.00 \n", "2195 Good teamwork between... https://twitter.com/d... 9.00 \n", "2200 Meet Rusty. Rusty's d... https://twitter.com/d... 11.00 \n", "2201 Meet Sophie. Her son ... https://twitter.com/d... 10.00 \n", "2202 Here we have an Azerb... https://twitter.com/d... 10.00 \n", "2204 Say hello to Bisquick... https://twitter.com/d... 8.00 \n", "2205 This is Torque. He se... https://twitter.com/d... 10.00 \n", "2207 These two dogs are Bo... https://twitter.com/d... 10.00 \n", "2208 This is Ron. Ron's cu... https://twitter.com/d... 8.00 \n", "2209 This is Skittles. I w... https://twitter.com/d... 12.00 \n", "2210 This is a Trans Siber... https://twitter.com/d... 7.00 \n", "2213 This is Alfie. He's t... https://twitter.com/d... 6.00 \n", "2215 This is Jiminy. He ha... https://twitter.com/d... 9.00 \n", "2218 This is Cleopatricia.... https://twitter.com/d... 9.00 \n", "2219 This is Erik. He's fu... https://twitter.com/d... 11.00 \n", "2220 Meet Stu. Stu has sta... https://twitter.com/d... 10.00 \n", "2224 This is a Shotokon Ma... https://twitter.com/d... 9.00 \n", "2225 THE EYES 12/10\\n\\nI'm... https://twitter.com/d... 12.00 \n", "2227 OMIGOD 12/10 https://... https://twitter.com/d... 12.00 \n", "2228 Dogs only please. Sma... https://twitter.com/d... 8.00 \n", "2230 This is a rare Hungar... https://twitter.com/d... 8.00 \n", "2232 Meet Olive. He comes ... https://twitter.com/d... 11.00 \n", "2237 Here is George. Georg... https://twitter.com/d... 9.00 \n", "2238 This is Kial. Kial is... https://twitter.com/d... 10.00 \n", "2239 This is a southwest C... https://twitter.com/d... 9.00 \n", "2240 This is Frank (pronou... https://twitter.com/d... 8.00 \n", "2241 Meet Naphaniel. He do... https://twitter.com/d... 10.00 \n", "2243 This is Dook & Mi... https://twitter.com/d... 8.00 \n", "2244 This a Norwegian Pewt... https://twitter.com/d... 12.00 \n", "2245 Say hello to Hall and... https://twitter.com/d... 11.00 \n", "2246 This is Philippe from... https://twitter.com/d... 9.00 \n", "2247 Two dogs in this one.... https://twitter.com/d... 7.00 \n", "2248 This is a northern Wa... https://twitter.com/d... 11.00 \n", "2249 This is Reese and Twi... https://twitter.com/d... 7.00 \n", "2250 Meet Cupcake. I would... https://twitter.com/d... 11.00 \n", "2253 Ermergerd 12/10 https... https://twitter.com/d... 12.00 \n", "2254 This is Biden. Biden ... https://twitter.com/d... 7.00 \n", "2255 This is Fwed. He is a... https://twitter.com/d... 8.00 \n", "2257 This is Genevieve. Sh... https://twitter.com/d... 9.00 \n", "2258 This is Joshwa. He is... https://twitter.com/d... 11.00 \n", "2259 *takes several long d... https://twitter.com/d... 12.00 \n", "2261 This is Timison. He j... https://twitter.com/d... 10.00 \n", "2262 This is a Dasani King... https://twitter.com/d... 8.00 \n", "2263 These are strange dog... https://twitter.com/d... 4.00 \n", "2264 This is Clarence. His... https://twitter.com/d... 9.00 \n", "2265 Say hello to Kenneth.... https://twitter.com/d... 10.00 \n", "2266 This is Churlie. AKA ... https://twitter.com/d... 10.00 \n", "2267 This is Bradlay. He i... https://twitter.com/d... 11.00 \n", "2268 This is Pipsy. He is ... https://twitter.com/d... 12.00 \n", "2269 Extremely intelligent... https://twitter.com/d... 10.00 \n", "2270 This is Gabe. He is a... https://twitter.com/d... 10.00 \n", "2271 This is Clybe. He is ... https://twitter.com/d... 7.00 \n", "2272 Here is Dave. He is a... https://twitter.com/d... 10.00 \n", "2275 This is Keet. He is a... https://twitter.com/d... 10.00 \n", "2276 12/10 gimme now https... https://twitter.com/d... 12.00 \n", "2281 These are Peruvian Fe... https://twitter.com/d... 10.00 \n", "2282 12/10 simply brillian... https://twitter.com/d... 12.00 \n", "2283 This is Jeph. He is a... https://twitter.com/d... 9.00 \n", "2284 This is Jockson. He i... https://twitter.com/d... 8.00 \n", "2286 This is a purebred Ba... https://twitter.com/d... 10.00 \n", "2288 This is Lugan. He is ... https://twitter.com/d... 10.00 \n", "2289 This is a golden Buck... https://twitter.com/d... 8.00 \n", "2290 This is Christoper. H... https://twitter.com/d... 8.00 \n", "2291 Cool dog. Enjoys couc... https://twitter.com/d... 4.00 \n", "2292 This is Jimothy. He i... https://twitter.com/d... 9.00 \n", "2293 I'll name the dogs fr... https://twitter.com/d... 10.00 \n", "2294 This is Scout. She is... https://twitter.com/d... 9.00 \n", "2295 Here we see a lone no... https://twitter.com/d... 7.00 \n", "2296 \"Can you behave? You'... https://twitter.com/d... 10.00 \n", "2298 Here we have an Austr... https://twitter.com/d... 7.00 \n", "2299 *internally screaming... https://twitter.com/d... 12.00 \n", "2300 This is Walter. He is... https://twitter.com/d... 10.00 \n", "2302 This is a southern Ve... https://twitter.com/d... 7.00 \n", "2303 Oh goodness. A super ... https://twitter.com/d... 9.00 \n", "2304 Those are sunglasses ... https://twitter.com/d... 11.00 \n", "2306 Here we have a mixed ... https://twitter.com/d... 8.00 \n", "2307 Look at this jokester... https://twitter.com/d... 10.00 \n", "2311 Can take selfies 11/1... https://twitter.com/d... 11.00 \n", "2314 Oh my. Here you are s... https://twitter.com/d... 11.00 \n", "2315 Can stand on stump fo... https://twitter.com/d... 8.00 \n", "2316 This appears to be a ... https://twitter.com/d... 9.00 \n", "2317 Here we have a well-e... https://twitter.com/d... 6.00 \n", "2318 Let's hope this fligh... https://twitter.com/d... 10.00 \n", "2319 Here we have a northe... https://twitter.com/d... 9.00 \n", "2320 This is the happiest ... https://twitter.com/d... 10.00 \n", "2321 Here is the Rand Paul... https://twitter.com/d... 8.00 \n", "2323 Here is a Siberian he... https://twitter.com/d... 10.00 \n", "2325 This is a truly beaut... https://twitter.com/d... 10.00 \n", "2326 Here we have a 1949 1... https://twitter.com/d... 5.00 \n", "2327 This is a purebred Pi... https://twitter.com/d... 6.00 \n", "2328 Here is a very happy ... https://twitter.com/d... 9.00 \n", "2329 This is a western bro... https://twitter.com/d... 7.00 \n", "2330 Here we have a Japane... https://twitter.com/d... 8.00 \n", "\n", " rating_denominator name dog_stage \\\n", "1 10.0 Tilly NaN \n", "2 10.0 Archie NaN \n", "4 10.0 Franklin NaN \n", "5 10.0 NaN NaN \n", "6 10.0 Jax NaN \n", "7 10.0 NaN NaN \n", "8 10.0 Zoey NaN \n", "9 10.0 Cassie doggo \n", "10 10.0 Koda NaN \n", "11 10.0 Bruno NaN \n", "12 10.0 NaN puppo \n", "13 10.0 Ted NaN \n", "14 10.0 Stuart puppo \n", "15 10.0 Oliver NaN \n", "16 10.0 Jim NaN \n", "17 10.0 Zeke NaN \n", "18 10.0 Ralphus NaN \n", "19 10.0 Gerald NaN \n", "20 10.0 Jeffrey NaN \n", "22 10.0 Canela NaN \n", "23 10.0 NaN NaN \n", "24 10.0 NaN NaN \n", "25 10.0 Maya NaN \n", "26 10.0 Mingus NaN \n", "28 10.0 Roscoe pupper \n", "30 10.0 Waffles NaN \n", "32 10.0 Jimbo NaN \n", "33 10.0 Maisey NaN \n", "36 10.0 NaN NaN \n", "37 10.0 Earl NaN \n", "38 10.0 Lola NaN \n", "39 10.0 Kevin NaN \n", "40 10.0 NaN NaN \n", "42 10.0 Yogi doggo \n", "43 10.0 Noah NaN \n", "44 10.0 Bella NaN \n", "45 10.0 Grizzwald floofer \n", "46 10.0 NaN NaN \n", "47 10.0 Rusty NaN \n", "48 10.0 Gus pupper \n", "49 10.0 Stanley NaN \n", "50 10.0 Alfy NaN \n", "52 10.0 Rey NaN \n", "53 10.0 Gary NaN \n", "55 10.0 a pupper \n", "58 10.0 NaN NaN \n", "59 10.0 Bella NaN \n", "60 10.0 Jesse NaN \n", "61 10.0 NaN NaN \n", "62 10.0 Romeo NaN \n", "64 10.0 Bailey NaN \n", "65 10.0 Duddles NaN \n", "69 10.0 Beau NaN \n", "70 10.0 Snoopy puppo \n", "74 10.0 Shadow NaN \n", "75 10.0 Emmy NaN \n", "76 10.0 Aja NaN \n", "78 10.0 Penny NaN \n", "79 10.0 Dante NaN \n", "80 10.0 Nelly NaN \n", "81 10.0 Ginger pupper \n", "83 10.0 Benedict NaN \n", "84 10.0 Venti NaN \n", "85 10.0 Goose NaN \n", "86 10.0 Nugget NaN \n", "88 10.0 NaN NaN \n", "89 10.0 Cash NaN \n", "91 10.0 Jed pupper \n", "92 10.0 NaN NaN \n", "93 10.0 Sebastian puppo \n", "94 10.0 NaN NaN \n", "96 10.0 Sierra pupper \n", "97 10.0 NaN doggo \n", "98 10.0 NaN NaN \n", "99 10.0 Monkey NaN \n", "100 10.0 NaN NaN \n", "102 10.0 Lassie NaN \n", "103 10.0 Rover pupper \n", "104 10.0 Napolean doggo \n", "107 10.0 Boomer NaN \n", "110 10.0 Cody NaN \n", "111 10.0 Zoey NaN \n", "112 10.0 Rumble NaN \n", "114 10.0 Dewey NaN \n", "115 10.0 Stanley NaN \n", "116 10.0 Scout doggo \n", "117 10.0 Gizmo NaN \n", "120 10.0 NaN NaN \n", "121 10.0 Cooper NaN \n", "122 10.0 NaN NaN \n", "123 10.0 Harold NaN \n", "124 10.0 Shikha puppo \n", "126 10.0 NaN NaN \n", "128 10.0 Lili NaN \n", "129 10.0 Jamesy pupper \n", "130 10.0 Coco NaN \n", "132 10.0 Boomer NaN \n", "133 10.0 Sammy NaN \n", "134 10.0 Nelly NaN \n", "136 10.0 Meatball NaN \n", "137 10.0 Paisley NaN \n", "139 10.0 Neptune NaN \n", "141 10.0 Belle NaN \n", "144 10.0 Quinn NaN \n", "145 10.0 Zooey NaN \n", "146 10.0 Dave NaN \n", "148 10.0 NaN NaN \n", "149 10.0 Hobbes NaN \n", "151 10.0 Burt NaN \n", "154 10.0 Lorenzo NaN \n", "155 10.0 Carl NaN \n", "159 10.0 Milky NaN \n", "160 10.0 Trooper NaN \n", "161 10.0 NaN puppo \n", "165 10.0 NaN doggo \n", "166 10.0 Sophie NaN \n", "167 10.0 Wyatt NaN \n", "168 10.0 Rosie NaN \n", "169 10.0 Thor NaN \n", "170 10.0 NaN NaN \n", "171 10.0 Oscar NaN \n", "174 10.0 Zeke NaN \n", "175 10.0 Callie NaN \n", "179 10.0 Cermet NaN \n", "183 10.0 NaN doggo, puppo \n", "185 10.0 quite NaN \n", "188 10.0 Marlee NaN \n", "189 10.0 Arya NaN \n", "190 10.0 Einstein NaN \n", "191 10.0 NaN pupper \n", "192 10.0 NaN doggo, floofer \n", "193 10.0 Alice NaN \n", "194 10.0 NaN NaN \n", "197 10.0 Benny NaN \n", "198 10.0 Aspen NaN \n", "199 10.0 Jarod NaN \n", "204 10.0 NaN NaN \n", "207 10.0 Kyle NaN \n", "208 10.0 Leo NaN \n", "211 10.0 Boomer pupper \n", "212 10.0 NaN NaN \n", "214 10.0 Noosh NaN \n", "217 10.0 NaN NaN \n", "218 10.0 Odin NaN \n", "220 10.0 Jerry NaN \n", "224 10.0 Rontu NaN \n", "226 10.0 Cannon NaN \n", "227 10.0 Furzey NaN \n", "228 10.0 Daisy NaN \n", "230 10.0 Tuck NaN \n", "231 10.0 Barney doggo \n", "233 10.0 Vixen NaN \n", "235 10.0 Jarvis NaN \n", "236 10.0 NaN NaN \n", "237 10.0 NaN NaN \n", "238 10.0 Mimosa doggo \n", "239 10.0 Pickles pupper \n", "242 10.0 Brady NaN \n", "244 10.0 Margo NaN \n", "246 10.0 Sadie NaN \n", "247 10.0 Hank NaN \n", "248 10.0 Tycho NaN \n", "249 10.0 Charlie NaN \n", "251 10.0 Winnie NaN \n", "252 10.0 George NaN \n", "253 10.0 Bentley NaN \n", "255 10.0 Penny NaN \n", "258 10.0 Max NaN \n", "259 10.0 Dawn NaN \n", "264 10.0 Maddie NaN \n", "266 10.0 Monty NaN \n", "267 10.0 Sojourner NaN \n", "270 10.0 Odie NaN \n", "272 10.0 Arlo NaN \n", "275 10.0 Walter NaN \n", "276 10.0 Stanley NaN \n", "280 10.0 Daisy NaN \n", "281 10.0 NaN pupper \n", "283 10.0 Vincent NaN \n", "284 10.0 Clark pupper \n", "291 10.0 Lucy NaN \n", "292 10.0 NaN NaN \n", "294 10.0 Eli NaN \n", "297 10.0 Ash NaN \n", "300 10.0 NaN NaN \n", "303 10.0 Tobi NaN \n", "306 10.0 Chester NaN \n", "307 10.0 Wilson NaN \n", "311 10.0 Bentley NaN \n", "312 10.0 Charlie NaN \n", "314 10.0 Bronte NaN \n", "315 10.0 Poppy NaN \n", "316 10.0 Gidget pupper \n", "317 10.0 Rhino doggo \n", "319 10.0 Willow NaN \n", "322 10.0 Orion NaN \n", "323 10.0 Eevee NaN \n", "324 10.0 Charlie NaN \n", "325 10.0 Smiley doggo \n", "330 10.0 Miguel doggo \n", "331 10.0 Emanuel doggo \n", "333 10.0 Kuyu NaN \n", "334 10.0 Daisy NaN \n", "335 10.0 NaN NaN \n", "336 10.0 Dutch NaN \n", "337 10.0 Pete doggo \n", "338 10.0 NaN pupper \n", "339 10.0 Scooter NaN \n", "340 10.0 Tucker NaN \n", "341 10.0 Reggie NaN \n", "342 10.0 Lilly NaN \n", "344 10.0 Samson NaN \n", "346 10.0 Mia NaN \n", "347 10.0 Leo NaN \n", "348 10.0 NaN doggo \n", "349 10.0 Malcolm NaN \n", "350 10.0 Dexter NaN \n", "354 10.0 one NaN \n", "356 10.0 Bear NaN \n", "357 10.0 Doobert doggo \n", "358 10.0 Beebop NaN \n", "359 10.0 Alexander NaN \n", "362 10.0 Brutus NaN \n", "363 10.0 Kona pupper \n", "364 10.0 Boots NaN \n", "365 10.0 Tucker NaN \n", "366 10.0 Ralphie NaN \n", "367 10.0 Charlie NaN \n", "368 10.0 Loki doggo \n", "369 10.0 Cupid doggo \n", "372 10.0 Pawnd NaN \n", "373 10.0 Pilot doggo \n", "374 10.0 NaN NaN \n", "375 10.0 NaN doggo \n", "378 10.0 Toby NaN \n", "379 10.0 NaN puppo \n", "380 10.0 Sweet NaN \n", "382 10.0 Pablo puppo \n", "384 10.0 Scooter NaN \n", "385 10.0 Wilson NaN \n", "386 10.0 NaN pupper \n", "389 10.0 Cash NaN \n", "391 10.0 Winston NaN \n", "397 10.0 NaN puppo \n", "398 10.0 Hobbes NaN \n", "400 10.0 NaN NaN \n", "401 10.0 Paisley NaN \n", "402 10.0 Gabe pupper \n", "403 10.0 NaN NaN \n", "405 10.0 Jimison NaN \n", "407 10.0 Duchess doggo \n", "408 10.0 Harlso NaN \n", "410 10.0 Sundance doggo \n", "412 10.0 Luca NaN \n", "413 10.0 NaN doggo \n", "414 10.0 Flash NaN \n", "416 10.0 Sunny NaN \n", "420 10.0 NaN NaN \n", "423 10.0 Oliver puppo \n", "426 10.0 Jazzy NaN \n", "427 10.0 Anna NaN \n", "429 10.0 Finn NaN \n", "433 10.0 Bo doggo \n", "435 10.0 Wafer NaN \n", "436 10.0 Bear NaN \n", "440 10.0 Florence NaN \n", "441 10.0 Autumn NaN \n", "443 10.0 Buddy NaN \n", "444 10.0 Dido doggo, pupper \n", "445 10.0 Eugene NaN \n", "448 10.0 Strudel NaN \n", "450 10.0 Tebow NaN \n", "451 10.0 NaN NaN \n", "452 10.0 Chloe NaN \n", "454 10.0 Timber NaN \n", "455 10.0 Binky NaN \n", "457 10.0 Dudley NaN \n", "458 10.0 Comet NaN \n", "461 10.0 Jack NaN \n", "462 10.0 NaN pupper \n", "464 10.0 Akumi NaN \n", "465 10.0 Titan NaN \n", "467 10.0 Cooper pupper \n", "468 10.0 Olivia NaN \n", "470 10.0 Alf NaN \n", "471 10.0 Oshie NaN \n", "473 10.0 Chubbs doggo \n", "474 10.0 Gary NaN \n", "475 10.0 Sky NaN \n", "476 10.0 Atlas NaN \n", "477 10.0 NaN doggo \n", "478 10.0 NaN NaN \n", "481 10.0 NaN NaN \n", "483 10.0 NaN doggo \n", "485 10.0 Rocky doggo \n", "486 10.0 Baron NaN \n", "487 10.0 Tyr NaN \n", "488 10.0 Bauer NaN \n", "489 10.0 Swagger NaN \n", "490 10.0 Brandi NaN \n", "493 10.0 Moe NaN \n", "494 10.0 Ted NaN \n", "495 10.0 Halo NaN \n", "497 10.0 Augie NaN \n", "498 10.0 Craig pupper \n", "500 10.0 Hunter NaN \n", "501 10.0 Pavlov NaN \n", "502 10.0 Phil NaN \n", "503 10.0 Gus NaN \n", "504 10.0 NaN NaN \n", "506 10.0 NaN NaN \n", "507 10.0 Kyro NaN \n", "508 10.0 Wallace NaN \n", "509 10.0 Ito NaN \n", "511 10.0 Koda NaN \n", "514 10.0 NaN doggo, pupper \n", "515 10.0 Cooper NaN \n", "516 10.0 Ollie pupper \n", "517 10.0 Stephan NaN \n", "519 10.0 Lennon NaN \n", "523 10.0 Waffles NaN \n", "525 10.0 incredibly NaN \n", "527 10.0 Major NaN \n", "528 10.0 Duke NaN \n", "530 10.0 Zeke NaN \n", "532 10.0 Shooter NaN \n", "533 10.0 Django NaN \n", "537 10.0 Diogi puppo \n", "539 10.0 NaN pupper \n", "542 10.0 Winston NaN \n", "543 10.0 Marley NaN \n", "546 10.0 Winnie NaN \n", "549 10.0 Loki puppo \n", "551 10.0 Ronnie NaN \n", "553 10.0 Wallace NaN \n", "555 10.0 Milo NaN \n", "557 10.0 Bones doggo, pupper \n", "560 10.0 Mauve NaN \n", "561 10.0 Chef NaN \n", "564 10.0 Doc floofer \n", "566 10.0 Peaches NaN \n", "569 10.0 Sobe doggo \n", "570 10.0 Longfellow NaN \n", "572 10.0 Jeffrey NaN \n", "573 10.0 Mister NaN \n", "574 10.0 Iroh NaN \n", "575 10.0 Shadow NaN \n", "589 10.0 Cooper NaN \n", "590 10.0 NaN pupper \n", "591 10.0 Cassie NaN \n", "592 10.0 Pancake NaN \n", "595 10.0 Tyr NaN \n", "596 10.0 Romeo NaN \n", "598 10.0 NaN doggo \n", "599 10.0 Snicku NaN \n", "601 10.0 Ruby NaN \n", "603 10.0 NaN NaN \n", "604 10.0 Yogi NaN \n", "605 10.0 Daisy NaN \n", "606 10.0 NaN doggo \n", "607 10.0 Brody NaN \n", "612 10.0 Nimbus NaN \n", "614 10.0 Maximus NaN \n", "615 10.0 Clark NaN \n", "617 10.0 Dobby NaN \n", "618 10.0 Fiona NaN \n", "619 10.0 Moreton NaN \n", "620 10.0 Dave NaN \n", "621 10.0 NaN NaN \n", "622 10.0 Tucker NaN \n", "623 10.0 Juno NaN \n", "625 10.0 Lily puppo \n", "626 10.0 Newt NaN \n", "627 10.0 Benji NaN \n", "628 10.0 Nida NaN \n", "630 10.0 Robin NaN \n", "633 10.0 Monster NaN \n", "634 10.0 BeBe NaN \n", "635 10.0 Remus NaN \n", "640 10.0 NaN NaN \n", "641 10.0 Levi NaN \n", "642 10.0 Mabel NaN \n", "644 10.0 Misty NaN \n", "647 10.0 Mosby NaN \n", "649 10.0 Maggie NaN \n", "650 10.0 Bruce NaN \n", "655 10.0 Eli NaN \n", "656 10.0 Brownie NaN \n", "657 10.0 Rizzy NaN \n", "660 10.0 Stella NaN \n", "661 10.0 Bo NaN \n", "663 10.0 Butter NaN \n", "665 10.0 Dexter NaN \n", "666 10.0 NaN NaN \n", "667 10.0 Leo NaN \n", "670 10.0 Frank NaN \n", "671 10.0 Tonks puppo \n", "672 10.0 Moose NaN \n", "675 10.0 Rory NaN \n", "677 10.0 Logan NaN \n", "678 10.0 NaN NaN \n", "679 10.0 Dale NaN \n", "680 10.0 Rizzo doggo \n", "682 10.0 Mattie NaN \n", "686 10.0 Rusty NaN \n", "688 10.0 Dallas NaN \n", "692 10.0 Rusty NaN \n", "693 10.0 Frankie NaN \n", "694 10.0 Stormy NaN \n", "698 10.0 Mairi NaN \n", "699 10.0 Loomis NaN \n", "700 10.0 Finn NaN \n", "701 10.0 Godi NaN \n", "703 10.0 Dave NaN \n", "704 10.0 Earl NaN \n", "706 10.0 Deacon doggo \n", "707 10.0 Penny NaN \n", "708 10.0 Timmy NaN \n", "709 10.0 Sampson doggo \n", "712 10.0 NaN NaN \n", "716 10.0 Oakley NaN \n", "717 10.0 NaN NaN \n", "719 10.0 Dash NaN \n", "720 10.0 Koda NaN \n", "721 10.0 Hercules NaN \n", "722 10.0 NaN NaN \n", "725 10.0 Bear NaN \n", "726 10.0 NaN NaN \n", "729 10.0 Scout NaN \n", "732 10.0 NaN NaN \n", "733 10.0 Jay NaN \n", "736 10.0 Mya NaN \n", "737 10.0 Strider NaN \n", "738 10.0 Penny NaN \n", "739 10.0 NaN NaN \n", "741 10.0 Nala NaN \n", "742 10.0 Stanley NaN \n", "743 10.0 NaN pupper \n", "744 10.0 Sophie pupper \n", "746 10.0 Wesley NaN \n", "747 10.0 NaN NaN \n", "749 10.0 Derek NaN \n", "750 10.0 Jeffrey NaN \n", "752 10.0 Solomon NaN \n", "753 10.0 Huck pupper \n", "755 10.0 NaN floofer \n", "756 10.0 O NaN \n", "760 10.0 Blue NaN \n", "763 10.0 Finley doggo \n", "765 10.0 Tucker NaN \n", "766 10.0 Finley NaN \n", "767 10.0 Sprinkles NaN \n", "768 10.0 NaN NaN \n", "770 10.0 Heinrich NaN \n", "771 10.0 Loki NaN \n", "772 10.0 Shakespeare NaN \n", "773 10.0 Chelsea pupper \n", "777 10.0 Grey NaN \n", "779 10.0 Roosevelt NaN \n", "781 10.0 a NaN \n", "782 10.0 Willem pupper \n", "783 10.0 NaN NaN \n", "784 10.0 Jack NaN \n", "785 10.0 Finn NaN \n", "786 10.0 Penny NaN \n", "788 10.0 Davey NaN \n", "789 10.0 Dakota NaN \n", "790 10.0 Fizz NaN \n", "793 10.0 Charlie NaN \n", "795 10.0 Winston NaN \n", "796 10.0 Sebastian NaN \n", "799 10.0 Jackson NaN \n", "801 10.0 Carbon NaN \n", "802 10.0 Klein NaN \n", "803 10.0 Titan NaN \n", "805 10.0 DonDon NaN \n", "806 10.0 Kirby NaN \n", "808 10.0 Jesse NaN \n", "809 10.0 Lou NaN \n", "810 10.0 Oakley NaN \n", "812 10.0 Chevy NaN \n", "815 10.0 Philbert NaN \n", "816 10.0 Louie NaN \n", "818 10.0 Rupert NaN \n", "820 10.0 Rufus NaN \n", "822 10.0 Brudge NaN \n", "823 10.0 Shadoe NaN \n", "824 10.0 Oscar NaN \n", "826 10.0 Juno NaN \n", "827 10.0 Angel NaN \n", "828 10.0 Brat NaN \n", "829 10.0 Tove NaN \n", "830 10.0 my NaN \n", "831 10.0 Louie pupper \n", "832 10.0 Gromit NaN \n", "833 10.0 Aubie NaN \n", "834 10.0 Kota NaN \n", "836 10.0 Alfie NaN \n", "837 10.0 Clark NaN \n", "840 10.0 Leela NaN \n", "841 10.0 Glenn NaN \n", "842 10.0 Buddy NaN \n", "845 10.0 Shelby NaN \n", "849 10.0 Sephie NaN \n", "851 10.0 Bruce NaN \n", "852 10.0 Bonaparte NaN \n", "854 10.0 Bo NaN \n", "855 10.0 Wishes doggo \n", "856 10.0 Rose NaN \n", "858 10.0 Atlas NaN \n", "860 10.0 Rocco NaN \n", "865 10.0 NaN NaN \n", "866 10.0 Kirby NaN \n", "867 10.0 Maggie doggo, pupper \n", "868 10.0 Emma NaN \n", "869 10.0 Oakley NaN \n", "871 10.0 Luna NaN \n", "873 10.0 Toby NaN \n", "874 10.0 Spencer NaN \n", "876 10.0 NaN doggo \n", "877 10.0 Boston NaN \n", "878 10.0 Brandonald NaN \n", "880 10.0 Odie NaN \n", "881 10.0 Corey NaN \n", "887 10.0 Cooper NaN \n", "891 10.0 NaN doggo \n", "892 10.0 Devón NaN \n", "893 10.0 Oliver NaN \n", "894 10.0 Jax pupper \n", "895 10.0 Gert NaN \n", "897 10.0 NaN NaN \n", "899 10.0 NaN puppo \n", "900 10.0 NaN pupper \n", "902 10.0 Watson NaN \n", "904 10.0 Winnie NaN \n", "907 10.0 Dex NaN \n", "908 10.0 NaN NaN \n", "909 10.0 NaN NaN \n", "911 10.0 Scout NaN \n", "912 10.0 Hank NaN \n", "914 10.0 Ace NaN \n", "916 10.0 Tayzie NaN \n", "918 10.0 Grizzie NaN \n", "920 10.0 NaN doggo \n", "924 10.0 NaN doggo \n", "926 10.0 Brody NaN \n", "928 10.0 Ruby NaN \n", "929 10.0 Tucker NaN \n", "931 10.0 Toby NaN \n", "932 10.0 NaN doggo, pupper \n", "933 10.0 Max NaN \n", "934 10.0 NaN pupper \n", "935 10.0 Gilbert NaN \n", "936 10.0 NaN NaN \n", "937 10.0 Cooper puppo \n", "938 10.0 Milo pupper \n", "939 10.0 Meyer NaN \n", "941 10.0 Arnie NaN \n", "942 10.0 Zoe pupper \n", "944 10.0 NaN NaN \n", "945 10.0 Stewie NaN \n", "946 10.0 Calvin NaN \n", "947 10.0 Lilah NaN \n", "948 10.0 Spanky NaN \n", "949 10.0 NaN pupper \n", "950 10.0 Jameson NaN \n", "951 10.0 Beau NaN \n", "952 10.0 Jax NaN \n", "954 10.0 Bo NaN \n", "956 10.0 Lucy NaN \n", "957 10.0 Finn pupper \n", "958 10.0 NaN NaN \n", "959 10.0 George NaN \n", "960 10.0 Blu floofer \n", "962 10.0 Winston NaN \n", "964 10.0 not NaN \n", "965 10.0 Divine doggo \n", "967 10.0 Tripp NaN \n", "970 10.0 Cora NaN \n", "971 10.0 NaN NaN \n", "973 10.0 Duke NaN \n", "976 10.0 NaN pupper \n", "977 10.0 NaN NaN \n", "978 10.0 a NaN \n", "979 10.0 Huxley NaN \n", "980 10.0 a NaN \n", "983 10.0 Bookstore NaN \n", "984 10.0 NaN NaN \n", "985 10.0 NaN NaN \n", "989 10.0 Atticus NaN \n", "991 10.0 NaN NaN \n", "993 10.0 a NaN \n", "995 10.0 NaN NaN \n", "997 10.0 Abby NaN \n", "1000 10.0 Shiloh NaN \n", "1001 10.0 an NaN \n", "1002 10.0 Gustav NaN \n", "1003 10.0 Arlen NaN \n", "1004 10.0 Gus NaN \n", "1007 10.0 very NaN \n", "1010 10.0 Oliver NaN \n", "1011 10.0 Abby puppo \n", "1012 10.0 Indie NaN \n", "1013 10.0 Harvey NaN \n", "1014 10.0 Blanket NaN \n", "1015 10.0 NaN doggo \n", "1017 10.0 Geno NaN \n", "1018 10.0 NaN NaN \n", "1020 10.0 Stark NaN \n", "1024 10.0 Kilo puppo \n", "1025 10.0 a pupper \n", "1026 10.0 Kayla NaN \n", "1030 10.0 Bell NaN \n", "1031 10.0 Phil NaN \n", "1034 10.0 NaN NaN \n", "1035 10.0 Aqua pupper \n", "1036 10.0 Tucker NaN \n", "1037 10.0 Theodore NaN \n", "1039 10.0 just doggo, pupper \n", "1040 10.0 Leo NaN \n", "1041 10.0 NaN NaN \n", "1046 10.0 Chase NaN \n", "1047 10.0 getting NaN \n", "1048 10.0 Nollie NaN \n", "1049 10.0 Rorie NaN \n", "1050 10.0 Simba NaN \n", "1052 10.0 Benji pupper \n", "1053 10.0 NaN NaN \n", "1054 10.0 Kyle NaN \n", "1055 10.0 NaN doggo \n", "1058 10.0 NaN NaN \n", "1059 10.0 Bayley puppo \n", "1060 10.0 NaN NaN \n", "1061 10.0 NaN NaN \n", "1062 10.0 Axel NaN \n", "1063 10.0 Storkson NaN \n", "1064 10.0 Remy NaN \n", "1065 10.0 Bella NaN \n", "1066 10.0 NaN NaN \n", "1067 10.0 NaN floofer \n", "1070 10.0 Chadrick NaN \n", "1073 10.0 very NaN \n", "1074 10.0 NaN NaN \n", "1075 10.0 Maxaroni NaN \n", "1076 10.0 NaN pupper \n", "1077 10.0 Dakota NaN \n", "1079 10.0 Kellogg doggo \n", "1080 10.0 Buckley pupper \n", "1081 10.0 Jax NaN \n", "1082 10.0 NaN NaN \n", "1083 10.0 Livvie NaN \n", "1085 10.0 Terry NaN \n", "1086 10.0 Moose floofer \n", "1087 10.0 NaN NaN \n", "1088 10.0 Hermione NaN \n", "1089 10.0 NaN doggo, pupper \n", "1091 10.0 Aldrick NaN \n", "1092 10.0 NaN NaN \n", "1094 10.0 Larry NaN \n", "1095 10.0 Solomon NaN \n", "1098 10.0 Rooney pupper \n", "1099 10.0 Crystal NaN \n", "1100 10.0 Ziva NaN \n", "1104 10.0 Stefan NaN \n", "1105 10.0 Pupcasso NaN \n", "1107 10.0 Puff NaN \n", "1108 10.0 NaN NaN \n", "1109 10.0 Flurpson NaN \n", "1112 10.0 Enchilada NaN \n", "1113 10.0 Raymond NaN \n", "1115 10.0 Rueben pupper \n", "1116 10.0 Cilantro NaN \n", "1117 10.0 NaN doggo \n", "1118 10.0 NaN pupper \n", "1119 10.0 NaN pupper \n", "1121 10.0 Karll NaN \n", "1124 10.0 Blitz NaN \n", "1125 10.0 Bloop NaN \n", "1126 10.0 NaN NaN \n", "1127 10.0 Colby NaN \n", "1128 10.0 Lillie pupper \n", "1129 10.0 Lola NaN \n", "1131 10.0 Fred NaN \n", "1132 10.0 NaN doggo \n", "1133 10.0 Ashleigh pupper \n", "1134 10.0 Kreggory NaN \n", "1135 10.0 Sarge NaN \n", "1137 10.0 Sugar NaN \n", "1139 10.0 Ivar NaN \n", "1142 10.0 Schnitzel NaN \n", "1143 10.0 Panda NaN \n", "1144 10.0 Oliver pupper \n", "1145 10.0 Archie NaN \n", "1146 10.0 Berkeley NaN \n", "1147 10.0 NaN NaN \n", "1148 10.0 Ralphé NaN \n", "1150 10.0 Charleson NaN \n", "1151 10.0 Neptune NaN \n", "1152 10.0 NaN doggo \n", "1154 10.0 Harnold NaN \n", "1156 10.0 Lucy NaN \n", "1157 10.0 Pippa NaN \n", "1158 10.0 Sadie NaN \n", "1159 10.0 Otis NaN \n", "1160 10.0 NaN NaN \n", "1161 10.0 Carper NaN \n", "1162 10.0 NaN NaN \n", "1165 10.0 Alexanderson NaN \n", "1166 10.0 Suki NaN \n", "1167 10.0 Barclay NaN \n", "1169 10.0 a NaN \n", "1171 10.0 Ebby NaN \n", "1172 10.0 Flávio NaN \n", "1173 10.0 Smokey pupper \n", "1174 10.0 Link NaN \n", "1175 10.0 Jennifur NaN \n", "1179 10.0 Stephanus NaN \n", "1180 10.0 NaN doggo \n", "1181 10.0 Bubbles NaN \n", "1183 10.0 a NaN \n", "1185 10.0 Toby NaN \n", "1186 10.0 Zeus NaN \n", "1188 10.0 Oscar NaN \n", "1189 10.0 Nico NaN \n", "1190 10.0 Michelangelope NaN \n", "1192 10.0 Calbert NaN \n", "1194 10.0 Curtis NaN \n", "1196 10.0 NaN NaN \n", "1198 10.0 Travis NaN \n", "1199 10.0 Thumas NaN \n", "1200 10.0 NaN NaN \n", "1201 10.0 NaN NaN \n", "1202 10.0 Kanu NaN \n", "1205 10.0 Piper NaN \n", "1206 10.0 NaN NaN \n", "1207 10.0 Lance NaN \n", "1209 10.0 Stubert NaN \n", "1210 10.0 NaN NaN \n", "1211 10.0 Sunny NaN \n", "1214 10.0 NaN NaN \n", "1216 10.0 Olive NaN \n", "1220 10.0 Roosevelt NaN \n", "1224 10.0 NaN NaN \n", "1226 10.0 Chuckles pupper \n", "1227 10.0 Milo NaN \n", "1229 10.0 Sora NaN \n", "1232 10.0 Beemo NaN \n", "1234 10.0 Gunner NaN \n", "1235 10.0 infuriating NaN \n", "1236 10.0 NaN NaN \n", "1238 10.0 Tater NaN \n", "1239 10.0 NaN pupper \n", "1240 10.0 Watson NaN \n", "1242 10.0 NaN NaN \n", "1243 10.0 Olaf NaN \n", "1244 10.0 Cecil NaN \n", "1245 10.0 Vince NaN \n", "1246 10.0 Karma NaN \n", "1247 10.0 Billy NaN \n", "1248 10.0 Walker NaN \n", "1249 10.0 Penny NaN \n", "1252 10.0 Rodney NaN \n", "1255 10.0 NaN pupper \n", "1256 10.0 Malikai NaN \n", "1257 10.0 Mister NaN \n", "1258 10.0 Coco NaN \n", "1260 10.0 Bear NaN \n", "1261 10.0 Bobble NaN \n", "1263 10.0 Oliver NaN \n", "1265 10.0 Jebberson NaN \n", "1266 10.0 NaN NaN \n", "1267 10.0 Cooper NaN \n", "1268 10.0 Remington NaN \n", "1269 10.0 NaN NaN \n", "1272 10.0 Rufus NaN \n", "1273 10.0 Sadie NaN \n", "1274 10.0 NaN NaN \n", "1278 10.0 Harper NaN \n", "1280 10.0 NaN pupper \n", "1281 10.0 Clarkus NaN \n", "1282 10.0 NaN NaN \n", "1283 10.0 Finnegus pupper \n", "1284 10.0 Cassie NaN \n", "1285 10.0 Cupcake NaN \n", "1286 10.0 Kathmandu NaN \n", "1287 10.0 Tucker NaN \n", "1288 10.0 Ellie NaN \n", "1291 10.0 Katie NaN \n", "1294 10.0 Oliver NaN \n", "1295 10.0 NaN NaN \n", "1296 10.0 Koda NaN \n", "1297 10.0 NaN pupper \n", "1298 10.0 NaN NaN \n", "1299 10.0 Kara NaN \n", "1301 10.0 Dexter NaN \n", "1303 10.0 Adele pupper \n", "1304 10.0 Lucy NaN \n", "1305 10.0 Max NaN \n", "1307 10.0 NaN NaN \n", "1308 10.0 Zara NaN \n", "1309 10.0 Cooper NaN \n", "1310 10.0 Ambrose pupper \n", "1311 10.0 Jimothy NaN \n", "1313 10.0 Terrenth NaN \n", "1314 10.0 Reese NaN \n", "1316 10.0 a pupper \n", "1317 10.0 NaN NaN \n", "1320 10.0 NaN NaN \n", "1322 10.0 Lucia NaN \n", "1323 10.0 Bisquick NaN \n", "1328 10.0 NaN NaN \n", "1329 10.0 NaN NaN \n", "1331 10.0 Scooter pupper \n", "1334 10.0 Charlie NaN \n", "1335 10.0 Socks NaN \n", "1337 10.0 a NaN \n", "1341 10.0 Lucy NaN \n", "1342 10.0 Rambo NaN \n", "1343 10.0 Sansa pupper \n", "1344 10.0 a NaN \n", "1346 10.0 NaN NaN \n", "1347 10.0 NaN NaN \n", "1348 10.0 NaN NaN \n", "1349 10.0 Fiji NaN \n", "1350 10.0 Rilo NaN \n", "1351 10.0 Bilbo NaN \n", "1353 10.0 Coopson NaN \n", "1354 10.0 Yoda NaN \n", "1355 10.0 Millie pupper \n", "1356 10.0 NaN NaN \n", "1358 10.0 a pupper \n", "1359 10.0 Crouton NaN \n", "1361 10.0 very NaN \n", "1362 10.0 Vincent NaN \n", "1365 10.0 Dotsy NaN \n", "1367 10.0 NaN pupper \n", "1369 10.0 Coops NaN \n", "1370 10.0 Thumas NaN \n", "1371 10.0 Cooper pupper \n", "1372 10.0 Nala NaN \n", "1373 10.0 NaN NaN \n", "1374 10.0 Fillup NaN \n", "1376 10.0 Archie NaN \n", "1377 10.0 NaN pupper \n", "1378 10.0 NaN NaN \n", "1379 10.0 Miley NaN \n", "1380 10.0 Calbert NaN \n", "1381 10.0 NaN NaN \n", "1383 10.0 Reagan NaN \n", "1384 10.0 NaN NaN \n", "1386 10.0 NaN pupper \n", "1387 10.0 Oliver NaN \n", "1388 10.0 CeCe NaN \n", "1389 10.0 NaN NaN \n", "1390 10.0 Cuddles NaN \n", "1391 10.0 Rusty NaN \n", "1392 10.0 NaN NaN \n", "1393 10.0 Claude NaN \n", "1394 10.0 Jessiga NaN \n", "1395 10.0 Maximus NaN \n", "1396 10.0 Franklin NaN \n", "1397 10.0 Beau NaN \n", "1398 10.0 Lily NaN \n", "1399 10.0 NaN NaN \n", "1400 10.0 Doug NaN \n", "1401 10.0 Cassie NaN \n", "1404 10.0 NaN pupper \n", "1405 10.0 NaN pupper \n", "1410 10.0 Bentley NaN \n", "1411 10.0 getting NaN \n", "1412 10.0 Charlie NaN \n", "1414 10.0 Rosie NaN \n", "1415 10.0 NaN NaN \n", "1416 10.0 NaN NaN \n", "1423 10.0 NaN NaN \n", "1424 10.0 Berb NaN \n", "1426 10.0 NaN NaN \n", "1427 10.0 Wyatt NaN \n", "1429 10.0 Calvin NaN \n", "1430 10.0 NaN NaN \n", "1431 10.0 Bob NaN \n", "1432 10.0 Colin NaN \n", "1433 10.0 just pupper \n", "1434 10.0 Lorenzo pupper \n", "1436 10.0 Brian NaN \n", "1441 10.0 Oliviér NaN \n", "1443 10.0 Grady pupper \n", "1444 10.0 NaN NaN \n", "1446 10.0 Chester NaN \n", "1448 10.0 Kobe NaN \n", "1451 10.0 Freddery NaN \n", "1452 10.0 NaN pupper \n", "1453 10.0 NaN NaN \n", "1457 10.0 Sadie NaN \n", "1459 10.0 NaN pupper \n", "1460 10.0 Bodie NaN \n", "1461 10.0 Dunkin NaN \n", "1462 10.0 NaN NaN \n", "1464 10.0 NaN NaN \n", "1465 10.0 Wally pupper \n", "1466 10.0 NaN NaN \n", "1467 10.0 Tupawc NaN \n", "1468 10.0 NaN pupper \n", "1469 10.0 NaN pupper \n", "1470 10.0 Chester NaN \n", "1471 10.0 Amber NaN \n", "1472 10.0 Cody NaN \n", "1475 10.0 a NaN \n", "1476 10.0 Edgar NaN \n", "1479 10.0 Kingsley NaN \n", "1482 10.0 NaN NaN \n", "1483 10.0 Richie NaN \n", "1484 10.0 NaN NaN \n", "1485 10.0 Leo NaN \n", "1486 10.0 Bailey NaN \n", "1487 10.0 NaN NaN \n", "1488 10.0 Molly NaN \n", "1489 10.0 NaN NaN \n", "1492 10.0 NaN NaN \n", "1495 10.0 Peaches NaN \n", "1496 10.0 Vinscent NaN \n", "1500 10.0 Lolo NaN \n", "1501 10.0 Eriq NaN \n", "1502 10.0 Phred NaN \n", "1503 10.0 the NaN \n", "1507 10.0 NaN pupper \n", "1508 10.0 NaN NaN \n", "1509 10.0 Covach NaN \n", "1512 10.0 Gizmo pupper \n", "1513 10.0 Durg NaN \n", "1514 10.0 Fynn NaN \n", "1515 10.0 Luca NaN \n", "1517 10.0 Lucy pupper \n", "1519 10.0 NaN NaN \n", "1520 10.0 Carl NaN \n", "1522 10.0 Chipson NaN \n", "1523 10.0 Herald NaN \n", "1524 10.0 Lucky NaN \n", "1526 10.0 NaN NaN \n", "1527 10.0 Trip pupper \n", "1528 10.0 NaN pupper \n", "1530 10.0 NaN NaN \n", "1532 10.0 Brad NaN \n", "1533 10.0 NaN NaN \n", "1534 10.0 Pubert NaN \n", "1535 10.0 Frönq NaN \n", "1536 10.0 NaN pupper \n", "1537 10.0 Louis NaN \n", "1540 10.0 NaN NaN \n", "1541 10.0 Kilo NaN \n", "1543 10.0 Louis NaN \n", "1544 10.0 NaN pupper \n", "1545 10.0 Trooper NaN \n", "1547 10.0 Blakely pupper \n", "1548 10.0 Opal NaN \n", "1549 10.0 Marq NaN \n", "1550 10.0 NaN NaN \n", "1552 10.0 Kramer NaN \n", "1554 10.0 Tyrone NaN \n", "1556 10.0 Gordon NaN \n", "1558 10.0 Baxter NaN \n", "1560 10.0 NaN pupper \n", "1564 10.0 NaN NaN \n", "1565 10.0 Mona pupper \n", "1566 10.0 Olivia pupper \n", "1567 10.0 Horace NaN \n", "1569 10.0 Crimson NaN \n", "1570 10.0 Birf pupper \n", "1571 10.0 NaN NaN \n", "1573 10.0 Flávio NaN \n", "1575 10.0 NaN NaN \n", "1576 10.0 NaN pupper \n", "1578 10.0 Lorelei NaN \n", "1579 10.0 the pupper \n", "1580 10.0 Olive NaN \n", "1583 10.0 Brooks NaN \n", "1584 10.0 Otis pupper \n", "1587 10.0 NaN NaN \n", "1588 10.0 Rocky NaN \n", "1589 10.0 NaN NaN \n", "1590 10.0 Petrick floofer \n", "1591 10.0 Hubertson pupper \n", "1593 10.0 Gerbald pupper \n", "1596 10.0 Oreo NaN \n", "1597 10.0 Bruiser NaN \n", "1599 10.0 Perry NaN \n", "1602 10.0 Theodore NaN \n", "1603 10.0 NaN NaN \n", "1607 10.0 Pippa NaN \n", "1608 10.0 Jeph NaN \n", "1609 10.0 Obi NaN \n", "1613 10.0 Tino NaN \n", "1614 10.0 NaN NaN \n", "1615 10.0 Kulet NaN \n", "1618 10.0 Lupe NaN \n", "1619 10.0 Sadie NaN \n", "1620 10.0 Tiger NaN \n", "1622 10.0 NaN pupper \n", "1623 10.0 NaN pupper \n", "1624 10.0 Buddy NaN \n", "1625 10.0 Sebastian NaN \n", "1627 10.0 Griffin NaN \n", "1628 10.0 Banjo pupper \n", "1629 10.0 NaN pupper \n", "1630 10.0 NaN NaN \n", "1631 10.0 Jack NaN \n", "1632 10.0 NaN NaN \n", "1633 10.0 Brandy pupper \n", "1634 10.0 Larry pupper \n", "1635 10.0 NaN NaN \n", "1637 10.0 Lulu NaN \n", "1641 10.0 Taco NaN \n", "1643 10.0 Joey NaN \n", "1644 10.0 NaN NaN \n", "1645 10.0 NaN NaN \n", "1647 10.0 Kreg NaN \n", "1648 10.0 Brody NaN \n", "1650 10.0 Jax NaN \n", "1655 10.0 Ulysses NaN \n", "1657 10.0 Jimothy NaN \n", "1658 10.0 Charlie pupper \n", "1659 10.0 Bo pupper \n", "1661 10.0 Toffee pupper \n", "1662 10.0 NaN NaN \n", "1663 10.0 Apollo NaN \n", "1664 10.0 Carly NaN \n", "1667 10.0 Glacier NaN \n", "1669 10.0 actually NaN \n", "1670 10.0 Sarge NaN \n", "1671 10.0 Panda NaN \n", "1673 10.0 NaN pupper \n", "1674 10.0 Aspen NaN \n", "1675 10.0 NaN NaN \n", "1677 10.0 Alice NaN \n", "1678 10.0 Sadie NaN \n", "1679 10.0 Griswold NaN \n", "1680 10.0 Cheesy NaN \n", "1681 10.0 Ellie pupper \n", "1683 10.0 NaN NaN \n", "1685 10.0 Brody NaN \n", "1687 10.0 Percy NaN \n", "1688 10.0 NaN NaN \n", "1689 10.0 Hector pupper \n", "1693 10.0 NaN pupper \n", "1695 10.0 Goliath NaN \n", "1696 10.0 Kawhi pupper \n", "1697 10.0 Reggie NaN \n", "1698 10.0 Ozzy NaN \n", "1699 10.0 NaN pupper \n", "1704 10.0 NaN NaN \n", "1706 10.0 Willie NaN \n", "1707 10.0 NaN pupper \n", "1708 10.0 Rinna pupper \n", "1709 10.0 NaN NaN \n", "1711 10.0 Mike NaN \n", "1712 10.0 a NaN \n", "1714 10.0 William NaN \n", "1716 10.0 Evy NaN \n", "1717 10.0 Hurley NaN \n", "1719 10.0 Rubio NaN \n", "1720 10.0 NaN NaN \n", "1721 10.0 Louis NaN \n", "1722 10.0 officially NaN \n", "1726 10.0 NaN NaN \n", "1727 10.0 Lola NaN \n", "1728 10.0 NaN pupper \n", "1729 10.0 Linda NaN \n", "1730 10.0 Tug NaN \n", "1732 10.0 Wilson NaN \n", "1733 10.0 Dash NaN \n", "1737 10.0 Grizz NaN \n", "1738 10.0 NaN NaN \n", "1739 10.0 Crystal NaN \n", "1740 10.0 Jerome NaN \n", "1742 10.0 NaN NaN \n", "1743 10.0 Bella pupper \n", "1745 10.0 NaN pupper \n", "1746 10.0 Rosie NaN \n", "1747 10.0 NaN pupper \n", "1748 10.0 Jessifer NaN \n", "1750 10.0 Reese NaN \n", "1752 10.0 NaN NaN \n", "1753 10.0 NaN NaN \n", "1755 10.0 Ralph NaN \n", "1756 10.0 Sadie NaN \n", "1757 10.0 NaN NaN \n", "1758 10.0 NaN NaN \n", "1760 10.0 a NaN \n", "1762 10.0 NaN NaN \n", "1764 10.0 NaN NaN \n", "1765 10.0 Axel NaN \n", "1767 10.0 NaN NaN \n", "1768 10.0 Humphrey NaN \n", "1770 10.0 Tassy NaN \n", "1771 10.0 Juckson NaN \n", "1772 10.0 the pupper \n", "1774 10.0 NaN NaN \n", "1775 10.0 Cooper NaN \n", "1776 10.0 NaN NaN \n", "1777 10.0 Tyrus NaN \n", "1779 10.0 NaN NaN \n", "1781 10.0 NaN pupper \n", "1784 10.0 Ash NaN \n", "1785 10.0 NaN NaN \n", "1787 10.0 Penny NaN \n", "1789 10.0 NaN pupper \n", "1792 10.0 Godzilla pupper \n", "1795 10.0 Bubbles NaN \n", "1798 10.0 NaN NaN \n", "1799 10.0 Griffin NaN \n", "1800 10.0 NaN pupper \n", "1801 10.0 NaN NaN \n", "1802 10.0 Duke NaN \n", "1804 10.0 Winston NaN \n", "1807 10.0 NaN NaN \n", "1808 10.0 Bert NaN \n", "1810 10.0 Striker NaN \n", "1812 10.0 NaN NaN \n", "1813 10.0 NaN pupper \n", "1814 10.0 Donny NaN \n", "1815 10.0 NaN NaN \n", "1820 10.0 Pepper pupper \n", "1821 10.0 NaN NaN \n", "1822 10.0 NaN NaN \n", "1823 10.0 Bernie NaN \n", "1824 10.0 Buddah NaN \n", "1825 10.0 NaN pupper \n", "1826 10.0 Lenny NaN \n", "1828 10.0 a NaN \n", "1829 10.0 a NaN \n", "1830 10.0 Ellie NaN \n", "1831 10.0 Sammy NaN \n", "1832 10.0 NaN NaN \n", "1834 10.0 Reggie NaN \n", "1835 10.0 NaN NaN \n", "1837 10.0 NaN NaN \n", "1838 10.0 NaN NaN \n", "1839 10.0 Daisy NaN \n", "1842 10.0 NaN pupper \n", "1845 10.0 NaN NaN \n", "1846 10.0 NaN NaN \n", "1848 10.0 NaN NaN \n", "1851 10.0 Oliver NaN \n", "1852 10.0 a NaN \n", "1853 10.0 a NaN \n", "1855 10.0 Mollie pupper \n", "1856 10.0 Laela NaN \n", "1858 10.0 NaN NaN \n", "1859 10.0 Tedders NaN \n", "1861 10.0 NaN NaN \n", "1862 10.0 Maggie NaN \n", "1864 10.0 Superpup pupper \n", "1866 10.0 NaN NaN \n", "1868 10.0 NaN NaN \n", "1869 10.0 Sophie NaN \n", "1871 10.0 NaN NaN \n", "1872 10.0 Rufio pupper \n", "1874 10.0 Jeb NaN \n", "1876 10.0 NaN NaN \n", "1878 10.0 NaN pupper \n", "1881 10.0 Louis NaN \n", "1882 10.0 NaN pupper \n", "1884 10.0 Ava NaN \n", "1885 10.0 Jonah NaN \n", "1892 10.0 Kenny NaN \n", "1893 10.0 NaN NaN \n", "1894 10.0 Bob NaN \n", "1896 10.0 Gus pupper \n", "1897 10.0 Bobbay NaN \n", "1898 10.0 a NaN \n", "1899 10.0 Mitch NaN \n", "1901 10.0 Stanley NaN \n", "1902 10.0 Lucy NaN \n", "1904 10.0 NaN NaN \n", "1905 10.0 Kaiya pupper \n", "1906 10.0 Daisy NaN \n", "1907 10.0 NaN NaN \n", "1908 10.0 Acro NaN \n", "1909 10.0 Aiden NaN \n", "1911 10.0 one pupper \n", "1914 10.0 NaN NaN \n", "1917 10.0 NaN NaN \n", "1918 10.0 NaN NaN \n", "1919 10.0 Riley NaN \n", "1920 10.0 Raymond pupper \n", "1921 10.0 Dot NaN \n", "1924 10.0 NaN NaN \n", "1925 10.0 Larry NaN \n", "1926 10.0 George NaN \n", "1927 10.0 Shnuggles NaN \n", "1928 10.0 Kendall NaN \n", "1929 10.0 Albert pupper \n", "1931 10.0 Jeffri pupper \n", "1933 10.0 NaN NaN \n", "1936 10.0 Steve NaN \n", "1937 10.0 Koda NaN \n", "1938 10.0 NaN NaN \n", "1939 10.0 Bella NaN \n", "1941 10.0 NaN NaN \n", "1943 10.0 Frankie NaN \n", "1944 10.0 NaN NaN \n", "1945 10.0 Eve pupper \n", "1946 10.0 Mac NaN \n", "1947 10.0 NaN NaN \n", "1948 10.0 Dexter NaN \n", "1950 10.0 Kenzie NaN \n", "1951 10.0 Pumpkin NaN \n", "1952 10.0 Schnozz pupper \n", "1955 10.0 Chuckles pupper \n", "1957 10.0 Gustaf NaN \n", "1958 10.0 Terry NaN \n", "1962 10.0 Oscar NaN \n", "1963 10.0 Ed NaN \n", "1965 10.0 Leonidas NaN \n", "1966 10.0 NaN pupper \n", "1969 10.0 a NaN \n", "1970 10.0 Scott pupper \n", "1971 10.0 Taz NaN \n", "1974 10.0 NaN NaN \n", "1975 10.0 Jackie NaN \n", "1976 10.0 light NaN \n", "1977 10.0 Jazz pupper \n", "1979 10.0 Franq NaN \n", "1980 10.0 Pippin NaN \n", "1981 10.0 NaN NaN \n", "1982 10.0 Kreg NaN \n", "1984 10.0 Rolf pupper \n", "1985 10.0 NaN NaN \n", "1986 10.0 Snickers NaN \n", "1987 10.0 Ridley NaN \n", "1989 10.0 Cal NaN \n", "1991 10.0 Bradley NaN \n", "1992 10.0 Bubba pupper \n", "1993 10.0 NaN NaN \n", "1995 10.0 Tuco NaN \n", "1997 10.0 Gizmo NaN \n", "1998 10.0 Lola NaN \n", "1999 10.0 Mojo NaN \n", "2003 10.0 Dylan NaN \n", "2005 10.0 space NaN \n", "2006 10.0 NaN NaN \n", "2009 10.0 a NaN \n", "2012 10.0 the NaN \n", "2016 10.0 Jd NaN \n", "2018 10.0 Reginald NaN \n", "2020 10.0 Jax NaN \n", "2021 10.0 Alejandro NaN \n", "2022 10.0 Scruffers NaN \n", "2024 10.0 Charlie NaN \n", "2027 10.0 Malcolm NaN \n", "2028 10.0 Penelope NaN \n", "2031 10.0 NaN NaN \n", "2032 10.0 Lou NaN \n", "2034 10.0 Sparky NaN \n", "2035 10.0 NaN NaN \n", "2039 10.0 Holly NaN \n", "2040 10.0 NaN NaN \n", "2041 10.0 a NaN \n", "2043 10.0 NaN NaN \n", "2044 10.0 Clarence NaN \n", "2046 10.0 Phred NaN \n", "2047 10.0 Toby NaN \n", "2048 10.0 NaN NaN \n", "2050 10.0 Colby NaN \n", "2052 10.0 Jett NaN \n", "2053 10.0 Amy NaN \n", "2055 10.0 Remington NaN \n", "2057 10.0 Sage NaN \n", "2058 10.0 Maggie NaN \n", "2059 10.0 Andy NaN \n", "2060 10.0 Mason NaN \n", "2061 10.0 NaN NaN \n", "2062 10.0 Trigger NaN \n", "2064 10.0 NaN NaN \n", "2067 10.0 NaN NaN \n", "2068 10.0 Traviss NaN \n", "2069 10.0 NaN NaN \n", "2070 10.0 Vincent NaN \n", "2071 10.0 Gin NaN \n", "2074 10.0 NaN NaN \n", "2075 10.0 Danny NaN \n", "2076 10.0 Ester NaN \n", "2077 10.0 Pluto NaN \n", "2078 10.0 Bloo NaN \n", "2085 10.0 Paull NaN \n", "2086 10.0 Koda NaN \n", "2090 10.0 Willy NaN \n", "2092 10.0 Herb NaN \n", "2095 10.0 Scooter NaN \n", "2097 10.0 Nigel NaN \n", "2098 10.0 Larry NaN \n", "2099 10.0 Daisy NaN \n", "2101 10.0 Butters NaN \n", "2102 10.0 NaN NaN \n", "2103 10.0 a NaN \n", "2104 10.0 Sandra NaN \n", "2105 10.0 Wally NaN \n", "2106 10.0 NaN NaN \n", "2108 10.0 Winston NaN \n", "2110 10.0 Liam NaN \n", "2112 10.0 Ben NaN \n", "2115 10.0 Raphael NaN \n", "2118 10.0 Julio NaN \n", "2119 10.0 Andru NaN \n", "2120 10.0 NaN NaN \n", "2122 10.0 Chester NaN \n", "2125 10.0 Kloey NaN \n", "2127 10.0 Shawwn NaN \n", "2130 10.0 NaN NaN \n", "2131 10.0 Skye NaN \n", "2133 10.0 Linda NaN \n", "2135 10.0 Kollin NaN \n", "2136 10.0 a NaN \n", "2137 10.0 Ronduh NaN \n", "2138 10.0 Billl NaN \n", "2139 10.0 Oliviér NaN \n", "2140 10.0 Chip NaN \n", "2141 10.0 NaN NaN \n", "2142 10.0 Saydee NaN \n", "2143 10.0 Dug NaN \n", "2146 10.0 Kirk NaN \n", "2147 10.0 NaN NaN \n", "2149 10.0 Clarq NaN \n", "2151 10.0 Samsom NaN \n", "2152 10.0 NaN NaN \n", "2154 10.0 Tucker NaN \n", "2155 10.0 Terrance NaN \n", "2158 10.0 Bernie NaN \n", "2162 10.0 Chaz NaN \n", "2163 10.0 Jeremy NaN \n", "2166 10.0 a NaN \n", "2167 10.0 Herald NaN \n", "2168 10.0 Lambeau NaN \n", "2169 10.0 Ruffles NaN \n", "2171 10.0 Bobb NaN \n", "2172 10.0 Banditt NaN \n", "2173 10.0 a NaN \n", "2174 10.0 Kevon NaN \n", "2175 10.0 Winifred NaN \n", "2179 10.0 an NaN \n", "2180 10.0 Churlie NaN \n", "2181 10.0 Zeek NaN \n", "2182 10.0 Timofy NaN \n", "2184 10.0 Jomathan NaN \n", "2188 10.0 Marvin NaN \n", "2190 10.0 NaN NaN \n", "2191 10.0 Spark NaN \n", "2192 10.0 Gòrdón NaN \n", "2193 10.0 a NaN \n", "2194 10.0 Jo NaN \n", "2195 10.0 NaN NaN \n", "2200 10.0 Rusty NaN \n", "2201 10.0 Sophie NaN \n", "2202 10.0 NaN NaN \n", "2204 10.0 Bisquick NaN \n", "2205 10.0 Torque NaN \n", "2207 10.0 NaN NaN \n", "2208 10.0 Ron NaN \n", "2209 10.0 Skittles NaN \n", "2210 10.0 a NaN \n", "2213 10.0 Alfie NaN \n", "2215 10.0 Jiminy NaN \n", "2218 10.0 Cleopatricia NaN \n", "2219 10.0 Erik NaN \n", "2220 10.0 Stu NaN \n", "2224 10.0 a NaN \n", "2225 10.0 NaN NaN \n", "2227 10.0 NaN NaN \n", "2228 10.0 NaN NaN \n", "2230 10.0 a NaN \n", "2232 10.0 Olive NaN \n", "2237 10.0 George NaN \n", "2238 10.0 Kial NaN \n", "2239 10.0 a NaN \n", "2240 10.0 Frank NaN \n", "2241 10.0 Naphaniel NaN \n", "2243 10.0 Dook NaN \n", "2244 10.0 NaN NaN \n", "2245 10.0 Hall NaN \n", "2246 10.0 Philippe NaN \n", "2247 10.0 NaN NaN \n", "2248 10.0 a NaN \n", "2249 10.0 Reese NaN \n", "2250 10.0 Cupcake NaN \n", "2253 10.0 NaN NaN \n", "2254 10.0 Biden NaN \n", "2255 10.0 Fwed NaN \n", "2257 10.0 Genevieve NaN \n", "2258 10.0 Joshwa NaN \n", "2259 10.0 NaN NaN \n", "2261 10.0 Timison NaN \n", "2262 10.0 a NaN \n", "2263 10.0 NaN NaN \n", "2264 10.0 Clarence NaN \n", "2265 10.0 Kenneth NaN \n", "2266 10.0 Churlie NaN \n", "2267 10.0 Bradlay NaN \n", "2268 10.0 Pipsy NaN \n", "2269 10.0 NaN NaN \n", "2270 10.0 Gabe NaN \n", "2271 10.0 Clybe NaN \n", "2272 10.0 Dave NaN \n", "2275 10.0 Keet NaN \n", "2276 10.0 NaN NaN \n", "2281 10.0 NaN NaN \n", "2282 10.0 NaN NaN \n", "2283 10.0 Jeph NaN \n", "2284 10.0 Jockson NaN \n", "2286 10.0 a NaN \n", "2288 10.0 Lugan NaN \n", "2289 10.0 a NaN \n", "2290 10.0 Christoper NaN \n", "2291 10.0 NaN NaN \n", "2292 10.0 Jimothy NaN \n", "2293 10.0 Kreggory NaN \n", "2294 10.0 Scout NaN \n", "2295 10.0 NaN NaN \n", "2296 10.0 NaN NaN \n", "2298 10.0 NaN NaN \n", "2299 10.0 NaN NaN \n", "2300 10.0 Walter NaN \n", "2302 10.0 a NaN \n", "2303 10.0 NaN NaN \n", "2304 10.0 NaN NaN \n", "2306 10.0 NaN NaN \n", "2307 10.0 NaN NaN \n", "2311 10.0 NaN NaN \n", "2314 10.0 NaN NaN \n", "2315 10.0 NaN NaN \n", "2316 10.0 NaN NaN \n", "2317 10.0 NaN NaN \n", "2318 10.0 NaN NaN \n", "2319 10.0 NaN NaN \n", "2320 10.0 the NaN \n", "2321 10.0 the NaN \n", "2323 10.0 a NaN \n", "2325 10.0 a NaN \n", "2326 10.0 NaN NaN \n", "2327 10.0 a NaN \n", "2328 10.0 a NaN \n", "2329 10.0 a NaN \n", "2330 10.0 NaN NaN \n", "\n", " jpg_url img_num predicted_dogbreed1 \\\n", "1 https://pbs.twimg.com... 1.0 Chihuahua \n", "2 https://pbs.twimg.com... 1.0 Chihuahua \n", "4 https://pbs.twimg.com... 2.0 Basset \n", "5 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "6 https://pbs.twimg.com... 1.0 Appenzeller \n", "7 https://pbs.twimg.com... 2.0 Pomeranian \n", "8 https://pbs.twimg.com... 1.0 Irish_terrier \n", "9 https://pbs.twimg.com... 1.0 Pembroke \n", "10 https://pbs.twimg.com... 1.0 Samoyed \n", "11 https://pbs.twimg.com... 1.0 French_bulldog \n", "12 https://pbs.twimg.com... 1.0 Pembroke \n", "13 https://pbs.twimg.com... 1.0 French_bulldog \n", "14 https://pbs.twimg.com... 1.0 Golden_retriever \n", "15 https://pbs.twimg.com... 1.0 Whippet \n", "16 https://pbs.twimg.com... 1.0 Golden_retriever \n", "17 https://pbs.twimg.com... 1.0 Golden_retriever \n", "18 https://pbs.twimg.com... 3.0 Siberian_husky \n", "19 https://pbs.twimg.com... 1.0 French_bulldog \n", "20 https://pbs.twimg.com... 1.0 Basset \n", "22 https://pbs.twimg.com... 2.0 Pembroke \n", "23 https://pbs.twimg.com... 1.0 Mexican_hairless \n", "24 https://pbs.twimg.com... 1.0 Samoyed \n", "25 https://pbs.twimg.com... 2.0 Chihuahua \n", "26 https://pbs.twimg.com... 1.0 Kuvasz \n", "28 https://pbs.twimg.com... 1.0 French_bulldog \n", "30 https://pbs.twimg.com... 1.0 Pug \n", "32 https://pbs.twimg.com... 1.0 Blenheim_spaniel \n", "33 https://pbs.twimg.com... 1.0 Pug \n", "36 https://pbs.twimg.com... 4.0 Malamute \n", "37 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "38 https://pbs.twimg.com... 1.0 Chow \n", "39 https://pbs.twimg.com... 1.0 Pug \n", "40 https://pbs.twimg.com... 1.0 Pembroke \n", "42 https://pbs.twimg.com... 1.0 German_shepherd \n", "43 https://pbs.twimg.com... 1.0 Doberman \n", "44 https://pbs.twimg.com... 1.0 Golden_retriever \n", "45 https://pbs.twimg.com... 1.0 Chow \n", "46 https://pbs.twimg.com... 2.0 Golden_retriever \n", "47 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "48 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "49 https://pbs.twimg.com... 1.0 Pembroke \n", "50 https://pbs.twimg.com... 1.0 Golden_retriever \n", "52 https://pbs.twimg.com... 1.0 Weimaraner \n", "53 https://pbs.twimg.com... 1.0 Saluki \n", "55 https://pbs.twimg.com... 1.0 Samoyed \n", "58 https://pbs.twimg.com... 1.0 Pembroke \n", "59 https://pbs.twimg.com... 1.0 Golden_retriever \n", "60 https://pbs.twimg.com... 1.0 Chihuahua \n", "61 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "62 https://pbs.twimg.com... 3.0 Basset \n", "64 https://pbs.twimg.com... 1.0 German_short-haired_p... \n", "65 https://pbs.twimg.com... 1.0 English_springer \n", "69 https://pbs.twimg.com... 1.0 Vizsla \n", "70 https://pbs.twimg.com... 2.0 Italian_greyhound \n", "74 https://pbs.twimg.com... 1.0 Basset \n", "75 https://pbs.twimg.com... 1.0 French_bulldog \n", "76 https://pbs.twimg.com... 2.0 Chesapeake_bay_retriever \n", "78 https://pbs.twimg.com... 1.0 Basset \n", "79 https://pbs.twimg.com... 1.0 Saluki \n", "80 https://pbs.twimg.com... 1.0 Pembroke \n", "81 https://pbs.twimg.com... 1.0 Bloodhound \n", "83 https://pbs.twimg.com... 1.0 Golden_retriever \n", "84 https://pbs.twimg.com... 1.0 Bernese_mountain_dog \n", "85 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "86 https://pbs.twimg.com... 1.0 Siberian_husky \n", "88 https://pbs.twimg.com... 2.0 West_highland_white_t... \n", "89 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "91 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "92 https://pbs.twimg.com... 1.0 Flat-coated_retriever \n", "93 https://pbs.twimg.com... 2.0 Cardigan \n", "94 https://pbs.twimg.com... 1.0 Newfoundland \n", "96 https://pbs.twimg.com... 1.0 Vizsla \n", "97 https://pbs.twimg.com... 2.0 Labrador_retriever \n", "98 https://pbs.twimg.com... 3.0 Pug \n", "99 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "100 https://pbs.twimg.com... 1.0 Pembroke \n", "102 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "103 https://pbs.twimg.com... 2.0 Labrador_retriever \n", "104 https://pbs.twimg.com... 2.0 Komondor \n", "107 https://pbs.twimg.com... 1.0 Kelpie \n", "110 https://pbs.twimg.com... 4.0 Pembroke \n", "111 https://pbs.twimg.com... 1.0 Golden_retriever \n", "112 https://pbs.twimg.com... 2.0 Greater_swiss_mountai... \n", "114 https://pbs.twimg.com... 1.0 Pembroke \n", "115 https://pbs.twimg.com... 1.0 Pembroke \n", "116 https://pbs.twimg.com... 1.0 Chihuahua \n", "117 https://pbs.twimg.com... 1.0 Pembroke \n", "120 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "121 https://pbs.twimg.com... 1.0 Whippet \n", "122 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "123 https://pbs.twimg.com... 2.0 Border_collie \n", "124 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "126 https://pbs.twimg.com... 1.0 Samoyed \n", "128 https://pbs.twimg.com... 1.0 Flat-coated_retriever \n", "129 https://pbs.twimg.com... 2.0 French_bulldog \n", "130 https://pbs.twimg.com... 1.0 Samoyed \n", "132 https://pbs.twimg.com... 1.0 Golden_retriever \n", "133 https://pbs.twimg.com... 2.0 Chesapeake_bay_retriever \n", "134 https://pbs.twimg.com... 1.0 Pembroke \n", "136 https://pbs.twimg.com... 1.0 Bull_mastiff \n", "137 https://pbs.twimg.com... 4.0 Golden_retriever \n", "139 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "141 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "144 https://pbs.twimg.com... 2.0 French_bulldog \n", "145 https://pbs.twimg.com... 2.0 Australian_terrier \n", "146 https://pbs.twimg.com... 1.0 Basset \n", "148 https://pbs.twimg.com... 2.0 Chow \n", "149 https://pbs.twimg.com... 1.0 Cardigan \n", "151 https://pbs.twimg.com... 1.0 German_shepherd \n", "154 https://pbs.twimg.com... 1.0 Cardigan \n", "155 https://pbs.twimg.com... 1.0 Bedlington_terrier \n", "159 https://pbs.twimg.com... 1.0 French_bulldog \n", "160 https://pbs.twimg.com... 4.0 Labrador_retriever \n", "161 https://pbs.twimg.com... 1.0 Golden_retriever \n", "165 https://pbs.twimg.com... 1.0 Golden_retriever \n", "166 https://pbs.twimg.com... 1.0 Pembroke \n", "167 https://pbs.twimg.com... 1.0 Golden_retriever \n", "168 https://pbs.twimg.com... 1.0 French_bulldog \n", "169 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "170 https://pbs.twimg.com... 3.0 Malamute \n", "171 https://pbs.twimg.com... 1.0 Samoyed \n", "174 https://pbs.twimg.com... 2.0 Golden_retriever \n", "175 https://pbs.twimg.com... 1.0 Boston_bull \n", "179 https://pbs.twimg.com... 4.0 Chihuahua \n", "183 https://pbs.twimg.com... 1.0 Flat-coated_retriever \n", "185 https://pbs.twimg.com... 2.0 Blenheim_spaniel \n", "188 https://pbs.twimg.com... 1.0 Pembroke \n", "189 https://pbs.twimg.com... 1.0 Chihuahua \n", "190 https://pbs.twimg.com... 1.0 Pembroke \n", "191 https://pbs.twimg.com... 4.0 Black-and-tan_coonhound \n", "192 https://pbs.twimg.com... 1.0 English_springer \n", "193 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "194 https://pbs.twimg.com... 1.0 German_shepherd \n", "197 https://pbs.twimg.com... 1.0 Great_dane \n", "198 https://pbs.twimg.com... 1.0 Golden_retriever \n", "199 https://pbs.twimg.com... 1.0 Bloodhound \n", "204 https://pbs.twimg.com... 1.0 Cardigan \n", "207 https://pbs.twimg.com... 1.0 Pug \n", "208 https://pbs.twimg.com... 1.0 Yorkshire_terrier \n", "211 https://pbs.twimg.com... 3.0 Shetland_sheepdog \n", "212 https://pbs.twimg.com... 2.0 Chihuahua \n", "214 https://pbs.twimg.com... 4.0 Schipperke \n", "217 https://pbs.twimg.com... 1.0 Flat-coated_retriever \n", "218 https://pbs.twimg.com... 1.0 Malamute \n", "220 https://pbs.twimg.com... 1.0 Bedlington_terrier \n", "224 https://pbs.twimg.com... 1.0 Bernese_mountain_dog \n", "226 https://pbs.twimg.com... 1.0 Cardigan \n", "227 https://pbs.twimg.com... 1.0 Airedale \n", "228 https://pbs.twimg.com... 2.0 Staffordshire_bullter... \n", "230 https://pbs.twimg.com... 2.0 Shetland_sheepdog \n", "231 https://pbs.twimg.com... 2.0 Golden_retriever \n", "233 https://pbs.twimg.com... 1.0 Giant_schnauzer \n", "235 https://pbs.twimg.com... 1.0 Golden_retriever \n", "236 https://pbs.twimg.com... 1.0 Samoyed \n", "237 https://pbs.twimg.com... 1.0 Chow \n", "238 https://pbs.twimg.com... 1.0 Dandie_dinmont \n", "239 https://pbs.twimg.com... 1.0 Irish_water_spaniel \n", "242 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "244 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "246 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "247 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "248 https://pbs.twimg.com... 1.0 Pembroke \n", "249 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "251 https://pbs.twimg.com... 1.0 Pembroke \n", "252 https://pbs.twimg.com... 2.0 French_bulldog \n", "253 https://pbs.twimg.com... 1.0 Chow \n", "255 https://pbs.twimg.com... 1.0 Chihuahua \n", "258 https://pbs.twimg.com... 1.0 Afghan_hound \n", "259 https://pbs.twimg.com... 1.0 Brittany_spaniel \n", "264 https://pbs.twimg.com... 1.0 Golden_retriever \n", "266 https://pbs.twimg.com... 3.0 Chesapeake_bay_retriever \n", "267 https://pbs.twimg.com... 2.0 Staffordshire_bullter... \n", "270 https://pbs.twimg.com... 3.0 Leonberg \n", "272 https://pbs.twimg.com... 1.0 Border_terrier \n", "275 https://pbs.twimg.com... 1.0 Kelpie \n", "276 https://pbs.twimg.com... 3.0 Great_pyrenees \n", "280 https://pbs.twimg.com... 2.0 Chow \n", "281 https://pbs.twimg.com... 1.0 Golden_retriever \n", "283 https://pbs.twimg.com... 1.0 Norwegian_elkhound \n", "284 https://pbs.twimg.com... 1.0 Siberian_husky \n", "291 https://pbs.twimg.com... 1.0 Borzoi \n", "292 https://pbs.twimg.com... 4.0 Samoyed \n", "294 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "297 https://pbs.twimg.com... 1.0 Rottweiler \n", "300 https://pbs.twimg.com... 2.0 Border_collie \n", "303 https://pbs.twimg.com... 1.0 Border_terrier \n", "306 https://pbs.twimg.com... 1.0 Rhodesian_ridgeback \n", "307 https://pbs.twimg.com... 1.0 Golden_retriever \n", "311 https://pbs.twimg.com... 1.0 Kuvasz \n", "312 https://pbs.twimg.com... 1.0 Chihuahua \n", "314 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "315 https://pbs.twimg.com... 3.0 Golden_retriever \n", "316 https://pbs.twimg.com... 3.0 Cardigan \n", "317 https://pbs.twimg.com... 1.0 Boxer \n", "319 https://pbs.twimg.com... 2.0 Cardigan \n", "322 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "323 https://pbs.twimg.com... 1.0 Pekinese \n", "324 https://pbs.twimg.com... 1.0 Kelpie \n", "325 https://pbs.twimg.com... 1.0 Pembroke \n", "330 https://pbs.twimg.com... 1.0 Whippet \n", "331 https://pbs.twimg.com... 1.0 Pomeranian \n", "333 https://pbs.twimg.com... 4.0 Bloodhound \n", "334 https://pbs.twimg.com... 1.0 Pembroke \n", "335 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "336 https://pbs.twimg.com... 1.0 Chihuahua \n", "337 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "338 https://pbs.twimg.com... 4.0 Briard \n", "339 https://pbs.twimg.com... 1.0 Doberman \n", "340 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "341 https://pbs.twimg.com... 1.0 Kuvasz \n", "342 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "344 https://pbs.twimg.com... 4.0 Toy_poodle \n", "346 https://pbs.twimg.com... 1.0 Border_terrier \n", "347 https://pbs.twimg.com... 1.0 French_bulldog \n", "348 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "349 https://pbs.twimg.com... 2.0 Golden_retriever \n", "350 https://pbs.twimg.com... 2.0 Boxer \n", "354 https://pbs.twimg.com... 1.0 Golden_retriever \n", "356 https://pbs.twimg.com... 1.0 Weimaraner \n", "357 https://pbs.twimg.com... 1.0 Bedlington_terrier \n", "358 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "359 https://pbs.twimg.com... 1.0 Malamute \n", "362 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "363 https://pbs.twimg.com... 2.0 German_shepherd \n", "364 https://pbs.twimg.com... 1.0 Collie \n", "365 https://pbs.twimg.com... 1.0 Pembroke \n", "366 https://pbs.twimg.com... 1.0 Golden_retriever \n", "367 https://pbs.twimg.com... 4.0 Great_dane \n", "368 https://pbs.twimg.com... 1.0 Golden_retriever \n", "369 https://pbs.twimg.com... 4.0 Great_pyrenees \n", "372 https://pbs.twimg.com... 1.0 French_bulldog \n", "373 https://pbs.twimg.com... 1.0 German_shepherd \n", "374 https://pbs.twimg.com... 1.0 French_bulldog \n", "375 https://pbs.twimg.com... 2.0 Labrador_retriever \n", "378 https://pbs.twimg.com... 2.0 Great_pyrenees \n", "379 https://pbs.twimg.com... 1.0 Rottweiler \n", "380 https://pbs.twimg.com... 1.0 Pekinese \n", "382 https://pbs.twimg.com... 2.0 Eskimo_dog \n", "384 https://pbs.twimg.com... 1.0 Border_terrier \n", "385 https://pbs.twimg.com... 1.0 English_setter \n", "386 https://pbs.twimg.com... 1.0 Pembroke \n", "389 https://pbs.twimg.com... 1.0 Schipperke \n", "391 https://pbs.twimg.com... 1.0 Cairn \n", "397 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "398 https://pbs.twimg.com... 1.0 Malinois \n", "400 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "401 https://pbs.twimg.com... 1.0 Samoyed \n", "402 https://pbs.twimg.com... 3.0 Pomeranian \n", "403 https://pbs.twimg.com... 1.0 Samoyed \n", "405 https://pbs.twimg.com... 1.0 Golden_retriever \n", "407 https://pbs.twimg.com... 1.0 Golden_retriever \n", "408 https://pbs.twimg.com... 1.0 Doberman \n", "410 https://pbs.twimg.com... 1.0 Irish_setter \n", "412 https://pbs.twimg.com... 1.0 German_shepherd \n", "413 https://pbs.twimg.com... 1.0 Pomeranian \n", "414 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "416 https://pbs.twimg.com... 2.0 Golden_retriever \n", "420 https://pbs.twimg.com... 2.0 Gordon_setter \n", "423 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "426 https://pbs.twimg.com... 1.0 Cardigan \n", "427 https://pbs.twimg.com... 3.0 Rottweiler \n", "429 https://pbs.twimg.com... 1.0 Border_terrier \n", "433 https://pbs.twimg.com... 1.0 Standard_poodle \n", "435 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "436 https://pbs.twimg.com... 4.0 Chihuahua \n", "440 https://pbs.twimg.com... 1.0 Miniature_schnauzer \n", "441 https://pbs.twimg.com... 1.0 Golden_retriever \n", "443 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "444 https://pbs.twimg.com... 1.0 Curly-coated_retriever \n", "445 https://pbs.twimg.com... 2.0 Pug \n", "448 https://pbs.twimg.com... 1.0 Doberman \n", "450 https://pbs.twimg.com... 1.0 Golden_retriever \n", "451 https://pbs.twimg.com... 1.0 Saluki \n", "452 https://pbs.twimg.com... 1.0 Kelpie \n", "454 https://pbs.twimg.com... 1.0 Malamute \n", "455 https://pbs.twimg.com... 1.0 Chihuahua \n", "457 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "458 https://pbs.twimg.com... 3.0 Pomeranian \n", "461 https://pbs.twimg.com... 1.0 Chihuahua \n", "462 https://pbs.twimg.com... 1.0 Tibetan_mastiff \n", "464 https://pbs.twimg.com... 3.0 Border_collie \n", "465 https://pbs.twimg.com... 1.0 German_shepherd \n", "467 https://pbs.twimg.com... 1.0 Dalmatian \n", "468 https://pbs.twimg.com... 2.0 Golden_retriever \n", "470 https://pbs.twimg.com... 1.0 Miniature_poodle \n", "471 https://pbs.twimg.com... 1.0 Golden_retriever \n", "473 https://pbs.twimg.com... 1.0 Siberian_husky \n", "474 https://pbs.twimg.com... 1.0 French_bulldog \n", "475 https://pbs.twimg.com... 1.0 Malamute \n", "476 https://pbs.twimg.com... 1.0 Samoyed \n", "477 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "478 https://pbs.twimg.com... 1.0 Golden_retriever \n", "481 https://pbs.twimg.com... 3.0 Beagle \n", "483 https://pbs.twimg.com... 1.0 Norwegian_elkhound \n", "485 https://pbs.twimg.com... 1.0 Great_dane \n", "486 https://pbs.twimg.com... 2.0 Doberman \n", "487 https://pbs.twimg.com... 1.0 Toy_terrier \n", "488 https://pbs.twimg.com... 1.0 Golden_retriever \n", "489 https://pbs.twimg.com... 1.0 Bull_mastiff \n", "490 https://pbs.twimg.com... 1.0 Irish_setter \n", "493 https://pbs.twimg.com... 2.0 Golden_retriever \n", "494 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "495 https://pbs.twimg.com... 1.0 Pekinese \n", "497 https://pbs.twimg.com... 1.0 Beagle \n", "498 https://pbs.twimg.com... 1.0 Pembroke \n", "500 https://pbs.twimg.com... 1.0 Flat-coated_retriever \n", "501 https://pbs.twimg.com... 1.0 Malamute \n", "502 https://pbs.twimg.com... 1.0 Malamute \n", "503 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "504 https://pbs.twimg.com... 1.0 Norwich_terrier \n", "506 https://pbs.twimg.com... 1.0 Greater_swiss_mountai... \n", "507 https://pbs.twimg.com... 1.0 Pomeranian \n", "508 https://pbs.twimg.com... 1.0 Vizsla \n", "509 https://pbs.twimg.com... 1.0 Rottweiler \n", "511 https://pbs.twimg.com... 2.0 Airedale \n", "514 https://pbs.twimg.com... 1.0 Golden_retriever \n", "515 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "516 https://pbs.twimg.com... 3.0 Golden_retriever \n", "517 https://pbs.twimg.com... 1.0 Chihuahua \n", "519 https://pbs.twimg.com... 1.0 Golden_retriever \n", "523 https://pbs.twimg.com... 1.0 Vizsla \n", "525 https://pbs.twimg.com... 1.0 Chow \n", "527 https://pbs.twimg.com... 1.0 Norwegian_elkhound \n", "528 https://pbs.twimg.com... 1.0 Siberian_husky \n", "530 https://pbs.twimg.com... 1.0 Malinois \n", "532 https://pbs.twimg.com... 1.0 Pembroke \n", "533 https://pbs.twimg.com... 1.0 Tibetan_mastiff \n", "537 https://pbs.twimg.com... 2.0 Miniature_pinscher \n", "539 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "542 https://pbs.twimg.com... 1.0 Pembroke \n", "543 https://pbs.twimg.com... 1.0 Chow \n", "546 https://pbs.twimg.com... 1.0 Golden_retriever \n", "549 https://pbs.twimg.com... 2.0 Eskimo_dog \n", "551 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "553 https://pbs.twimg.com... 1.0 Pembroke \n", "555 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "557 https://pbs.twimg.com... 1.0 Dalmatian \n", "560 https://pbs.twimg.com... 2.0 Cocker_spaniel \n", "561 https://pbs.twimg.com... 1.0 Pembroke \n", "564 https://pbs.twimg.com... 2.0 Golden_retriever \n", "566 https://pbs.twimg.com... 3.0 Golden_retriever \n", "569 https://pbs.twimg.com... 1.0 Border_collie \n", "570 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "572 https://pbs.twimg.com... 1.0 Malamute \n", "573 https://pbs.twimg.com... 2.0 Norfolk_terrier \n", "574 https://pbs.twimg.com... 1.0 Siberian_husky \n", "575 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "589 https://pbs.twimg.com... 1.0 Pekinese \n", "590 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "591 https://pbs.twimg.com... 1.0 Pembroke \n", "592 https://pbs.twimg.com... 2.0 Collie \n", "595 https://pbs.twimg.com... 1.0 Cardigan \n", "596 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "598 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "599 https://pbs.twimg.com... 1.0 Pekinese \n", "601 https://pbs.twimg.com... 1.0 Golden_retriever \n", "603 https://pbs.twimg.com... 1.0 Cardigan \n", "604 https://pbs.twimg.com... 1.0 Chow \n", "605 https://pbs.twimg.com... 1.0 Golden_retriever \n", "606 https://pbs.twimg.com... 1.0 Golden_retriever \n", "607 https://pbs.twimg.com... 2.0 Golden_retriever \n", "612 https://pbs.twimg.com... 1.0 Samoyed \n", "614 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "615 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "617 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "618 https://pbs.twimg.com... 2.0 Golden_retriever \n", "619 https://pbs.twimg.com... 1.0 Afghan_hound \n", "620 https://pbs.twimg.com... 1.0 Siberian_husky \n", "621 https://pbs.twimg.com... 1.0 Basset \n", "622 https://pbs.twimg.com... 1.0 Golden_retriever \n", "623 https://pbs.twimg.com... 1.0 Wire-haired_fox_terrier \n", "625 https://pbs.twimg.com... 2.0 Labrador_retriever \n", "626 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "627 https://pbs.twimg.com... 1.0 Golden_retriever \n", "628 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "630 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "633 https://pbs.twimg.com... 1.0 Yorkshire_terrier \n", "634 https://pbs.twimg.com... 2.0 Cocker_spaniel \n", "635 https://pbs.twimg.com... 2.0 Komondor \n", "640 https://pbs.twimg.com... 1.0 Golden_retriever \n", "641 https://pbs.twimg.com... 4.0 Pembroke \n", "642 https://pbs.twimg.com... 4.0 Miniature_pinscher \n", "644 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "647 https://pbs.twimg.com... 1.0 Bernese_mountain_dog \n", "649 https://pbs.twimg.com... 1.0 Pembroke \n", "650 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "655 https://pbs.twimg.com... 1.0 Chow \n", "656 https://pbs.twimg.com... 2.0 Chesapeake_bay_retriever \n", "657 https://pbs.twimg.com... 3.0 Schipperke \n", "660 https://pbs.twimg.com... 1.0 Malamute \n", "661 https://pbs.twimg.com... 2.0 Chihuahua \n", "663 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "665 https://pbs.twimg.com... 1.0 Golden_retriever \n", "666 https://pbs.twimg.com... 2.0 Samoyed \n", "667 https://pbs.twimg.com... 3.0 Chow \n", "670 https://pbs.twimg.com... 2.0 Pug \n", "671 https://pbs.twimg.com... 3.0 German_shepherd \n", "672 https://pbs.twimg.com... 1.0 Chihuahua \n", "675 https://pbs.twimg.com... 1.0 Golden_retriever \n", "677 https://pbs.twimg.com... 1.0 Pomeranian \n", "678 https://pbs.twimg.com... 1.0 Leonberg \n", "679 https://pbs.twimg.com... 1.0 Pembroke \n", "680 https://pbs.twimg.com... 1.0 Golden_retriever \n", "682 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "686 https://pbs.twimg.com... 1.0 Great_pyrenees \n", "688 https://pbs.twimg.com... 2.0 Miniature_pinscher \n", "692 https://pbs.twimg.com... 1.0 Chow \n", "693 https://pbs.twimg.com... 2.0 Malamute \n", "694 https://pbs.twimg.com... 1.0 Miniature_poodle \n", "698 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "699 https://pbs.twimg.com... 3.0 Chow \n", "700 https://pbs.twimg.com... 1.0 Chihuahua \n", "701 https://pbs.twimg.com... 4.0 Norwegian_elkhound \n", "703 https://pbs.twimg.com... 2.0 Cardigan \n", "704 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "706 https://pbs.twimg.com... 1.0 Golden_retriever \n", "707 https://pbs.twimg.com... 1.0 Irish_setter \n", "708 https://pbs.twimg.com... 1.0 Malamute \n", "709 https://pbs.twimg.com... 1.0 Briard \n", "712 https://pbs.twimg.com... 1.0 Pembroke \n", "716 https://pbs.twimg.com... 2.0 Mexican_hairless \n", "717 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "719 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "720 https://pbs.twimg.com... 2.0 Siberian_husky \n", "721 https://pbs.twimg.com... 1.0 Saint_bernard \n", "722 https://pbs.twimg.com... 1.0 Golden_retriever \n", "725 https://pbs.twimg.com... 1.0 Great_dane \n", "726 https://pbs.twimg.com... 1.0 Vizsla \n", "729 https://pbs.twimg.com... 1.0 Golden_retriever \n", "732 https://pbs.twimg.com... 1.0 Chihuahua \n", "733 https://pbs.twimg.com... 2.0 Cocker_spaniel \n", "736 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "737 https://pbs.twimg.com... 1.0 German_shepherd \n", "738 https://pbs.twimg.com... 2.0 Airedale \n", "739 https://pbs.twimg.com... 3.0 Pembroke \n", "741 https://pbs.twimg.com... 1.0 Collie \n", "742 https://pbs.twimg.com... 1.0 Boston_bull \n", "743 https://pbs.twimg.com... 2.0 German_shepherd \n", "744 https://pbs.twimg.com... 1.0 Clumber \n", "746 https://pbs.twimg.com... 1.0 Afghan_hound \n", "747 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "749 https://pbs.twimg.com... 1.0 Chow \n", "750 https://pbs.twimg.com... 2.0 Chihuahua \n", "752 https://pbs.twimg.com... 1.0 Toy_poodle \n", "753 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "755 https://pbs.twimg.com... 1.0 Samoyed \n", "756 https://pbs.twimg.com... 1.0 Rottweiler \n", "760 https://pbs.twimg.com... 2.0 Chow \n", "763 https://pbs.twimg.com... 3.0 Beagle \n", "765 https://pbs.twimg.com... 1.0 Chow \n", "766 https://pbs.twimg.com... 1.0 Toy_poodle \n", "767 https://pbs.twimg.com... 1.0 Walker_hound \n", "768 https://pbs.twimg.com... 3.0 Eskimo_dog \n", "770 https://pbs.twimg.com... 1.0 Pomeranian \n", "771 https://pbs.twimg.com... 2.0 Silky_terrier \n", "772 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "773 https://pbs.twimg.com... 1.0 Norwegian_elkhound \n", "777 https://pbs.twimg.com... 1.0 Blenheim_spaniel \n", "779 https://pbs.twimg.com... 1.0 Basset \n", "781 https://pbs.twimg.com... 3.0 Newfoundland \n", "782 https://pbs.twimg.com... 1.0 Pembroke \n", "783 https://pbs.twimg.com... 2.0 Golden_retriever \n", "784 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "785 https://pbs.twimg.com... 1.0 Chihuahua \n", "786 https://pbs.twimg.com... 1.0 Pembroke \n", "788 https://pbs.twimg.com... 1.0 Papillon \n", "789 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "790 https://pbs.twimg.com... 1.0 Collie \n", "793 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "795 https://pbs.twimg.com... 1.0 Bernese_mountain_dog \n", "796 https://pbs.twimg.com... 1.0 Chow \n", "799 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "801 https://pbs.twimg.com... 1.0 Boston_bull \n", "802 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "803 https://pbs.twimg.com... 1.0 Pug \n", "805 https://pbs.twimg.com... 1.0 Golden_retriever \n", "806 https://pbs.twimg.com... 1.0 Pomeranian \n", "808 https://pbs.twimg.com... 1.0 Chow \n", "809 https://pbs.twimg.com... 1.0 Basenji \n", "810 https://pbs.twimg.com... 1.0 Great_pyrenees \n", "812 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "815 https://pbs.twimg.com... 1.0 Vizsla \n", "816 https://pbs.twimg.com... 1.0 Chow \n", "818 https://pbs.twimg.com... 2.0 Toy_poodle \n", "820 https://pbs.twimg.com... 1.0 Beagle \n", "822 https://pbs.twimg.com... 1.0 Doberman \n", "823 https://pbs.twimg.com... 2.0 Keeshond \n", "824 https://pbs.twimg.com... 1.0 Toy_poodle \n", "826 https://pbs.twimg.com... 1.0 Redbone \n", "827 https://pbs.twimg.com... 1.0 Welsh_springer_spaniel \n", "828 https://pbs.twimg.com... 1.0 Golden_retriever \n", "829 https://pbs.twimg.com... 1.0 Beagle \n", "830 https://pbs.twimg.com... 1.0 Pembroke \n", "831 https://pbs.twimg.com... 2.0 Golden_retriever \n", "832 https://pbs.twimg.com... 1.0 Dalmatian \n", "833 https://pbs.twimg.com... 1.0 Bernese_mountain_dog \n", "834 https://pbs.twimg.com... 1.0 German_shepherd \n", "836 https://pbs.twimg.com... 1.0 Malamute \n", "837 https://pbs.twimg.com... 1.0 Miniature_poodle \n", "840 https://pbs.twimg.com... 1.0 Kelpie \n", "841 https://pbs.twimg.com... 1.0 Samoyed \n", "842 https://pbs.twimg.com... 4.0 Chow \n", "845 https://pbs.twimg.com... 3.0 Labrador_retriever \n", "849 https://pbs.twimg.com... 1.0 Gordon_setter \n", "851 https://pbs.twimg.com... 1.0 Norwegian_elkhound \n", "852 https://pbs.twimg.com... 1.0 Standard_poodle \n", "854 https://pbs.twimg.com... 1.0 Golden_retriever \n", "855 https://pbs.twimg.com... 1.0 Blenheim_spaniel \n", "856 https://pbs.twimg.com... 1.0 Golden_retriever \n", "858 https://pbs.twimg.com... 1.0 Samoyed \n", "860 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "865 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "866 https://pbs.twimg.com... 1.0 Sussex_spaniel \n", "867 https://pbs.twimg.com... 2.0 Golden_retriever \n", "868 https://pbs.twimg.com... 2.0 Golden_retriever \n", "869 https://pbs.twimg.com... 1.0 Kuvasz \n", "871 https://pbs.twimg.com... 1.0 Kuvasz \n", "873 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "874 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "876 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "877 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "878 https://pbs.twimg.com... 1.0 Pembroke \n", "880 https://pbs.twimg.com... 4.0 Chesapeake_bay_retriever \n", "881 https://pbs.twimg.com... 1.0 Pembroke \n", "887 https://pbs.twimg.com... 1.0 Bluetick \n", "891 https://pbs.twimg.com... 2.0 Labrador_retriever \n", "892 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "893 https://pbs.twimg.com... 4.0 Golden_retriever \n", "894 https://pbs.twimg.com... 1.0 Golden_retriever \n", "895 https://pbs.twimg.com... 1.0 Pembroke \n", "897 https://pbs.twimg.com... 1.0 Golden_retriever \n", "899 https://pbs.twimg.com... 1.0 Airedale \n", "900 https://pbs.twimg.com... 1.0 Pekinese \n", "902 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "904 https://pbs.twimg.com... 2.0 Golden_retriever \n", "907 https://pbs.twimg.com... 1.0 Beagle \n", "908 https://pbs.twimg.com... 1.0 Chow \n", "909 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "911 https://pbs.twimg.com... 1.0 Whippet \n", "912 https://pbs.twimg.com... 1.0 Bluetick \n", "914 https://pbs.twimg.com... 1.0 Chow \n", "916 https://pbs.twimg.com... 3.0 Pembroke \n", "918 https://pbs.twimg.com... 1.0 German_shepherd \n", "920 https://pbs.twimg.com... 2.0 German_shepherd \n", "924 https://pbs.twimg.com... 1.0 Bedlington_terrier \n", "926 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "928 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "929 https://pbs.twimg.com... 1.0 Chow \n", "931 https://pbs.twimg.com... 1.0 Toy_poodle \n", "932 https://pbs.twimg.com... 1.0 Dalmatian \n", "933 https://pbs.twimg.com... 2.0 Labrador_retriever \n", "934 https://pbs.twimg.com... 1.0 Golden_retriever \n", "935 https://pbs.twimg.com... 1.0 Walker_hound \n", "936 https://pbs.twimg.com... 2.0 Labrador_retriever \n", "937 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "938 https://pbs.twimg.com... 4.0 Toy_poodle \n", "939 https://pbs.twimg.com... 1.0 Pembroke \n", "941 https://pbs.twimg.com... 1.0 Golden_retriever \n", "942 https://pbs.twimg.com... 1.0 Border_collie \n", "944 https://pbs.twimg.com... 1.0 Pug \n", "945 https://pbs.twimg.com... 1.0 Toy_poodle \n", "946 https://pbs.twimg.com... 2.0 Shih-tzu \n", "947 https://pbs.twimg.com... 2.0 Golden_retriever \n", "948 https://pbs.twimg.com... 1.0 Pug \n", "949 https://pbs.twimg.com... 2.0 Redbone \n", "950 https://pbs.twimg.com... 1.0 Saluki \n", "951 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "952 https://pbs.twimg.com... 1.0 Standard_poodle \n", "954 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "956 https://pbs.twimg.com... 1.0 Pekinese \n", "957 https://pbs.twimg.com... 2.0 Papillon \n", "958 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "959 https://pbs.twimg.com... 1.0 Pomeranian \n", "960 https://pbs.twimg.com... 1.0 Wire-haired_fox_terrier \n", "962 https://pbs.twimg.com... 2.0 Pug \n", "964 https://pbs.twimg.com... 1.0 German_short-haired_p... \n", "965 https://pbs.twimg.com... 1.0 Borzoi \n", "967 https://pbs.twimg.com... 1.0 Pembroke \n", "970 https://pbs.twimg.com... 1.0 Tibetan_terrier \n", "971 https://pbs.twimg.com... 1.0 Borzoi \n", "973 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "976 https://pbs.twimg.com... 1.0 Kelpie \n", "977 https://pbs.twimg.com... 1.0 Samoyed \n", "978 https://pbs.twimg.com... 1.0 Kuvasz \n", "979 https://pbs.twimg.com... 1.0 Pembroke \n", "980 https://pbs.twimg.com... 1.0 Pembroke \n", "983 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "984 https://pbs.twimg.com... 1.0 Basenji \n", "985 https://pbs.twimg.com... 1.0 Cardigan \n", "989 https://pbs.twimg.com... 2.0 Shetland_sheepdog \n", "991 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "993 https://pbs.twimg.com... 1.0 Pembroke \n", "995 https://pbs.twimg.com... 3.0 Boston_bull \n", "997 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1000 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1001 https://pbs.twimg.com... 1.0 German_shepherd \n", "1002 https://pbs.twimg.com... 1.0 Chow \n", "1003 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "1004 https://pbs.twimg.com... 1.0 Pekinese \n", "1007 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1010 https://pbs.twimg.com... 2.0 Shetland_sheepdog \n", "1011 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "1012 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1013 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "1014 https://pbs.twimg.com... 1.0 Samoyed \n", "1015 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1017 https://pbs.twimg.com... 1.0 Bull_mastiff \n", "1018 https://pbs.twimg.com... 1.0 Dalmatian \n", "1020 https://pbs.twimg.com... 3.0 Weimaraner \n", "1024 https://pbs.twimg.com... 1.0 Malamute \n", "1025 https://pbs.twimg.com... 1.0 Kuvasz \n", "1026 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1030 https://pbs.twimg.com... 1.0 Pug \n", "1031 https://pbs.twimg.com... 1.0 Cardigan \n", "1034 https://pbs.twimg.com... 1.0 Kuvasz \n", "1035 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1036 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "1037 https://pbs.twimg.com... 1.0 Chihuahua \n", "1039 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1040 https://pbs.twimg.com... 1.0 Malamute \n", "1041 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1046 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1047 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "1048 https://pbs.twimg.com... 1.0 Irish_water_spaniel \n", "1049 https://pbs.twimg.com... 1.0 Redbone \n", "1050 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1052 https://pbs.twimg.com... 3.0 Blenheim_spaniel \n", "1053 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1054 https://pbs.twimg.com... 2.0 Walker_hound \n", "1055 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "1058 https://pbs.twimg.com... 2.0 Labrador_retriever \n", "1059 https://pbs.twimg.com... 1.0 Chow \n", "1060 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "1061 https://pbs.twimg.com... 1.0 Bedlington_terrier \n", "1062 https://pbs.twimg.com... 2.0 Keeshond \n", "1063 https://pbs.twimg.com... 1.0 Pug \n", "1064 https://pbs.twimg.com... 1.0 Vizsla \n", "1065 https://pbs.twimg.com... 1.0 Malamute \n", "1066 https://pbs.twimg.com... 1.0 Pembroke \n", "1067 https://pbs.twimg.com... 1.0 Samoyed \n", "1070 https://pbs.twimg.com... 1.0 Schipperke \n", "1073 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1074 https://pbs.twimg.com... 2.0 Golden_retriever \n", "1075 https://pbs.twimg.com... 2.0 Cocker_spaniel \n", "1076 https://pbs.twimg.com... 1.0 Pembroke \n", "1077 https://pbs.twimg.com... 1.0 Pug \n", "1079 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "1080 https://pbs.twimg.com... 1.0 Walker_hound \n", "1081 https://pbs.twimg.com... 1.0 Maltese_dog \n", "1082 https://pbs.twimg.com... 4.0 Golden_retriever \n", "1083 https://pbs.twimg.com... 1.0 Siberian_husky \n", "1085 https://pbs.twimg.com... 2.0 Beagle \n", "1086 https://pbs.twimg.com... 1.0 Lhasa \n", "1087 https://pbs.twimg.com... 1.0 French_bulldog \n", "1088 https://pbs.twimg.com... 1.0 Chow \n", "1089 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1091 https://pbs.twimg.com... 1.0 Pomeranian \n", "1092 https://pbs.twimg.com... 2.0 Staffordshire_bullter... \n", "1094 https://pbs.twimg.com... 1.0 English_setter \n", "1095 https://pbs.twimg.com... 1.0 Pembroke \n", "1098 https://pbs.twimg.com... 2.0 American_staffordshir... \n", "1099 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "1100 https://pbs.twimg.com... 1.0 Pug \n", "1104 https://pbs.twimg.com... 1.0 Kelpie \n", "1105 https://pbs.twimg.com... 1.0 German_shepherd \n", "1107 https://pbs.twimg.com... 2.0 Maltese_dog \n", "1108 https://pbs.twimg.com... 1.0 Pembroke \n", "1109 https://pbs.twimg.com... 1.0 Saint_bernard \n", "1112 https://pbs.twimg.com... 1.0 Collie \n", "1113 https://pbs.twimg.com... 1.0 Newfoundland \n", "1115 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "1116 https://pbs.twimg.com... 1.0 Border_collie \n", "1117 https://pbs.twimg.com... 2.0 Great_pyrenees \n", "1118 https://pbs.twimg.com... 2.0 Pomeranian \n", "1119 https://pbs.twimg.com... 2.0 Toy_poodle \n", "1121 https://pbs.twimg.com... 2.0 Flat-coated_retriever \n", "1124 https://pbs.twimg.com... 1.0 Soft-coated_wheaten_t... \n", "1125 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "1126 https://pbs.twimg.com... 1.0 Standard_poodle \n", "1127 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1128 https://pbs.twimg.com... 1.0 Chow \n", "1129 https://pbs.twimg.com... 1.0 Boxer \n", "1131 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1132 https://pbs.twimg.com... 2.0 German_short-haired_p... \n", "1133 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1134 https://pbs.twimg.com... 1.0 Border_collie \n", "1135 https://pbs.twimg.com... 1.0 Boxer \n", "1137 https://pbs.twimg.com... 1.0 Samoyed \n", "1139 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1142 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1143 https://pbs.twimg.com... 3.0 Pomeranian \n", "1144 https://pbs.twimg.com... 1.0 Samoyed \n", "1145 https://pbs.twimg.com... 1.0 Chihuahua \n", "1146 https://pbs.twimg.com... 1.0 Newfoundland \n", "1147 https://pbs.twimg.com... 1.0 Rottweiler \n", "1148 https://pbs.twimg.com... 1.0 Pembroke \n", "1150 https://pbs.twimg.com... 1.0 Mexican_hairless \n", "1151 https://pbs.twimg.com... 1.0 Samoyed \n", "1152 https://pbs.twimg.com... 2.0 Golden_retriever \n", "1154 https://pbs.twimg.com... 1.0 Malamute \n", "1156 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1157 https://pbs.twimg.com... 1.0 Dandie_dinmont \n", "1158 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1159 https://pbs.twimg.com... 1.0 Pembroke \n", "1160 https://pbs.twimg.com... 1.0 Pomeranian \n", "1161 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1162 https://pbs.twimg.com... 2.0 Maltese_dog \n", "1165 https://pbs.twimg.com... 1.0 Chihuahua \n", "1166 https://pbs.twimg.com... 1.0 Malamute \n", "1167 https://pbs.twimg.com... 1.0 Brittany_spaniel \n", "1169 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1171 https://pbs.twimg.com... 2.0 Miniature_pinscher \n", "1172 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1173 https://pbs.twimg.com... 1.0 Siberian_husky \n", "1174 https://pbs.twimg.com... 2.0 Malinois \n", "1175 https://pbs.twimg.com... 1.0 Pomeranian \n", "1179 https://pbs.twimg.com... 1.0 Yorkshire_terrier \n", "1180 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1181 https://pbs.twimg.com... 1.0 Pug \n", "1183 https://pbs.twimg.com... 1.0 Dandie_dinmont \n", "1185 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "1186 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1188 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "1189 https://pbs.twimg.com... 1.0 Chihuahua \n", "1190 https://pbs.twimg.com... 1.0 Chihuahua \n", "1192 https://pbs.twimg.com... 1.0 Brittany_spaniel \n", "1194 https://pbs.twimg.com... 1.0 Great_pyrenees \n", "1196 https://pbs.twimg.com... 1.0 Norfolk_terrier \n", "1198 https://pbs.twimg.com... 1.0 Collie \n", "1199 https://pbs.twimg.com... 2.0 Soft-coated_wheaten_t... \n", "1200 https://pbs.twimg.com... 1.0 Pug \n", "1201 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1202 https://pbs.twimg.com... 1.0 Siberian_husky \n", "1205 https://pbs.twimg.com... 1.0 Brittany_spaniel \n", "1206 https://pbs.twimg.com... 1.0 Great_pyrenees \n", "1207 https://pbs.twimg.com... 1.0 Whippet \n", "1209 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1210 https://pbs.twimg.com... 1.0 Great_pyrenees \n", "1211 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1214 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1216 https://pbs.twimg.com... 2.0 Shih-tzu \n", "1220 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "1224 https://pbs.twimg.com... 1.0 Pembroke \n", "1226 https://pbs.twimg.com... 1.0 French_bulldog \n", "1227 https://pbs.twimg.com... 1.0 Malamute \n", "1229 https://pbs.twimg.com... 1.0 Pembroke \n", "1232 https://pbs.twimg.com... 4.0 Pembroke \n", "1234 https://pbs.twimg.com... 2.0 Shih-tzu \n", "1235 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "1236 https://pbs.twimg.com... 1.0 Pug \n", "1238 https://pbs.twimg.com... 1.0 Pekinese \n", "1239 https://pbs.twimg.com... 2.0 Toy_poodle \n", "1240 https://pbs.twimg.com... 2.0 Pembroke \n", "1242 https://pbs.twimg.com... 2.0 Chihuahua \n", "1243 https://pbs.twimg.com... 1.0 Chow \n", "1244 https://pbs.twimg.com... 2.0 Golden_retriever \n", "1245 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "1246 https://pbs.twimg.com... 2.0 Maltese_dog \n", "1247 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "1248 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1249 https://pbs.twimg.com... 1.0 Chihuahua \n", "1252 https://pbs.twimg.com... 1.0 Siberian_husky \n", "1255 https://pbs.twimg.com... 1.0 Schipperke \n", "1256 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "1257 https://pbs.twimg.com... 2.0 Golden_retriever \n", "1258 https://pbs.twimg.com... 1.0 Pomeranian \n", "1260 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1261 https://pbs.twimg.com... 1.0 Chihuahua \n", "1263 https://pbs.twimg.com... 2.0 Pug \n", "1265 https://pbs.twimg.com... 1.0 Cardigan \n", "1266 https://pbs.twimg.com... 1.0 French_bulldog \n", "1267 https://pbs.twimg.com... 1.0 Norwich_terrier \n", "1268 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "1269 https://pbs.twimg.com... 1.0 Malinois \n", "1272 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1273 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "1274 https://pbs.twimg.com... 1.0 Whippet \n", "1278 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1280 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "1281 https://pbs.twimg.com... 1.0 Chihuahua \n", "1282 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1283 https://pbs.twimg.com... 2.0 Bernese_mountain_dog \n", "1284 https://pbs.twimg.com... 1.0 Blenheim_spaniel \n", "1285 https://pbs.twimg.com... 1.0 Samoyed \n", "1286 https://pbs.twimg.com... 1.0 Pug \n", "1287 https://pbs.twimg.com... 2.0 Cocker_spaniel \n", "1288 https://pbs.twimg.com... 1.0 Chihuahua \n", "1291 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1294 https://pbs.twimg.com... 1.0 Chow \n", "1295 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1296 https://pbs.twimg.com... 1.0 Tibetan_mastiff \n", "1297 https://pbs.twimg.com... 1.0 Pembroke \n", "1298 https://pbs.twimg.com... 1.0 Border_terrier \n", "1299 https://pbs.twimg.com... 1.0 Papillon \n", "1301 https://pbs.twimg.com... 1.0 Samoyed \n", "1303 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "1304 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1305 https://pbs.twimg.com... 1.0 Collie \n", "1307 https://pbs.twimg.com... 1.0 Basenji \n", "1308 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1309 https://pbs.twimg.com... 1.0 Great_pyrenees \n", "1310 https://pbs.twimg.com... 1.0 Chihuahua \n", "1311 https://pbs.twimg.com... 1.0 Chihuahua \n", "1313 https://pbs.twimg.com... 1.0 Collie \n", "1314 https://pbs.twimg.com... 1.0 Airedale \n", "1316 https://pbs.twimg.com... 1.0 Pug \n", "1317 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1320 https://pbs.twimg.com... 1.0 Chihuahua \n", "1322 https://pbs.twimg.com... 1.0 Samoyed \n", "1323 https://pbs.twimg.com... 1.0 Pembroke \n", "1328 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1329 https://pbs.twimg.com... 2.0 Boxer \n", "1331 https://pbs.twimg.com... 1.0 Pembroke \n", "1334 https://pbs.twimg.com... 2.0 Golden_retriever \n", "1335 https://pbs.twimg.com... 1.0 Border_collie \n", "1337 https://pbs.twimg.com... 2.0 Pembroke \n", "1341 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1342 https://pbs.twimg.com... 1.0 Bloodhound \n", "1343 https://pbs.twimg.com... 1.0 Kelpie \n", "1344 https://pbs.twimg.com... 3.0 Pomeranian \n", "1346 https://pbs.twimg.com... 3.0 West_highland_white_t... \n", "1347 https://pbs.twimg.com... 1.0 Boston_bull \n", "1348 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1349 https://pbs.twimg.com... 1.0 Pomeranian \n", "1350 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1351 https://pbs.twimg.com... 1.0 French_bulldog \n", "1353 https://pbs.twimg.com... 1.0 Chihuahua \n", "1354 https://pbs.twimg.com... 1.0 Yorkshire_terrier \n", "1355 https://pbs.twimg.com... 1.0 Border_collie \n", "1356 https://pbs.twimg.com... 1.0 Chihuahua \n", "1358 https://pbs.twimg.com... 1.0 Kuvasz \n", "1359 https://pbs.twimg.com... 1.0 Rhodesian_ridgeback \n", "1361 https://pbs.twimg.com... 1.0 Great_pyrenees \n", "1362 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "1365 https://pbs.twimg.com... 1.0 Beagle \n", "1367 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1369 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "1370 https://pbs.twimg.com... 1.0 Chihuahua \n", "1371 https://pbs.twimg.com... 2.0 Golden_retriever \n", "1372 https://pbs.twimg.com... 1.0 Border_terrier \n", "1373 https://pbs.twimg.com... 1.0 Malinois \n", "1374 https://pbs.twimg.com... 1.0 Dandie_dinmont \n", "1376 https://pbs.twimg.com... 3.0 Pembroke \n", "1377 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1378 https://pbs.twimg.com... 1.0 Pug \n", "1379 https://pbs.twimg.com... 1.0 Samoyed \n", "1380 https://pbs.twimg.com... 1.0 Cairn \n", "1381 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1383 https://pbs.twimg.com... 3.0 Schipperke \n", "1384 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1386 https://pbs.twimg.com... 1.0 Chihuahua \n", "1387 https://pbs.twimg.com... 1.0 Norfolk_terrier \n", "1388 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "1389 https://pbs.twimg.com... 3.0 German_short-haired_p... \n", "1390 https://pbs.twimg.com... 1.0 Samoyed \n", "1391 https://pbs.twimg.com... 1.0 Brittany_spaniel \n", "1392 https://pbs.twimg.com... 1.0 Samoyed \n", "1393 https://pbs.twimg.com... 1.0 French_bulldog \n", "1394 https://pbs.twimg.com... 1.0 Pug \n", "1395 https://pbs.twimg.com... 1.0 Boxer \n", "1396 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "1397 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1398 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "1399 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "1400 https://pbs.twimg.com... 2.0 Pembroke \n", "1401 https://pbs.twimg.com... 1.0 Great_dane \n", "1404 https://pbs.twimg.com... 1.0 Lhasa \n", "1405 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "1410 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1411 https://pbs.twimg.com... 1.0 Great_dane \n", "1412 https://pbs.twimg.com... 1.0 Great_dane \n", "1414 https://pbs.twimg.com... 1.0 Chihuahua \n", "1415 https://pbs.twimg.com... 1.0 Appenzeller \n", "1416 https://pbs.twimg.com... 1.0 Kuvasz \n", "1423 https://pbs.twimg.com... 1.0 Briard \n", "1424 https://pbs.twimg.com... 1.0 Borzoi \n", "1426 https://pbs.twimg.com... 1.0 Pomeranian \n", "1427 https://pbs.twimg.com... 1.0 Samoyed \n", "1429 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "1430 https://pbs.twimg.com... 1.0 Basenji \n", "1431 https://pbs.twimg.com... 1.0 Pug \n", "1432 https://pbs.twimg.com... 2.0 Maltese_dog \n", "1433 https://pbs.twimg.com... 1.0 Papillon \n", "1434 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1436 https://pbs.twimg.com... 1.0 Boston_bull \n", "1441 https://pbs.twimg.com... 2.0 Australian_terrier \n", "1443 https://pbs.twimg.com... 1.0 Boxer \n", "1444 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1446 https://pbs.twimg.com... 1.0 Pembroke \n", "1448 https://pbs.twimg.com... 1.0 Groenendael \n", "1451 https://pbs.twimg.com... 1.0 Scottish_deerhound \n", "1452 https://pbs.twimg.com... 1.0 Pug \n", "1453 https://pbs.twimg.com... 1.0 Malamute \n", "1457 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1459 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1460 https://pbs.twimg.com... 1.0 Vizsla \n", "1461 https://pbs.twimg.com... 3.0 Shih-tzu \n", "1462 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "1464 https://pbs.twimg.com... 1.0 Saint_bernard \n", "1465 https://pbs.twimg.com... 1.0 Mexican_hairless \n", "1466 https://pbs.twimg.com... 1.0 Soft-coated_wheaten_t... \n", "1467 https://pbs.twimg.com... 1.0 German_short-haired_p... \n", "1468 https://pbs.twimg.com... 1.0 Samoyed \n", "1469 https://pbs.twimg.com... 1.0 Samoyed \n", "1470 https://pbs.twimg.com... 2.0 Golden_retriever \n", "1471 https://pbs.twimg.com... 1.0 Pug \n", "1472 https://pbs.twimg.com... 1.0 Siberian_husky \n", "1475 https://pbs.twimg.com... 2.0 Siberian_husky \n", "1476 https://pbs.twimg.com... 1.0 Pug \n", "1479 https://pbs.twimg.com... 1.0 Tibetan_terrier \n", "1482 https://pbs.twimg.com... 1.0 Saint_bernard \n", "1483 https://pbs.twimg.com... 1.0 Chihuahua \n", "1484 https://pbs.twimg.com... 1.0 Bloodhound \n", "1485 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "1486 https://pbs.twimg.com... 2.0 Bernese_mountain_dog \n", "1487 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "1488 https://pbs.twimg.com... 1.0 Rottweiler \n", "1489 https://pbs.twimg.com... 1.0 Borzoi \n", "1492 https://pbs.twimg.com... 2.0 Golden_retriever \n", "1495 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1496 https://pbs.twimg.com... 1.0 Kuvasz \n", "1500 https://pbs.twimg.com... 1.0 Lhasa \n", "1501 https://pbs.twimg.com... 1.0 Pembroke \n", "1502 https://pbs.twimg.com... 1.0 Kuvasz \n", "1503 https://pbs.twimg.com... 1.0 Pug \n", "1507 https://pbs.twimg.com... 2.0 Malamute \n", "1508 https://pbs.twimg.com... 1.0 Samoyed \n", "1509 https://pbs.twimg.com... 1.0 Standard_poodle \n", "1512 https://pbs.twimg.com... 4.0 Pomeranian \n", "1513 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "1514 https://pbs.twimg.com... 1.0 Collie \n", "1515 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "1517 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1519 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "1520 https://pbs.twimg.com... 1.0 Pembroke \n", "1522 https://pbs.twimg.com... 1.0 Scotch_terrier \n", "1523 https://pbs.twimg.com... 3.0 Chihuahua \n", "1524 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "1526 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "1527 https://pbs.twimg.com... 1.0 English_springer \n", "1528 https://pbs.twimg.com... 1.0 Pembroke \n", "1530 https://pbs.twimg.com... 1.0 Ibizan_hound \n", "1532 https://pbs.twimg.com... 1.0 Cardigan \n", "1533 https://pbs.twimg.com... 3.0 Malinois \n", "1534 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "1535 https://pbs.twimg.com... 1.0 Papillon \n", "1536 https://pbs.twimg.com... 1.0 Pembroke \n", "1537 https://pbs.twimg.com... 2.0 Golden_retriever \n", "1540 https://pbs.twimg.com... 1.0 Pug \n", "1541 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "1543 https://pbs.twimg.com... 1.0 Pomeranian \n", "1544 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "1545 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "1547 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "1548 https://pbs.twimg.com... 1.0 Pug \n", "1549 https://pbs.twimg.com... 1.0 Rottweiler \n", "1550 https://pbs.twimg.com... 1.0 English_springer \n", "1552 https://pbs.twimg.com... 1.0 Boston_bull \n", "1554 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1556 https://pbs.twimg.com... 1.0 Pug \n", "1558 https://pbs.twimg.com... 2.0 Borzoi \n", "1560 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1564 https://pbs.twimg.com... 1.0 Tibetan_mastiff \n", "1565 https://pbs.twimg.com... 1.0 Norwich_terrier \n", "1566 https://pbs.twimg.com... 1.0 Rottweiler \n", "1567 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1569 https://pbs.twimg.com... 1.0 Yorkshire_terrier \n", "1570 https://pbs.twimg.com... 1.0 German_shepherd \n", "1571 https://pbs.twimg.com... 1.0 Pug \n", "1573 https://pbs.twimg.com... 1.0 Pomeranian \n", "1575 https://pbs.twimg.com... 1.0 Great_dane \n", "1576 https://pbs.twimg.com... 1.0 Rhodesian_ridgeback \n", "1578 https://pbs.twimg.com... 1.0 Siberian_husky \n", "1579 https://pbs.twimg.com... 1.0 Papillon \n", "1580 https://pbs.twimg.com... 1.0 Yorkshire_terrier \n", "1583 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "1584 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "1587 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1588 https://pbs.twimg.com... 1.0 Boston_bull \n", "1589 https://pbs.twimg.com... 2.0 Chow \n", "1590 https://pbs.twimg.com... 1.0 Pomeranian \n", "1591 https://pbs.twimg.com... 1.0 Pug \n", "1593 https://pbs.twimg.com... 1.0 Bernese_mountain_dog \n", "1596 https://pbs.twimg.com... 2.0 Border_collie \n", "1597 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1599 https://pbs.twimg.com... 1.0 Pembroke \n", "1602 https://pbs.twimg.com... 1.0 Miniature_schnauzer \n", "1603 https://pbs.twimg.com... 1.0 Weimaraner \n", "1607 https://pbs.twimg.com... 1.0 Chihuahua \n", "1608 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1609 https://pbs.twimg.com... 1.0 Pembroke \n", "1613 https://pbs.twimg.com... 1.0 Chihuahua \n", "1614 https://pbs.twimg.com... 1.0 Kelpie \n", "1615 https://pbs.twimg.com... 1.0 Chow \n", "1618 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1619 https://pbs.twimg.com... 1.0 Bluetick \n", "1620 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1622 https://pbs.twimg.com... 1.0 Maltese_dog \n", "1623 https://pbs.twimg.com... 1.0 Malamute \n", "1624 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "1625 https://pbs.twimg.com... 1.0 Pembroke \n", "1627 https://pbs.twimg.com... 1.0 Airedale \n", "1628 https://pbs.twimg.com... 1.0 Keeshond \n", "1629 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "1630 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "1631 https://pbs.twimg.com... 1.0 French_bulldog \n", "1632 https://pbs.twimg.com... 1.0 Pembroke \n", "1633 https://pbs.twimg.com... 1.0 Leonberg \n", "1634 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "1635 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1637 https://pbs.twimg.com... 1.0 Boxer \n", "1641 https://pbs.twimg.com... 1.0 English_setter \n", "1643 https://pbs.twimg.com... 1.0 Beagle \n", "1644 https://pbs.twimg.com... 1.0 English_springer \n", "1645 https://pbs.twimg.com... 1.0 Whippet \n", "1647 https://pbs.twimg.com... 1.0 Vizsla \n", "1648 https://pbs.twimg.com... 1.0 Curly-coated_retriever \n", "1650 https://pbs.twimg.com... 1.0 Siberian_husky \n", "1655 https://pbs.twimg.com... 1.0 Schipperke \n", "1657 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1658 https://pbs.twimg.com... 1.0 Chihuahua \n", "1659 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1661 https://pbs.twimg.com... 1.0 Pomeranian \n", "1662 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1663 https://pbs.twimg.com... 1.0 Rottweiler \n", "1664 https://pbs.twimg.com... 1.0 Norfolk_terrier \n", "1667 https://pbs.twimg.com... 1.0 Samoyed \n", "1669 https://pbs.twimg.com... 1.0 Lhasa \n", "1670 https://pbs.twimg.com... 1.0 Saint_bernard \n", "1671 https://pbs.twimg.com... 1.0 Tibetan_terrier \n", "1673 https://pbs.twimg.com... 1.0 Irish_setter \n", "1674 https://pbs.twimg.com... 1.0 Pomeranian \n", "1675 https://pbs.twimg.com... 1.0 Pug \n", "1677 https://pbs.twimg.com... 1.0 Soft-coated_wheaten_t... \n", "1678 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1679 https://pbs.twimg.com... 1.0 Pomeranian \n", "1680 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "1681 https://pbs.twimg.com... 3.0 Pembroke \n", "1683 https://pbs.twimg.com... 1.0 Pug \n", "1685 https://pbs.twimg.com... 1.0 French_bulldog \n", "1687 https://pbs.twimg.com... 1.0 Chihuahua \n", "1688 https://pbs.twimg.com... 1.0 Kuvasz \n", "1689 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "1693 https://pbs.twimg.com... 1.0 Brittany_spaniel \n", "1695 https://pbs.twimg.com... 1.0 Bluetick \n", "1696 https://pbs.twimg.com... 1.0 Miniature_poodle \n", "1697 https://pbs.twimg.com... 1.0 Maltese_dog \n", "1698 https://pbs.twimg.com... 1.0 Pug \n", "1699 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1704 https://pbs.twimg.com... 1.0 Entlebucher \n", "1706 https://pbs.twimg.com... 1.0 Airedale \n", "1707 https://pbs.twimg.com... 3.0 Chihuahua \n", "1708 https://pbs.twimg.com... 1.0 Bloodhound \n", "1709 https://pbs.twimg.com... 1.0 French_bulldog \n", "1711 https://pbs.twimg.com... 1.0 Boxer \n", "1712 https://pbs.twimg.com... 1.0 Dalmatian \n", "1714 https://pbs.twimg.com... 1.0 Chihuahua \n", "1716 https://pbs.twimg.com... 1.0 Maltese_dog \n", "1717 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1719 https://pbs.twimg.com... 1.0 Pug \n", "1720 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "1721 https://pbs.twimg.com... 1.0 Scottish_deerhound \n", "1722 https://pbs.twimg.com... 1.0 Kelpie \n", "1726 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "1727 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1728 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1729 https://pbs.twimg.com... 1.0 Airedale \n", "1730 https://pbs.twimg.com... 1.0 Pembroke \n", "1732 https://pbs.twimg.com... 1.0 Irish_terrier \n", "1733 https://pbs.twimg.com... 1.0 Malamute \n", "1737 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1738 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "1739 https://pbs.twimg.com... 1.0 Maltese_dog \n", "1740 https://pbs.twimg.com... 1.0 Schipperke \n", "1742 https://pbs.twimg.com... 2.0 Pembroke \n", "1743 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "1745 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1746 https://pbs.twimg.com... 1.0 Norfolk_terrier \n", "1747 https://pbs.twimg.com... 1.0 Maltese_dog \n", "1748 https://pbs.twimg.com... 1.0 Chihuahua \n", "1750 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "1752 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "1753 https://pbs.twimg.com... 1.0 Dalmatian \n", "1755 https://pbs.twimg.com... 1.0 Siberian_husky \n", "1756 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1757 https://pbs.twimg.com... 1.0 Pembroke \n", "1758 https://pbs.twimg.com... 1.0 Maltese_dog \n", "1760 https://pbs.twimg.com... 1.0 Chihuahua \n", "1762 https://pbs.twimg.com... 1.0 Basset \n", "1764 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "1765 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "1767 https://pbs.twimg.com... 2.0 Lakeland_terrier \n", "1768 https://pbs.twimg.com... 1.0 Beagle \n", "1770 https://pbs.twimg.com... 2.0 Blenheim_spaniel \n", "1771 https://pbs.twimg.com... 1.0 Japanese_spaniel \n", "1772 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "1774 https://pbs.twimg.com... 1.0 English_setter \n", "1775 https://pbs.twimg.com... 1.0 Malamute \n", "1776 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1777 https://pbs.twimg.com... 1.0 Welsh_springer_spaniel \n", "1779 https://pbs.twimg.com... 1.0 Pekinese \n", "1781 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "1784 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "1785 https://pbs.twimg.com... 2.0 Great_pyrenees \n", "1787 https://pbs.twimg.com... 1.0 Chihuahua \n", "1789 https://pbs.twimg.com... 1.0 Chihuahua \n", "1792 https://pbs.twimg.com... 1.0 Whippet \n", "1795 https://pbs.twimg.com... 1.0 Boston_bull \n", "1798 https://pbs.twimg.com... 1.0 Chow \n", "1799 https://pbs.twimg.com... 1.0 Pug \n", "1800 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1801 https://pbs.twimg.com... 2.0 Maltese_dog \n", "1802 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1804 https://pbs.twimg.com... 1.0 French_bulldog \n", "1807 https://pbs.twimg.com... 2.0 Chihuahua \n", "1808 https://pbs.twimg.com... 1.0 Irish_water_spaniel \n", "1810 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1812 https://pbs.twimg.com... 1.0 Bull_mastiff \n", "1813 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1814 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "1815 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "1820 https://pbs.twimg.com... 1.0 Pug \n", "1821 https://pbs.twimg.com... 1.0 Pomeranian \n", "1822 https://pbs.twimg.com... 1.0 Basset \n", "1823 https://pbs.twimg.com... 1.0 Beagle \n", "1824 https://pbs.twimg.com... 1.0 Maltese_dog \n", "1825 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1826 https://pbs.twimg.com... 2.0 Standard_schnauzer \n", "1828 https://pbs.twimg.com... 1.0 English_springer \n", "1829 https://pbs.twimg.com... 1.0 Chow \n", "1830 https://pbs.twimg.com... 1.0 Pembroke \n", "1831 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "1832 https://pbs.twimg.com... 1.0 Scottish_deerhound \n", "1834 https://pbs.twimg.com... 1.0 Vizsla \n", "1835 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "1837 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1838 https://pbs.twimg.com... 1.0 Chihuahua \n", "1839 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1842 https://pbs.twimg.com... 2.0 Pembroke \n", "1845 https://pbs.twimg.com... 1.0 Chow \n", "1846 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1848 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1851 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1852 https://pbs.twimg.com... 1.0 Dalmatian \n", "1853 https://pbs.twimg.com... 1.0 Samoyed \n", "1855 https://pbs.twimg.com... 1.0 Boxer \n", "1856 https://pbs.twimg.com... 1.0 Pembroke \n", "1858 https://pbs.twimg.com... 1.0 English_springer \n", "1859 https://pbs.twimg.com... 1.0 Pembroke \n", "1861 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1862 https://pbs.twimg.com... 1.0 Miniature_poodle \n", "1864 https://pbs.twimg.com... 1.0 Chihuahua \n", "1866 https://pbs.twimg.com... 2.0 Samoyed \n", "1868 https://pbs.twimg.com... 2.0 Vizsla \n", "1869 https://pbs.twimg.com... 1.0 Bernese_mountain_dog \n", "1871 https://pbs.twimg.com... 1.0 Dandie_dinmont \n", "1872 https://pbs.twimg.com... 1.0 Pomeranian \n", "1874 https://pbs.twimg.com... 1.0 Malamute \n", "1876 https://pbs.twimg.com... 1.0 Flat-coated_retriever \n", "1878 https://pbs.twimg.com... 1.0 Pomeranian \n", "1881 https://pbs.twimg.com... 2.0 Chow \n", "1882 https://pbs.twimg.com... 1.0 Brabancon_griffon \n", "1884 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1885 https://pbs.twimg.com... 1.0 Chihuahua \n", "1892 https://pbs.twimg.com... 1.0 Cardigan \n", "1893 https://pbs.twimg.com... 1.0 German_shepherd \n", "1894 https://pbs.twimg.com... 1.0 Pug \n", "1896 https://pbs.twimg.com... 1.0 Greater_swiss_mountai... \n", "1897 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "1898 https://pbs.twimg.com... 1.0 Pomeranian \n", "1899 https://pbs.twimg.com... 1.0 Airedale \n", "1901 https://pbs.twimg.com... 1.0 Cardigan \n", "1902 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1904 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1905 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "1906 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1907 https://pbs.twimg.com... 1.0 Pomeranian \n", "1908 https://pbs.twimg.com... 1.0 Collie \n", "1909 https://pbs.twimg.com... 1.0 Pembroke \n", "1911 https://pbs.twimg.com... 1.0 Pug \n", "1914 https://pbs.twimg.com... 2.0 Brabancon_griffon \n", "1917 https://pbs.twimg.com... 1.0 Maltese_dog \n", "1918 https://pbs.twimg.com... 1.0 Chihuahua \n", "1919 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1920 https://pbs.twimg.com... 1.0 German_short-haired_p... \n", "1921 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1924 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "1925 https://pbs.twimg.com... 1.0 Soft-coated_wheaten_t... \n", "1926 https://pbs.twimg.com... 1.0 Pekinese \n", "1927 https://pbs.twimg.com... 1.0 Samoyed \n", "1928 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "1929 https://pbs.twimg.com... 1.0 Bull_mastiff \n", "1931 https://pbs.twimg.com... 1.0 Newfoundland \n", "1933 https://pbs.twimg.com... 1.0 Beagle \n", "1936 https://pbs.twimg.com... 1.0 English_setter \n", "1937 https://pbs.twimg.com... 1.0 Rottweiler \n", "1938 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1939 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "1941 https://pbs.twimg.com... 1.0 Chihuahua \n", "1943 https://pbs.twimg.com... 3.0 Samoyed \n", "1944 https://pbs.twimg.com... 2.0 Miniature_pinscher \n", "1945 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1946 https://pbs.twimg.com... 1.0 Shih-tzu \n", "1947 https://pbs.twimg.com... 1.0 Airedale \n", "1948 https://pbs.twimg.com... 1.0 Schipperke \n", "1950 https://pbs.twimg.com... 1.0 Chow \n", "1951 https://pbs.twimg.com... 1.0 French_bulldog \n", "1952 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "1955 https://pbs.twimg.com... 1.0 Pug \n", "1957 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1958 https://pbs.twimg.com... 1.0 Chihuahua \n", "1962 https://pbs.twimg.com... 1.0 Chihuahua \n", "1963 https://pbs.twimg.com... 1.0 Pembroke \n", "1965 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "1966 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1969 https://pbs.twimg.com... 1.0 Toy_poodle \n", "1970 https://pbs.twimg.com... 1.0 Great_pyrenees \n", "1971 https://pbs.twimg.com... 1.0 Kuvasz \n", "1974 https://pbs.twimg.com... 1.0 Golden_retriever \n", "1975 https://pbs.twimg.com... 1.0 Doberman \n", "1976 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "1977 https://pbs.twimg.com... 1.0 Border_collie \n", "1979 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "1980 https://pbs.twimg.com... 2.0 Pug \n", "1981 https://pbs.twimg.com... 1.0 Irish_terrier \n", "1982 https://pbs.twimg.com... 1.0 Chihuahua \n", "1984 https://pbs.twimg.com... 1.0 Pug \n", "1985 https://pbs.twimg.com... 1.0 Irish_terrier \n", "1986 https://pbs.twimg.com... 1.0 Chihuahua \n", "1987 https://pbs.twimg.com... 1.0 Pug \n", "1989 https://pbs.twimg.com... 1.0 Beagle \n", "1991 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "1992 https://pbs.twimg.com... 1.0 Pug \n", "1993 https://pbs.twimg.com... 1.0 Rottweiler \n", "1995 https://pbs.twimg.com... 1.0 Pug \n", "1997 https://pbs.twimg.com... 1.0 Pug \n", "1998 https://pbs.twimg.com... 1.0 Chow \n", "1999 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2003 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2005 https://pbs.twimg.com... 1.0 Dalmatian \n", "2006 https://pbs.twimg.com... 2.0 Chihuahua \n", "2009 https://pbs.twimg.com... 1.0 Toy_poodle \n", "2012 https://pbs.twimg.com... 1.0 Gordon_setter \n", "2016 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "2018 https://pbs.twimg.com... 1.0 Pug \n", "2020 https://pbs.twimg.com... 1.0 Doberman \n", "2021 https://pbs.twimg.com... 1.0 Pomeranian \n", "2022 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "2024 https://pbs.twimg.com... 1.0 Toy_poodle \n", "2027 https://pbs.twimg.com... 1.0 German_shepherd \n", "2028 https://pbs.twimg.com... 1.0 Samoyed \n", "2031 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "2032 https://pbs.twimg.com... 1.0 Miniature_poodle \n", "2034 https://pbs.twimg.com... 1.0 Chihuahua \n", "2035 https://pbs.twimg.com... 1.0 Rottweiler \n", "2039 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2040 https://pbs.twimg.com... 1.0 Rottweiler \n", "2041 https://pbs.twimg.com... 1.0 Yorkshire_terrier \n", "2043 https://pbs.twimg.com... 1.0 Samoyed \n", "2044 https://pbs.twimg.com... 1.0 Shih-tzu \n", "2046 https://pbs.twimg.com... 1.0 Malinois \n", "2047 https://pbs.twimg.com... 1.0 Basenji \n", "2048 https://pbs.twimg.com... 1.0 Redbone \n", "2050 https://pbs.twimg.com... 1.0 Shih-tzu \n", "2052 https://pbs.twimg.com... 1.0 Pekinese \n", "2053 https://pbs.twimg.com... 1.0 Malinois \n", "2055 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2057 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "2058 https://pbs.twimg.com... 1.0 Basset \n", "2059 https://pbs.twimg.com... 1.0 Old_english_sheepdog \n", "2060 https://pbs.twimg.com... 1.0 Pomeranian \n", "2061 https://pbs.twimg.com... 1.0 Basenji \n", "2062 https://pbs.twimg.com... 1.0 Pembroke \n", "2064 https://pbs.twimg.com... 1.0 Beagle \n", "2067 https://pbs.twimg.com... 1.0 Chihuahua \n", "2068 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2069 https://pbs.twimg.com... 1.0 Pug \n", "2070 https://pbs.twimg.com... 1.0 Norfolk_terrier \n", "2071 https://pbs.twimg.com... 1.0 Keeshond \n", "2074 https://pbs.twimg.com... 1.0 Pomeranian \n", "2075 https://pbs.twimg.com... 1.0 Norwich_terrier \n", "2076 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "2077 https://pbs.twimg.com... 1.0 Ibizan_hound \n", "2078 https://pbs.twimg.com... 1.0 Dandie_dinmont \n", "2085 https://pbs.twimg.com... 1.0 English_springer \n", "2086 https://pbs.twimg.com... 1.0 Sussex_spaniel \n", "2090 https://pbs.twimg.com... 1.0 Chow \n", "2092 https://pbs.twimg.com... 1.0 Chihuahua \n", "2095 https://pbs.twimg.com... 1.0 Maltese_dog \n", "2097 https://pbs.twimg.com... 1.0 Pug \n", "2098 https://pbs.twimg.com... 1.0 Whippet \n", "2099 https://pbs.twimg.com... 1.0 English_springer \n", "2101 https://pbs.twimg.com... 1.0 Cairn \n", "2102 https://pbs.twimg.com... 1.0 Irish_terrier \n", "2103 https://pbs.twimg.com... 1.0 Shetland_sheepdog \n", "2104 https://pbs.twimg.com... 1.0 Chihuahua \n", "2105 https://pbs.twimg.com... 1.0 Toy_poodle \n", "2106 https://pbs.twimg.com... 1.0 German_short-haired_p... \n", "2108 https://pbs.twimg.com... 1.0 Malamute \n", "2110 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "2112 https://pbs.twimg.com... 1.0 Blenheim_spaniel \n", "2115 https://pbs.twimg.com... 1.0 Beagle \n", "2118 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "2119 https://pbs.twimg.com... 1.0 Vizsla \n", "2120 https://pbs.twimg.com... 1.0 Pomeranian \n", "2122 https://pbs.twimg.com... 1.0 Pembroke \n", "2125 https://pbs.twimg.com... 1.0 Pomeranian \n", "2127 https://pbs.twimg.com... 1.0 Dalmatian \n", "2130 https://pbs.twimg.com... 1.0 Maltese_dog \n", "2131 https://pbs.twimg.com... 1.0 Eskimo_dog \n", "2133 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "2135 https://pbs.twimg.com... 1.0 Chihuahua \n", "2136 https://pbs.twimg.com... 1.0 Toy_poodle \n", "2137 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "2138 https://pbs.twimg.com... 1.0 Airedale \n", "2139 https://pbs.twimg.com... 1.0 Brabancon_griffon \n", "2140 https://pbs.twimg.com... 1.0 Basset \n", "2141 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2142 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2143 https://pbs.twimg.com... 1.0 Chihuahua \n", "2146 https://pbs.twimg.com... 1.0 Siberian_husky \n", "2147 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2149 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2151 https://pbs.twimg.com... 1.0 Pug \n", "2152 https://pbs.twimg.com... 1.0 Chihuahua \n", "2154 https://pbs.twimg.com... 1.0 Chihuahua \n", "2155 https://pbs.twimg.com... 1.0 Pembroke \n", "2158 https://pbs.twimg.com... 1.0 Pug \n", "2162 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2163 https://pbs.twimg.com... 1.0 Basset \n", "2166 https://pbs.twimg.com... 1.0 Cocker_spaniel \n", "2167 https://pbs.twimg.com... 1.0 Standard_poodle \n", "2168 https://pbs.twimg.com... 1.0 Brittany_spaniel \n", "2169 https://pbs.twimg.com... 1.0 Kelpie \n", "2171 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2172 https://pbs.twimg.com... 1.0 Malinois \n", "2173 https://pbs.twimg.com... 1.0 Redbone \n", "2174 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "2175 https://pbs.twimg.com... 1.0 Beagle \n", "2179 https://pbs.twimg.com... 1.0 Komondor \n", "2180 https://pbs.twimg.com... 1.0 Pekinese \n", "2181 https://pbs.twimg.com... 1.0 Miniature_schnauzer \n", "2182 https://pbs.twimg.com... 1.0 French_bulldog \n", "2184 https://pbs.twimg.com... 4.0 Chihuahua \n", "2188 https://pbs.twimg.com... 1.0 Shih-tzu \n", "2190 https://pbs.twimg.com... 1.0 American_staffordshir... \n", "2191 https://pbs.twimg.com... 1.0 Lakeland_terrier \n", "2192 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2193 https://pbs.twimg.com... 1.0 Basenji \n", "2194 https://pbs.twimg.com... 1.0 Staffordshire_bullter... \n", "2195 https://pbs.twimg.com... 1.0 Standard_poodle \n", "2200 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2201 https://pbs.twimg.com... 1.0 Soft-coated_wheaten_t... \n", "2202 https://pbs.twimg.com... 1.0 Pembroke \n", "2204 https://pbs.twimg.com... 1.0 Chihuahua \n", "2205 https://pbs.twimg.com... 1.0 Chow \n", "2207 https://pbs.twimg.com... 1.0 Chow \n", "2208 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2209 https://pbs.twimg.com... 1.0 Blenheim_spaniel \n", "2210 https://pbs.twimg.com... 1.0 Chihuahua \n", "2213 https://pbs.twimg.com... 1.0 Pembroke \n", "2215 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2218 https://pbs.twimg.com... 1.0 Norwegian_elkhound \n", "2219 https://pbs.twimg.com... 1.0 Pomeranian \n", "2220 https://pbs.twimg.com... 1.0 Malamute \n", "2224 https://pbs.twimg.com... 1.0 Malamute \n", "2225 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "2227 https://pbs.twimg.com... 1.0 Flat-coated_retriever \n", "2228 https://pbs.twimg.com... 1.0 Dalmatian \n", "2230 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "2232 https://pbs.twimg.com... 1.0 Kuvasz \n", "2237 https://pbs.twimg.com... 1.0 Toy_poodle \n", "2238 https://pbs.twimg.com... 1.0 Pomeranian \n", "2239 https://pbs.twimg.com... 1.0 Yorkshire_terrier \n", "2240 https://pbs.twimg.com... 1.0 Pembroke \n", "2241 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2243 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "2244 https://pbs.twimg.com... 1.0 Beagle \n", "2245 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2246 https://pbs.twimg.com... 1.0 Chihuahua \n", "2247 https://pbs.twimg.com... 1.0 Borzoi \n", "2248 https://pbs.twimg.com... 1.0 Toy_poodle \n", "2249 https://pbs.twimg.com... 1.0 Tibetan_terrier \n", "2250 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2253 https://pbs.twimg.com... 1.0 Rottweiler \n", "2254 https://pbs.twimg.com... 1.0 Saint_bernard \n", "2255 https://pbs.twimg.com... 1.0 Papillon \n", "2257 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2258 https://pbs.twimg.com... 1.0 Siberian_husky \n", "2259 https://pbs.twimg.com... 1.0 Rottweiler \n", "2261 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2262 https://pbs.twimg.com... 1.0 Vizsla \n", "2263 https://pbs.twimg.com... 1.0 Soft-coated_wheaten_t... \n", "2264 https://pbs.twimg.com... 1.0 Toy_poodle \n", "2265 https://pbs.twimg.com... 1.0 Giant_schnauzer \n", "2266 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "2267 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2268 https://pbs.twimg.com... 1.0 Toy_poodle \n", "2269 https://pbs.twimg.com... 1.0 West_highland_white_t... \n", "2270 https://pbs.twimg.com... 1.0 Pembroke \n", "2271 https://pbs.twimg.com... 1.0 Chihuahua \n", "2272 https://pbs.twimg.com... 1.0 Chihuahua \n", "2275 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "2276 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2281 https://pbs.twimg.com... 1.0 Airedale \n", "2282 https://pbs.twimg.com... 1.0 Maltese_dog \n", "2283 https://pbs.twimg.com... 1.0 Miniature_schnauzer \n", "2284 https://pbs.twimg.com... 1.0 English_setter \n", "2286 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "2288 https://pbs.twimg.com... 1.0 Miniature_poodle \n", "2289 https://pbs.twimg.com... 1.0 Labrador_retriever \n", "2290 https://pbs.twimg.com... 1.0 German_shepherd \n", "2291 https://pbs.twimg.com... 1.0 Border_collie \n", "2292 https://pbs.twimg.com... 1.0 Ibizan_hound \n", "2293 https://pbs.twimg.com... 1.0 Dalmatian \n", "2294 https://pbs.twimg.com... 1.0 Curly-coated_retriever \n", "2295 https://pbs.twimg.com... 1.0 Chihuahua \n", "2296 https://pbs.twimg.com... 1.0 Chesapeake_bay_retriever \n", "2298 https://pbs.twimg.com... 1.0 Pembroke \n", "2299 https://pbs.twimg.com... 1.0 Blenheim_spaniel \n", "2300 https://pbs.twimg.com... 1.0 Toy_terrier \n", "2302 https://pbs.twimg.com... 1.0 Black-and-tan_coonhound \n", "2303 https://pbs.twimg.com... 1.0 Chihuahua \n", "2304 https://pbs.twimg.com... 1.0 Soft-coated_wheaten_t... \n", "2306 https://pbs.twimg.com... 1.0 Malamute \n", "2307 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2311 https://pbs.twimg.com... 1.0 Italian_greyhound \n", "2314 https://pbs.twimg.com... 1.0 English_setter \n", "2315 https://pbs.twimg.com... 1.0 Lhasa \n", "2316 https://pbs.twimg.com... 1.0 Bloodhound \n", "2317 https://pbs.twimg.com... 1.0 Pug \n", "2318 https://pbs.twimg.com... 1.0 Walker_hound \n", "2319 https://pbs.twimg.com... 1.0 Gordon_setter \n", "2320 https://pbs.twimg.com... 1.0 Golden_retriever \n", "2321 https://pbs.twimg.com... 1.0 Miniature_poodle \n", "2323 https://pbs.twimg.com... 1.0 Chow \n", "2325 https://pbs.twimg.com... 1.0 Bernese_mountain_dog \n", "2326 https://pbs.twimg.com... 1.0 Miniature_pinscher \n", "2327 https://pbs.twimg.com... 1.0 Rhodesian_ridgeback \n", "2328 https://pbs.twimg.com... 1.0 German_shepherd \n", "2329 https://pbs.twimg.com... 1.0 Redbone \n", "2330 https://pbs.twimg.com... 1.0 Welsh_springer_spaniel \n", "\n", " predicted_confid1 predicted_dog1 predicted_dogbreed2 \\\n", "1 0.323581 True Pekinese \n", "2 0.716012 True Malamute \n", "4 0.555712 True English_springer \n", "5 0.425595 True Irish_terrier \n", "6 0.341703 True Border_collie \n", "7 0.566142 True Eskimo_dog \n", "8 0.487574 True Irish_setter \n", "9 0.511319 True Cardigan \n", "10 0.957979 True Pomeranian \n", "11 0.377417 True Labrador_retriever \n", "12 0.966327 True Cardigan \n", "13 0.991650 True Boxer \n", "14 0.953442 True Labrador_retriever \n", "15 0.626152 True Borzoi \n", "16 0.714719 True Tibetan_mastiff \n", "17 0.469760 True Labrador_retriever \n", "18 0.700377 True Eskimo_dog \n", "19 0.995026 True Pug \n", "20 0.821664 True Redbone \n", "22 0.809197 True Rhodesian_ridgeback \n", "23 0.330741 True Sea_lion \n", "24 0.733942 True Eskimo_dog \n", "25 0.793469 True Toy_terrier \n", "26 0.309706 True Great_pyrenees \n", "28 0.999201 True Chihuahua \n", "30 0.943575 True Shower_cap \n", "32 0.972494 True Shih-tzu \n", "33 0.369275 True Labrador_retriever \n", "36 0.812482 True Siberian_husky \n", "37 0.259916 True American_staffordshir... \n", "38 0.822103 True Norwich_terrier \n", "39 0.546406 True French_bulldog \n", "40 0.993225 True Cardigan \n", "42 0.707046 True Malinois \n", "43 0.610946 True Miniature_pinscher \n", "44 0.943082 True Labrador_retriever \n", "45 0.987997 True Tibetan_mastiff \n", "46 0.949562 True Labrador_retriever \n", "47 0.466778 True Siberian_husky \n", "48 0.850050 True Chesapeake_bay_retriever \n", "49 0.542982 True Chihuahua \n", "50 0.762211 True Labrador_retriever \n", "52 0.291539 True Chesapeake_bay_retriever \n", "53 0.529012 True Afghan_hound \n", "55 0.281463 True Angora \n", "58 0.791416 True Norwich_terrier \n", "59 0.913255 True Labrador_retriever \n", "60 0.238525 True Meerkat \n", "61 0.120298 True Rhodesian_ridgeback \n", "62 0.813507 True Beagle \n", "64 0.479896 True Vizsla \n", "65 0.383404 True Boston_bull \n", "69 0.960513 True Miniature_pinscher \n", "70 0.734684 True Whippet \n", "74 0.320420 True Collie \n", "75 0.839097 True Boston_bull \n", "76 0.837956 True Labrador_retriever \n", "78 0.995368 True Welsh_springer_spaniel \n", "79 0.509967 True Italian_greyhound \n", "80 0.931120 True Cardigan \n", "81 0.575751 True Redbone \n", "83 0.874566 True Irish_terrier \n", "84 0.534327 True Saint_bernard \n", "85 0.799551 True Chesapeake_bay_retriever \n", "86 0.245048 True Pembroke \n", "88 0.714319 True Siberian_husky \n", "89 0.836052 True Staffordshire_bullter... \n", "91 0.437216 True Miniature_poodle \n", "92 0.832177 True Black-and-tan_coonhound \n", "93 0.806674 True Pembroke \n", "94 0.678537 True Tibetan_mastiff \n", "96 0.619782 True Bloodhound \n", "97 0.476913 True Chesapeake_bay_retriever \n", "98 0.999120 True French_bulldog \n", "99 0.513191 True Sussex_spaniel \n", "100 0.931861 True Cardigan \n", "102 0.969171 True Collie \n", "103 0.921393 True Golden_retriever \n", "104 0.974781 True Briard \n", "107 0.398053 True Macaque \n", "110 0.945495 True Cardigan \n", "111 0.841001 True Great_pyrenees \n", "112 0.622752 True Appenzeller \n", "114 0.980148 True Cardigan \n", "115 0.993449 True Cardigan \n", "116 0.955156 True Toy_terrier \n", "117 0.664181 True Chihuahua \n", "120 0.868107 True Great_pyrenees \n", "121 0.378151 True Italian_greyhound \n", "122 0.522644 True Kuvasz \n", "123 0.661953 True Cardigan \n", "124 0.616457 True Siberian_husky \n", "126 0.471403 True Pekinese \n", "128 0.514730 True Groenendael \n", "129 0.905334 True Boston_bull \n", "130 0.984086 True Pomeranian \n", "132 0.673664 True Kuvasz \n", "133 0.832435 True Labrador_retriever \n", "134 0.989882 True Cardigan \n", "136 0.668613 True French_bulldog \n", "137 0.945905 True Labrador_retriever \n", "139 0.413330 True Malamute \n", "141 0.690517 True French_bulldog \n", "144 0.935804 True Pug \n", "145 0.207281 True Irish_terrier \n", "146 0.393330 True Beagle \n", "148 0.677589 True Pomeranian \n", "149 0.771008 True Pembroke \n", "151 0.507951 True Pembroke \n", "154 0.583936 True Pembroke \n", "155 0.286558 True Toy_poodle \n", "159 0.254587 True Staffordshire_bullter... \n", "160 0.899086 True Golden_retriever \n", "161 0.895529 True Irish_setter \n", "165 0.578120 True Labrador_retriever \n", "166 0.987407 True Cardigan \n", "167 0.863874 True Labrador_retriever \n", "168 0.432580 True English_springer \n", "169 0.919832 True Beagle \n", "170 0.841597 True Siberian_husky \n", "171 0.998021 True Pomeranian \n", "174 0.968623 True Labrador_retriever \n", "175 0.306910 True Siamese_cat \n", "179 0.876543 True Italian_greyhound \n", "183 0.321676 True Labrador_retriever \n", "185 0.389513 True Pekinese \n", "188 0.695548 True Cardigan \n", "189 0.260242 True Toy_poodle \n", "190 0.907080 True Cardigan \n", "191 0.854861 True Doberman \n", "192 0.354733 True Collie \n", "193 0.292519 True Chihuahua \n", "194 0.509879 True Malinois \n", "197 0.783765 True Rhodesian_ridgeback \n", "198 0.711235 True Otterhound \n", "199 0.186498 True Brabancon_griffon \n", "204 0.394507 True Chihuahua \n", "207 0.996952 True Bull_mastiff \n", "208 0.249012 True Maltese_dog \n", "211 0.759907 True Collie \n", "212 0.292092 True Toy_terrier \n", "214 0.907559 True Crossword_puzzle \n", "217 0.823648 True Newfoundland \n", "218 0.544576 True Siberian_husky \n", "220 0.333486 True Ibizan_hound \n", "224 0.951337 True Greater_swiss_mountai... \n", "226 0.413688 True Boston_bull \n", "227 0.495380 True Irish_terrier \n", "228 0.219609 True American_staffordshir... \n", "230 0.450539 True Papillon \n", "231 0.650003 True Leonberg \n", "233 0.346468 True Flat-coated_retriever \n", "235 0.961110 True Labrador_retriever \n", "236 0.979803 True Chow \n", "237 0.808681 True Groenendael \n", "238 0.394404 True Maltese_dog \n", "239 0.567475 True Labrador_retriever \n", "242 0.742421 True Golden_retriever \n", "244 0.719510 True Chesapeake_bay_retriever \n", "246 0.922540 True Golden_retriever \n", "247 0.430583 True Golden_retriever \n", "248 0.958452 True Cardigan \n", "249 0.461076 True Golden_retriever \n", "251 0.685084 True Cardigan \n", "252 0.891227 True Soccer_ball \n", "253 0.293493 True Newfoundland \n", "255 0.547401 True Bow_tie \n", "258 0.903712 True Saluki \n", "259 0.962985 True Blenheim_spaniel \n", "264 0.711148 True Cocker_spaniel \n", "266 0.863987 True Labrador_retriever \n", "267 0.604938 True American_staffordshir... \n", "270 0.927021 True Newfoundland \n", "272 0.664538 True Brabancon_griffon \n", "275 0.216562 True Doormat \n", "276 0.997692 True Kuvasz \n", "280 0.800975 True Seat_belt \n", "281 0.887625 True Labrador_retriever \n", "283 0.976255 True Keeshond \n", "284 0.767696 True Eskimo_dog \n", "291 0.564688 True Ice_bear \n", "292 0.963558 True White_wolf \n", "294 0.610655 True Muzzle \n", "297 0.341276 True Border_terrier \n", "300 0.663138 True Collie \n", "303 0.156276 True Norwegian_elkhound \n", "306 0.468619 True Whippet \n", "307 0.754799 True Pekinese \n", "311 0.494969 True Great_pyrenees \n", "312 0.438054 True Kelpie \n", "314 0.918144 True Maltese_dog \n", "315 0.727039 True Cocker_spaniel \n", "316 0.710523 True Kelpie \n", "317 0.539036 True French_bulldog \n", "319 0.160888 True Staffordshire_bullter... \n", "322 0.525032 True Siberian_husky \n", "323 0.988916 True Brabancon_griffon \n", "324 0.504690 True German_short-haired_p... \n", "325 0.134081 True Ice_bear \n", "330 0.601712 True Ibizan_hound \n", "331 0.153862 True Marmot \n", "333 0.777562 True Great_dane \n", "334 0.624802 True Cardigan \n", "335 0.530416 True Siberian_husky \n", "336 0.257415 True Pembroke \n", "337 0.999715 True Tibetan_terrier \n", "338 0.982755 True Soft-coated_wheaten_t... \n", "339 0.369389 True Kelpie \n", "340 0.263323 True Brittany_spaniel \n", "341 0.451516 True Golden_retriever \n", "342 0.908703 True Seat_belt \n", "344 0.442713 True Pomeranian \n", "346 0.394486 True Staffordshire_bullter... \n", "347 0.950851 True Pekinese \n", "348 0.315163 True Golden_retriever \n", "349 0.573140 True Cocker_spaniel \n", "350 0.312221 True Dalmatian \n", "354 0.649209 True Chesapeake_bay_retriever \n", "356 0.133033 True Chesapeake_bay_retriever \n", "357 0.392535 True Labrador_retriever \n", "358 0.523086 True Staffordshire_bullter... \n", "359 0.663047 True Eskimo_dog \n", "362 0.936662 True Staffordshire_bullter... \n", "363 0.806115 True Tibetan_mastiff \n", "364 0.285555 True Border_collie \n", "365 0.325638 True Golden_retriever \n", "366 0.352486 True Toy_poodle \n", "367 0.869681 True American_staffordshir... \n", "368 0.617389 True Labrador_retriever \n", "369 0.858764 True Golden_retriever \n", "372 0.628119 True Siamese_cat \n", "373 0.741860 True Tibetan_mastiff \n", "374 0.903048 True Pug \n", "375 0.782058 True Golden_retriever \n", "378 0.853407 True Golden_retriever \n", "379 0.681495 True Tibetan_mastiff \n", "380 0.354823 True Pomeranian \n", "382 0.524454 True Siberian_husky \n", "384 0.610499 True Malinois \n", "385 0.526488 True Golden_retriever \n", "386 0.990793 True Cardigan \n", "389 0.234076 True Curly-coated_retriever \n", "391 0.203999 True Snorkel \n", "397 0.196015 True Labrador_retriever \n", "398 0.332897 True Chihuahua \n", "400 0.664487 True Norfolk_terrier \n", "401 0.416769 True Malamute \n", "402 0.960199 True Samoyed \n", "403 0.585441 True Pomeranian \n", "405 0.266238 True Cocker_spaniel \n", "407 0.980071 True Labrador_retriever \n", "408 0.763539 True Black-and-tan_coonhound \n", "410 0.505496 True Vizsla \n", "412 0.515933 True Malinois \n", "413 0.856590 True Papillon \n", "414 0.148020 True Airedale \n", "416 0.838012 True Pekinese \n", "420 0.940724 True Black-and-tan_coonhound \n", "423 0.925505 True Staffordshire_bullter... \n", "426 0.547935 True Basenji \n", "427 0.909106 True Black-and-tan_coonhound \n", "429 0.482452 True German_shepherd \n", "433 0.351308 True Toy_poodle \n", "435 0.384188 True Beagle \n", "436 0.450722 True Border_terrier \n", "440 0.367368 True Toy_poodle \n", "441 0.621931 True Labrador_retriever \n", "443 0.387608 True Golden_retriever \n", "444 0.733256 True Flat-coated_retriever \n", "445 0.971358 True French_bulldog \n", "448 0.806163 True Black-and-tan_coonhound \n", "450 0.295483 True Irish_setter \n", "451 0.568809 True Afghan_hound \n", "452 0.864415 True French_bulldog \n", "454 0.668164 True Pembroke \n", "455 0.756992 True Pomeranian \n", "457 0.919330 True Kuvasz \n", "458 0.967345 True Samoyed \n", "461 0.428756 True Miniature_pinscher \n", "462 0.506312 True Tibetan_terrier \n", "464 0.548907 True Cardigan \n", "465 0.817953 True Norwegian_elkhound \n", "467 0.999828 True Boxer \n", "468 0.650814 True Kuvasz \n", "470 0.626913 True Toy_poodle \n", "471 0.490068 True Labrador_retriever \n", "473 0.699355 True Eskimo_dog \n", "474 0.709146 True Boston_bull \n", "475 0.501159 True Siberian_husky \n", "476 0.905972 True Pomeranian \n", "477 0.701852 True Golden_retriever \n", "478 0.888181 True Labrador_retriever \n", "481 0.848735 True Ibizan_hound \n", "483 0.432416 True Whippet \n", "485 0.128056 True Boston_bull \n", "486 0.909951 True Kelpie \n", "487 0.776400 True Pembroke \n", "488 0.914804 True Labrador_retriever \n", "489 0.989316 True Boxer \n", "490 0.326873 True Golden_retriever \n", "493 0.784873 True Cocker_spaniel \n", "494 0.610573 True French_bulldog \n", "495 0.386082 True Labrador_retriever \n", "497 0.396280 True Pembroke \n", "498 0.804177 True Cardigan \n", "500 0.820804 True Labrador_retriever \n", "501 0.753521 True Siberian_husky \n", "502 0.620768 True Eskimo_dog \n", "503 0.292556 True American_staffordshir... \n", "504 0.397163 True Toy_poodle \n", "506 0.375415 True Cardigan \n", "507 0.819511 True Samoyed \n", "508 0.911412 True Bloodhound \n", "509 0.369530 True Miniature_pinscher \n", "511 0.454239 True Cocker_spaniel \n", "514 0.426183 True Labrador_retriever \n", "515 0.730959 True Staffordshire_bullter... \n", "516 0.873233 True Cocker_spaniel \n", "517 0.505370 True Pomeranian \n", "519 0.610807 True Irish_setter \n", "523 0.938617 True Brittany_spaniel \n", "525 0.835102 True Pomeranian \n", "527 0.657967 True Keeshond \n", "528 0.248926 True American_staffordshir... \n", "530 0.643147 True German_shepherd \n", "532 0.244705 True Rhodesian_ridgeback \n", "533 0.915790 True German_shepherd \n", "537 0.817066 True Redbone \n", "539 0.372776 True Golden_retriever \n", "542 0.457086 True Chow \n", "543 0.944032 True Golden_retriever \n", "546 0.610171 True Labrador_retriever \n", "549 0.482498 True Siberian_husky \n", "551 0.327887 True American_staffordshir... \n", "553 0.550506 True Cardigan \n", "555 0.740220 True Dandie_dinmont \n", "557 0.823356 True English_setter \n", "560 0.771984 True Miniature_poodle \n", "561 0.828904 True Cardigan \n", "564 0.359860 True Pembroke \n", "566 0.938048 True Kuvasz \n", "569 0.442534 True Collie \n", "570 0.583630 True Redbone \n", "572 0.985028 True Siberian_husky \n", "573 0.334436 True Norwich_terrier \n", "574 0.703224 True Eskimo_dog \n", "575 0.539463 True Cairn \n", "589 0.524583 True Shih-tzu \n", "590 0.489845 True Chihuahua \n", "591 0.954089 True Cardigan \n", "592 0.767005 True Border_collie \n", "595 0.839129 True Boston_bull \n", "596 0.463996 True Staffordshire_bullter... \n", "598 0.116924 True Seat_belt \n", "599 0.461164 True Pomeranian \n", "601 0.600276 True Labrador_retriever \n", "603 0.700182 True Pembroke \n", "604 0.973846 True Tibetan_mastiff \n", "605 0.893775 True Labrador_retriever \n", "606 0.193082 True Chesapeake_bay_retriever \n", "607 0.925494 True Labrador_retriever \n", "612 0.988307 True Malamute \n", "614 0.861651 True Golden_retriever \n", "615 0.765277 True Bedlington_terrier \n", "617 0.538981 True Chihuahua \n", "618 0.326122 True Labrador_retriever \n", "619 0.274637 True Borzoi \n", "620 0.231695 True Eskimo_dog \n", "621 0.207622 True Walker_hound \n", "622 0.559308 True Labrador_retriever \n", "623 0.456047 True Lakeland_terrier \n", "625 0.654762 True Golden_retriever \n", "626 0.266824 True Irish_terrier \n", "627 0.946224 True Labrador_retriever \n", "628 0.193869 True Bluetick \n", "630 0.724944 True Golden_retriever \n", "633 0.912804 True Silky_terrier \n", "634 0.746387 True Irish_setter \n", "635 0.942856 True Swab \n", "640 0.705092 True Labrador_retriever \n", "641 0.972629 True Cardigan \n", "642 0.892925 True Toy_terrier \n", "644 0.349195 True Flat-coated_retriever \n", "647 0.996541 True Entlebucher \n", "649 0.658808 True Cardigan \n", "650 0.427742 True Great_dane \n", "655 0.260702 True Cougar \n", "656 0.878822 True Beagle \n", "657 0.363272 True Kelpie \n", "660 0.812860 True Siberian_husky \n", "661 0.746135 True Pekinese \n", "663 0.500509 True Golden_retriever \n", "665 0.805238 True Labrador_retriever \n", "666 0.735480 True Pomeranian \n", "667 0.814145 True Pomeranian \n", "670 0.362835 True French_bulldog \n", "671 0.992339 True Malinois \n", "672 0.900483 True Toy_terrier \n", "675 0.915303 True Saluki \n", "677 0.467321 True Persian_cat \n", "678 0.512034 True Keeshond \n", "679 0.709512 True Cardigan \n", "680 0.929266 True Labrador_retriever \n", "682 0.478193 True Schipperke \n", "686 0.392108 True Golden_retriever \n", "688 0.436023 True Black-and-tan_coonhound \n", "692 0.090341 True Binoculars \n", "693 0.757764 True Eskimo_dog \n", "694 0.744819 True Toy_poodle \n", "698 0.265659 True Golden_retriever \n", "699 0.314265 True Golden_retriever \n", "700 0.789000 True Miniature_pinscher \n", "701 0.877130 True Cairn \n", "703 0.593858 True Shetland_sheepdog \n", "704 0.240602 True Airedale \n", "706 0.560699 True Otterhound \n", "707 0.574557 True Golden_retriever \n", "708 0.840871 True Tibetan_mastiff \n", "709 0.504427 True Soft-coated_wheaten_t... \n", "712 0.438087 True Golden_retriever \n", "716 0.887771 True Italian_greyhound \n", "717 0.973841 True Collie \n", "719 0.488555 True Sussex_spaniel \n", "720 0.951963 True Eskimo_dog \n", "721 0.995143 True Cardigan \n", "722 0.628312 True Labrador_retriever \n", "725 0.382491 True German_shepherd \n", "726 0.144012 True Mongoose \n", "729 0.993830 True Cocker_spaniel \n", "732 0.721188 True Toy_terrier \n", "733 0.715351 True Labrador_retriever \n", "736 0.351434 True Boxer \n", "737 0.515699 True Malinois \n", "738 0.786089 True Irish_terrier \n", "739 0.848362 True Cardigan \n", "741 0.345266 True Borzoi \n", "742 0.322070 True Pug \n", "743 0.717776 True Malinois \n", "744 0.946718 True Cocker_spaniel \n", "746 0.123529 True Basset \n", "747 0.253442 True Golden_retriever \n", "749 0.999823 True Norwich_terrier \n", "750 0.988412 True Mexican_hairless \n", "752 0.516610 True Miniature_poodle \n", "753 0.884839 True Chesapeake_bay_retriever \n", "755 0.940326 True Pomeranian \n", "756 0.502228 True Black-and-tan_coonhound \n", "760 0.520022 True Bath_towel \n", "763 0.571229 True Chihuahua \n", "765 0.316565 True Golden_retriever \n", "766 0.719941 True Miniature_poodle \n", "767 0.627593 True Basenji \n", "768 0.596045 True Siberian_husky \n", "770 0.554331 True Samoyed \n", "771 0.324251 True Yorkshire_terrier \n", "772 0.969311 True Maltese_dog \n", "773 0.372202 True Chesapeake_bay_retriever \n", "777 0.427766 True Shih-tzu \n", "779 0.915351 True Walker_hound \n", "781 0.574345 True Border_collie \n", "782 0.367945 True Chihuahua \n", "783 0.275318 True Irish_setter \n", "784 0.217821 True Beagle \n", "785 0.803293 True Toy_terrier \n", "786 0.541780 True Cardigan \n", "788 0.533180 True Collie \n", "789 0.833952 True Golden_retriever \n", "790 0.503728 True Border_collie \n", "793 0.568789 True Pug \n", "795 0.787812 True Greater_swiss_mountai... \n", "796 0.979515 True Golden_retriever \n", "799 0.931668 True Mexican_hairless \n", "801 0.414965 True American_staffordshir... \n", "802 0.796313 True Chihuahua \n", "803 0.407117 True Muzzle \n", "805 0.166538 True Pekinese \n", "806 0.182358 True Golden_retriever \n", "808 0.720219 True Brabancon_griffon \n", "809 0.183283 True Italian_greyhound \n", "810 0.729745 True Golden_retriever \n", "812 0.739170 True Chesapeake_bay_retriever \n", "815 0.307794 True Fountain \n", "816 0.483228 True Golden_retriever \n", "818 0.873841 True Miniature_poodle \n", "820 0.451697 True Basset \n", "822 0.948355 True Vizsla \n", "823 0.995823 True Pomeranian \n", "824 0.966896 True Miniature_poodle \n", "826 0.484855 True Beagle \n", "827 0.728153 True Basset \n", "828 0.969518 True Labrador_retriever \n", "829 0.993333 True Walker_hound \n", "830 0.509491 True Cardigan \n", "831 0.829456 True Labrador_retriever \n", "832 0.556595 True Whippet \n", "833 0.792059 True Appenzeller \n", "834 0.973677 True Malinois \n", "836 0.375098 True Jean \n", "837 0.354674 True Toy_poodle \n", "840 0.519047 True German_shepherd \n", "841 0.540276 True Standard_poodle \n", "842 0.999953 True Tibetan_mastiff \n", "845 0.475552 True Chesapeake_bay_retriever \n", "849 0.240427 True Saluki \n", "851 0.822936 True Malinois \n", "852 0.660893 True Samoyed \n", "854 0.735163 True Sussex_spaniel \n", "855 0.113992 True Cocker_spaniel \n", "856 0.760546 True Labrador_retriever \n", "858 0.988013 True Malamute \n", "860 0.302200 True Lhasa \n", "865 0.324579 True Seat_belt \n", "866 0.355395 True Vizsla \n", "867 0.985876 True Labrador_retriever \n", "868 0.763333 True Chesapeake_bay_retriever \n", "869 0.223148 True Bedlington_terrier \n", "871 0.511341 True Golden_retriever \n", "873 0.129034 True Kelpie \n", "874 0.778546 True Bathing_cap \n", "876 0.480048 True Vizsla \n", "877 0.848514 True Labrador_retriever \n", "878 0.546145 True Cardigan \n", "880 0.702954 True Laptop \n", "881 0.987643 True Cardigan \n", "887 0.829259 True Beagle \n", "891 0.787125 True Chesapeake_bay_retriever \n", "892 0.914667 True Whippet \n", "893 0.678555 True Labrador_retriever \n", "894 0.790371 True Cocker_spaniel \n", "895 0.294808 True Kelpie \n", "897 0.981652 True Cocker_spaniel \n", "899 0.602957 True Irish_terrier \n", "900 0.596882 True Maltese_dog \n", "902 0.708974 True Golden_retriever \n", "904 0.872385 True Labrador_retriever \n", "907 0.858513 True Basset \n", "908 0.168909 True Norfolk_terrier \n", "909 0.456092 True Toy_terrier \n", "911 0.163794 True Italian_greyhound \n", "912 0.360071 True Crutch \n", "914 0.194773 True Monitor \n", "916 0.868511 True Cardigan \n", "918 0.609283 True Malinois \n", "920 0.299966 True Eskimo_dog \n", "924 0.399163 True Standard_poodle \n", "926 0.527659 True German_shepherd \n", "928 0.424168 True Teddy \n", "929 0.703569 True Pomeranian \n", "931 0.757756 True Miniature_poodle \n", "932 0.868304 True Studio_couch \n", "933 0.516257 True Golden_retriever \n", "934 0.714409 True Afghan_hound \n", "935 0.178852 True German_short-haired_p... \n", "936 0.947164 True Chesapeake_bay_retriever \n", "937 0.929390 True Chesapeake_bay_retriever \n", "938 0.912648 True Miniature_poodle \n", "939 0.972587 True Cardigan \n", "941 0.964929 True Labrador_retriever \n", "942 0.672791 True Collie \n", "944 0.977765 True Boston_bull \n", "945 0.478018 True Miniature_poodle \n", "946 0.814405 True Lhasa \n", "947 0.316704 True Llama \n", "948 0.978277 True Teddy \n", "949 0.382113 True Malinois \n", "950 0.484428 True Borzoi \n", "951 0.252031 True Maltese_dog \n", "952 0.258732 True Teddy \n", "954 0.515319 True West_highland_white_t... \n", "956 0.879012 True Chihuahua \n", "957 0.772894 True Shetland_sheepdog \n", "958 0.694541 True Curly-coated_retriever \n", "959 0.973715 True Chow \n", "960 0.155144 True Lakeland_terrier \n", "962 0.985222 True Brabancon_griffon \n", "964 0.742216 True Bluetick \n", "965 0.742912 True Wire-haired_fox_terrier \n", "967 0.849029 True Cardigan \n", "970 0.328161 True Toy_poodle \n", "971 0.596455 True Whippet \n", "973 0.880499 True Collie \n", "976 0.307672 True Irish_terrier \n", "977 0.998201 True Eskimo_dog \n", "978 0.408450 True Samoyed \n", "979 0.360428 True Papillon \n", "980 0.768923 True Chihuahua \n", "983 0.804363 True Weimaraner \n", "984 0.389136 True Dingo \n", "985 0.111493 True Malinois \n", "989 0.548018 True Marmot \n", "991 0.991954 True Golden_retriever \n", "993 0.540201 True Beagle \n", "995 0.936183 True Guinea_pig \n", "997 0.256505 True Labrador_retriever \n", "1000 0.508292 True Lakeland_terrier \n", "1001 0.622957 True Malinois \n", "1002 0.575637 True Pomeranian \n", "1003 0.433320 True Collie \n", "1004 0.984267 True Shih-tzu \n", "1007 0.663800 True Golden_retriever \n", "1010 0.963985 True Collie \n", "1011 0.427481 True Shih-tzu \n", "1012 0.497755 True Golden_retriever \n", "1013 0.234431 True Samoyed \n", "1014 0.960543 True Pomeranian \n", "1015 0.825333 True Ice_bear \n", "1017 0.975730 True Rhodesian_ridgeback \n", "1018 0.562315 True Great_dane \n", "1020 0.982794 True American_staffordshir... \n", "1024 0.442612 True Siberian_husky \n", "1025 0.350629 True Soft-coated_wheaten_t... \n", "1026 0.930705 True Chesapeake_bay_retriever \n", "1030 0.997310 True Brabancon_griffon \n", "1031 0.566911 True Border_collie \n", "1034 0.311325 True French_bulldog \n", "1035 0.786089 True Flat-coated_retriever \n", "1036 0.292675 True Redbone \n", "1037 0.768156 True Pug \n", "1039 0.843799 True Labrador_retriever \n", "1040 0.454363 True Samoyed \n", "1041 0.388277 True Angora \n", "1046 0.863687 True Kuvasz \n", "1047 0.586414 True Labrador_retriever \n", "1048 0.285800 True Wig \n", "1049 0.243904 True Beagle \n", "1050 0.342397 True Table_lamp \n", "1052 0.933755 True Cocker_spaniel \n", "1053 0.967397 True Golden_retriever \n", "1054 0.640256 True English_foxhound \n", "1055 0.503372 True Siberian_husky \n", "1058 0.691137 True Golden_retriever \n", "1059 0.808737 True Gibbon \n", "1060 0.346695 True Blenheim_spaniel \n", "1061 0.289471 True Standard_poodle \n", "1062 0.878886 True Norwegian_elkhound \n", "1063 0.751758 True Tub \n", "1064 0.990391 True Rhodesian_ridgeback \n", "1065 0.374682 True Norwegian_elkhound \n", "1066 0.935307 True Cardigan \n", "1067 0.400568 True Pomeranian \n", "1070 0.545502 True Groenendael \n", "1073 0.399217 True West_highland_white_t... \n", "1074 0.553901 True Labrador_retriever \n", "1075 0.961643 True Toy_poodle \n", "1076 0.462594 True Seat_belt \n", "1077 0.891871 True Goose \n", "1079 0.523191 True French_bulldog \n", "1080 0.413535 True Beagle \n", "1081 0.847292 True Feather_boa \n", "1082 0.883991 True Chow \n", "1083 0.304902 True Eskimo_dog \n", "1085 0.472324 True Walker_hound \n", "1086 0.457356 True Shih-tzu \n", "1087 0.619382 True Computer_keyboard \n", "1088 0.931275 True Beaver \n", "1089 0.945523 True Labrador_retriever \n", "1091 0.961902 True Samoyed \n", "1092 0.843359 True American_staffordshir... \n", "1094 0.677408 True Border_collie \n", "1095 0.967103 True Cardigan \n", "1098 0.810158 True Labrador_retriever \n", "1099 0.682082 True Siberian_husky \n", "1100 0.341663 True Norwegian_elkhound \n", "1104 0.218408 True Arabian_camel \n", "1105 0.829307 True Doberman \n", "1107 0.952070 True Toy_poodle \n", "1108 0.939134 True Cardigan \n", "1109 0.482050 True Collie \n", "1112 0.266414 True Great_pyrenees \n", "1113 0.255971 True Groenendael \n", "1115 0.384559 True Golden_retriever \n", "1116 0.462408 True Collie \n", "1117 0.457164 True Kuvasz \n", "1118 0.958834 True Chihuahua \n", "1119 0.827469 True Miniature_poodle \n", "1121 0.656463 True Great_dane \n", "1124 0.515919 True Irish_terrier \n", "1125 0.255327 True Border_terrier \n", "1126 0.261112 True Cocker_spaniel \n", "1127 0.420463 True Miniature_poodle \n", "1128 0.335761 True Samoyed \n", "1129 0.599076 True Bull_mastiff \n", "1131 0.675750 True Great_pyrenees \n", "1132 0.835491 True Bluetick \n", "1133 0.240695 True Cocker_spaniel \n", "1134 0.581835 True Collie \n", "1135 0.826272 True Bull_mastiff \n", "1137 0.991772 True Pomeranian \n", "1139 0.839390 True Labrador_retriever \n", "1142 0.530915 True Golden_retriever \n", "1143 0.997750 True Chihuahua \n", "1144 0.950053 True Washbasin \n", "1145 0.896422 True Dingo \n", "1146 0.489970 True Groenendael \n", "1147 0.990312 True Black-and-tan_coonhound \n", "1148 0.873977 True Cardigan \n", "1150 0.451852 True Redbone \n", "1151 0.954517 True Eskimo_dog \n", "1152 0.605304 True Cocker_spaniel \n", "1154 0.873233 True Siberian_husky \n", "1156 0.765778 True Borzoi \n", "1157 0.224415 True Miniature_poodle \n", "1158 0.140394 True Saint_bernard \n", "1159 0.766327 True Cardigan \n", "1160 0.993718 True Pekinese \n", "1161 0.584580 True German_short-haired_p... \n", "1162 0.632289 True West_highland_white_t... \n", "1165 0.354488 True Carton \n", "1166 0.370152 True Siberian_husky \n", "1167 0.922876 True English_springer \n", "1169 0.779356 True Labrador_retriever \n", "1171 0.286479 True Italian_greyhound \n", "1172 0.983548 True Labrador_retriever \n", "1173 0.506154 True Eskimo_dog \n", "1174 0.619577 True Leonberg \n", "1175 0.468751 True Seat_belt \n", "1179 0.430420 True Silky_terrier \n", "1180 0.638625 True Chow \n", "1181 0.976685 True French_bulldog \n", "1183 0.740229 True Miniature_poodle \n", "1185 0.427836 True Pug \n", "1186 0.990715 True Labrador_retriever \n", "1188 0.597111 True Soft-coated_wheaten_t... \n", "1189 0.584026 True Italian_greyhound \n", "1190 0.956787 True Beagle \n", "1192 0.944376 True Beagle \n", "1194 0.251516 True Samoyed \n", "1196 0.293007 True Labrador_retriever \n", "1198 0.176758 True Chesapeake_bay_retriever \n", "1199 0.751962 True Bedlington_terrier \n", "1200 0.533967 True Bloodhound \n", "1201 0.586951 True Golden_retriever \n", "1202 0.463223 True Eskimo_dog \n", "1205 0.797936 True English_springer \n", "1206 0.720337 True Samoyed \n", "1207 0.734244 True Basenji \n", "1209 0.868671 True Carton \n", "1210 0.732043 True Kuvasz \n", "1211 0.829058 True Golden_retriever \n", "1214 0.720481 True Whippet \n", "1216 0.625129 True Tibetan_terrier \n", "1220 0.459515 True Miniature_poodle \n", "1224 0.750906 True Cardigan \n", "1226 0.731405 True Boston_bull \n", "1227 0.281260 True Eskimo_dog \n", "1229 0.803742 True Cardigan \n", "1232 0.982004 True Cardigan \n", "1234 0.932401 True Lhasa \n", "1235 0.586307 True Wire-haired_fox_terrier \n", "1236 0.415495 True German_shepherd \n", "1238 0.953170 True Papillon \n", "1239 0.802092 True Miniature_poodle \n", "1240 0.956222 True Cardigan \n", "1242 0.945629 True Pomeranian \n", "1243 0.999837 True Tibetan_mastiff \n", "1244 0.790026 True Kuvasz \n", "1245 0.414982 True Newfoundland \n", "1246 0.780187 True Dandie_dinmont \n", "1247 0.797450 True Collie \n", "1248 0.271109 True Pomeranian \n", "1249 0.948323 True Italian_greyhound \n", "1252 0.212957 True Eskimo_dog \n", "1255 0.745640 True Kelpie \n", "1256 0.283945 True Giant_panda \n", "1257 0.976139 True Labrador_retriever \n", "1258 0.933457 True Samoyed \n", "1260 0.218479 True Lhasa \n", "1261 0.748163 True Toy_terrier \n", "1263 0.871283 True French_bulldog \n", "1265 0.350993 True Basset \n", "1266 0.710354 True Chihuahua \n", "1267 0.264483 True Norfolk_terrier \n", "1268 0.516106 True American_staffordshir... \n", "1269 0.786468 True Chesapeake_bay_retriever \n", "1272 0.908491 True Miniature_poodle \n", "1273 0.890426 True Toy_terrier \n", "1274 0.738371 True Italian_greyhound \n", "1278 0.383223 True Cocker_spaniel \n", "1280 0.738277 True Airedale \n", "1281 0.888468 True Italian_greyhound \n", "1282 0.637225 True Bloodhound \n", "1283 0.979235 True Shetland_sheepdog \n", "1284 0.370717 True Shih-tzu \n", "1285 0.897312 True Great_pyrenees \n", "1286 0.642426 True Llama \n", "1287 0.559658 True Golden_retriever \n", "1288 0.583780 True Italian_greyhound \n", "1291 0.717584 True Miniature_poodle \n", "1294 0.541794 True Pembroke \n", "1295 0.772685 True Labrador_retriever \n", "1296 0.956462 True Rottweiler \n", "1297 0.698165 True Chihuahua \n", "1298 0.587101 True Bull_mastiff \n", "1299 0.743715 True Pekinese \n", "1301 0.430418 True Kuvasz \n", "1303 0.587764 True American_staffordshir... \n", "1304 0.776346 True Labrador_retriever \n", "1305 0.808276 True Border_collie \n", "1307 0.877207 True Italian_greyhound \n", "1308 0.908784 True Labrador_retriever \n", "1309 0.309106 True Kuvasz \n", "1310 0.774792 True Quilt \n", "1311 0.157950 True Toy_terrier \n", "1313 0.457672 True Chow \n", "1314 0.868658 True Irish_terrier \n", "1316 0.284428 True Teddy \n", "1317 0.857240 True Labrador_retriever \n", "1320 0.376541 True Siamese_cat \n", "1322 0.979206 True Pomeranian \n", "1323 0.980695 True Cardigan \n", "1328 0.990119 True Chesapeake_bay_retriever \n", "1329 0.838994 True Greater_swiss_mountai... \n", "1331 0.756441 True Basenji \n", "1334 0.945664 True Standard_poodle \n", "1335 0.894842 True Collie \n", "1337 0.778503 True Shetland_sheepdog \n", "1341 0.514085 True Chesapeake_bay_retriever \n", "1342 0.381227 True Sussex_spaniel \n", "1343 0.219179 True Badger \n", "1344 0.714367 True Shih-tzu \n", "1346 0.769159 True Scotch_terrier \n", "1347 0.697303 True French_bulldog \n", "1348 0.242419 True Chow \n", "1349 0.491022 True Weasel \n", "1350 0.331707 True Miniature_poodle \n", "1351 0.902856 True Staffordshire_bullter... \n", "1353 0.993661 True Pembroke \n", "1354 0.907990 True Silky_terrier \n", "1355 0.280893 True Cardigan \n", "1356 0.615163 True Pembroke \n", "1358 0.805857 True Great_pyrenees \n", "1359 0.252514 True Redbone \n", "1361 0.481333 True Samoyed \n", "1362 0.569501 True Staffordshire_bullter... \n", "1365 0.162585 True Pembroke \n", "1367 0.532460 True Crossword_puzzle \n", "1369 0.726571 True Maltese_dog \n", "1370 0.369488 True Schipperke \n", "1371 0.808978 True Irish_setter \n", "1372 0.355060 True Toy_poodle \n", "1373 0.706038 True German_shepherd \n", "1374 0.271683 True Old_english_sheepdog \n", "1376 0.969400 True Cardigan \n", "1377 0.836572 True Kuvasz \n", "1378 0.997860 True French_bulldog \n", "1379 0.517479 True Malamute \n", "1380 0.337557 True Chihuahua \n", "1381 0.309696 True Doormat \n", "1383 0.667324 True Chesapeake_bay_retriever \n", "1384 0.599587 True Pekinese \n", "1386 0.222943 True Toyshop \n", "1387 0.246340 True Irish_terrier \n", "1388 0.382378 True Redbone \n", "1389 0.983131 True Bluetick \n", "1390 0.329895 True Shoji \n", "1391 0.931963 True Welsh_springer_spaniel \n", "1392 0.158464 True Kuvasz \n", "1393 0.998544 True Boston_bull \n", "1394 0.990191 True Pekinese \n", "1395 0.883048 True Saint_bernard \n", "1396 0.107948 True Basset \n", "1397 0.643690 True American_staffordshir... \n", "1398 0.351868 True Malinois \n", "1399 0.280222 True Boston_bull \n", "1400 0.984783 True Cardigan \n", "1401 0.126924 True Greater_swiss_mountai... \n", "1404 0.521931 True Shih-tzu \n", "1405 0.621668 True Collie \n", "1410 0.880014 True Miniature_poodle \n", "1411 0.999223 True Boxer \n", "1412 0.173989 True Malinois \n", "1414 0.297735 True Pembroke \n", "1415 0.665628 True Beagle \n", "1416 0.383941 True Golden_retriever \n", "1423 0.369063 True Scotch_terrier \n", "1424 0.132845 True Walker_hound \n", "1426 0.382234 True Chow \n", "1427 0.962139 True Arctic_fox \n", "1429 0.693857 True Otterhound \n", "1430 0.748904 True Cardigan \n", "1431 0.997445 True Bull_mastiff \n", "1432 0.678547 True Lhasa \n", "1433 0.227784 True Chihuahua \n", "1434 0.510106 True Tibetan_terrier \n", "1436 0.761454 True Pug \n", "1441 0.407886 True Yorkshire_terrier \n", "1443 0.990060 True Bull_mastiff \n", "1444 0.352547 True Toy_poodle \n", "1446 0.769999 True Cardigan \n", "1448 0.550796 True Norwegian_elkhound \n", "1451 0.111893 True Bluetick \n", "1452 0.841987 True French_bulldog \n", "1453 0.449298 True Siberian_husky \n", "1457 0.340008 True Bull_mastiff \n", "1459 0.989333 True Labrador_retriever \n", "1460 0.876413 True Chesapeake_bay_retriever \n", "1461 0.697480 True Lhasa \n", "1462 0.740013 True Welsh_springer_spaniel \n", "1464 0.612635 True English_springer \n", "1465 0.162638 True Doberman \n", "1466 0.403496 True Cocker_spaniel \n", "1467 0.876977 True Bluetick \n", "1468 0.985857 True Arctic_fox \n", "1469 0.471276 True Siberian_husky \n", "1470 0.636845 True Labrador_retriever \n", "1471 0.413090 True French_bulldog \n", "1472 0.486428 True Eskimo_dog \n", "1475 0.810592 True Malamute \n", "1476 0.956565 True Swing \n", "1479 0.247565 True Cocker_spaniel \n", "1482 0.342571 True Boxer \n", "1483 0.182898 True Teddy \n", "1484 0.886232 True Black-and-tan_coonhound \n", "1485 0.551206 True Collie \n", "1486 0.767563 True Border_collie \n", "1487 0.530104 True Irish_terrier \n", "1488 0.508981 True German_shepherd \n", "1489 0.441269 True Llama \n", "1492 0.862964 True Labrador_retriever \n", "1495 0.883229 True Labrador_retriever \n", "1496 0.422806 True Golden_retriever \n", "1500 0.097500 True Koala \n", "1501 0.426459 True Papillon \n", "1502 0.286345 True Labrador_retriever \n", "1503 0.686933 True French_bulldog \n", "1507 0.949609 True Siberian_husky \n", "1508 0.270287 True Great_pyrenees \n", "1509 0.444499 True English_springer \n", "1512 0.943331 True Shetland_sheepdog \n", "1513 0.269155 True Tibetan_terrier \n", "1514 0.600186 True Shetland_sheepdog \n", "1515 0.322818 True Whippet \n", "1517 0.279604 True Mashed_potato \n", "1519 0.169482 True Siberian_husky \n", "1520 0.799319 True Cardigan \n", "1522 0.267979 True Affenpinscher \n", "1523 0.637546 True American_staffordshir... \n", "1524 0.215161 True Chesapeake_bay_retriever \n", "1526 0.816044 True Golden_retriever \n", "1527 0.303781 True Papillon \n", "1528 0.430544 True Red_fox \n", "1530 0.853170 True Chihuahua \n", "1532 0.614231 True Skunk \n", "1533 0.199512 True German_shepherd \n", "1534 0.599660 True Staffordshire_bullter... \n", "1535 0.531279 True Blenheim_spaniel \n", "1536 0.696372 True Cardigan \n", "1537 0.900437 True Cocker_spaniel \n", "1540 0.973819 True Chihuahua \n", "1541 0.240602 True Norwegian_elkhound \n", "1543 0.997210 True Pekinese \n", "1544 0.873029 True Soft-coated_wheaten_t... \n", "1545 0.151113 True Boxer \n", "1547 0.956063 True Toy_terrier \n", "1548 0.957365 True French_bulldog \n", "1549 0.391471 True Miniature_pinscher \n", "1550 0.472273 True English_setter \n", "1552 0.223366 True Boxer \n", "1554 0.747208 True Maltese_dog \n", "1556 0.178205 True Chihuahua \n", "1558 0.883086 True Whippet \n", "1560 0.417107 True Chesapeake_bay_retriever \n", "1564 0.338812 True Newfoundland \n", "1565 0.100499 True Cocker_spaniel \n", "1566 0.441331 True Miniature_pinscher \n", "1567 0.320012 True Ibizan_hound \n", "1569 0.477704 True Silky_terrier \n", "1570 0.830816 True Leonberg \n", "1571 0.985237 True Bull_mastiff \n", "1573 0.985789 True Keeshond \n", "1575 0.236920 True Irish_wolfhound \n", "1576 0.885301 True Redbone \n", "1578 0.450678 True Eskimo_dog \n", "1579 0.200812 True Toy_terrier \n", "1580 0.414963 True Briard \n", "1583 0.171174 True Tennis_ball \n", "1584 0.253839 True Airedale \n", "1587 0.586937 True Labrador_retriever \n", "1588 0.972483 True French_bulldog \n", "1589 0.470162 True Pomeranian \n", "1590 0.963176 True Shetland_sheepdog \n", "1591 0.999044 True Norwegian_elkhound \n", "1593 0.975096 True Appenzeller \n", "1596 0.665578 True Collie \n", "1597 0.769412 True Golden_retriever \n", "1599 0.708034 True Cardigan \n", "1602 0.294457 True Norfolk_terrier \n", "1603 0.948688 True English_setter \n", "1607 0.937810 True Pomeranian \n", "1608 0.673691 True Chesapeake_bay_retriever \n", "1609 0.508498 True Black-footed_ferret \n", "1613 0.379365 True Toy_terrier \n", "1614 0.537782 True American_staffordshir... \n", "1615 0.334783 True German_shepherd \n", "1618 0.627856 True German_short-haired_p... \n", "1619 0.174738 True Shetland_sheepdog \n", "1620 0.551352 True Teddy \n", "1622 0.738449 True Toy_poodle \n", "1623 0.577376 True Siberian_husky \n", "1624 0.072885 True Labrador_retriever \n", "1625 0.895279 True Cardigan \n", "1627 0.945362 True Irish_terrier \n", "1628 0.508951 True Chow \n", "1629 0.399560 True Whippet \n", "1630 0.303512 True Soft-coated_wheaten_t... \n", "1631 0.992833 True Boston_bull \n", "1632 0.406509 True Cardigan \n", "1633 0.605851 True Chow \n", "1634 0.901392 True Soft-coated_wheaten_t... \n", "1635 0.889848 True Kuvasz \n", "1637 0.722218 True Bull_mastiff \n", "1641 0.947198 True English_springer \n", "1643 0.413824 True Cardigan \n", "1644 0.440781 True Cardigan \n", "1645 0.594701 True Italian_greyhound \n", "1647 0.657275 True Paddle \n", "1648 0.482288 True Flat-coated_retriever \n", "1650 0.439670 True Eskimo_dog \n", "1655 0.997953 True Groenendael \n", "1657 0.452577 True Golden_retriever \n", "1658 0.203570 True Doormat \n", "1659 0.920992 True Miniature_poodle \n", "1661 0.800538 True Chow \n", "1662 0.821704 True Miniature_poodle \n", "1663 0.760671 True Labrador_retriever \n", "1664 0.205067 True German_shepherd \n", "1667 0.362596 True Eskimo_dog \n", "1669 0.482401 True Shih-tzu \n", "1670 0.998830 True Pekinese \n", "1671 0.382101 True Miniature_poodle \n", "1673 0.406047 True Cocker_spaniel \n", "1674 0.992619 True Keeshond \n", "1675 0.713102 True Whippet \n", "1677 0.289598 True West_highland_white_t... \n", "1678 0.784398 True Siberian_husky \n", "1679 0.615678 True Golden_retriever \n", "1680 0.876337 True Collie \n", "1681 0.427781 True Shetland_sheepdog \n", "1683 0.996720 True Labrador_retriever \n", "1685 0.700764 True Chihuahua \n", "1687 0.538354 True Muzzle \n", "1688 0.438627 True Samoyed \n", "1689 0.796694 True West_highland_white_t... \n", "1693 0.733253 True Welsh_springer_spaniel \n", "1695 0.268681 True Miniature_pinscher \n", "1696 0.457117 True Toy_poodle \n", "1697 0.199121 True West_highland_white_t... \n", "1698 0.999365 True French_bulldog \n", "1699 0.698961 True Chow \n", "1704 0.523206 True Greater_swiss_mountai... \n", "1706 0.903832 True Border_terrier \n", "1707 0.346545 True Dalmatian \n", "1708 0.528819 True Bull_mastiff \n", "1709 0.319139 True Chihuahua \n", "1711 0.459604 True Boston_bull \n", "1712 0.750256 True Jaguar \n", "1714 0.761972 True Black-footed_ferret \n", "1716 0.145742 True Toy_poodle \n", "1717 0.621780 True Miniature_poodle \n", "1719 0.272205 True Bull_mastiff \n", "1720 0.302685 True Hair_slide \n", "1721 0.194610 True Irish_wolfhound \n", "1722 0.189423 True Beagle \n", "1726 0.330216 True Siberian_husky \n", "1727 0.680251 True Chesapeake_bay_retriever \n", "1728 0.213673 True Beagle \n", "1729 0.583122 True Silky_terrier \n", "1730 0.194681 True Toy_poodle \n", "1732 0.696646 True Australian_terrier \n", "1733 0.606654 True Border_collie \n", "1737 0.338757 True Flat-coated_retriever \n", "1738 0.284492 True Rottweiler \n", "1739 0.759945 True Toy_poodle \n", "1740 0.145877 True Labrador_retriever \n", "1742 0.956180 True Cardigan \n", "1743 0.516284 True Kelpie \n", "1745 0.853284 True Cocker_spaniel \n", "1746 0.378643 True Golden_retriever \n", "1747 0.897841 True Lhasa \n", "1748 0.613819 True Yorkshire_terrier \n", "1750 0.822048 True Doberman \n", "1752 0.199347 True Dalmatian \n", "1753 0.550702 True Kuvasz \n", "1755 0.120849 True Junco \n", "1756 0.916645 True Lhasa \n", "1757 0.573047 True Sunglasses \n", "1758 0.817908 True Angora \n", "1760 0.626236 True Italian_greyhound \n", "1762 0.397295 True Welsh_springer_spaniel \n", "1764 0.914978 True Staffordshire_bullter... \n", "1765 0.689259 True Norwegian_elkhound \n", "1767 0.859392 True Airedale \n", "1768 0.313464 True Boxer \n", "1770 0.924127 True Japanese_spaniel \n", "1771 0.661178 True Pekinese \n", "1772 0.656616 True Collie \n", "1774 0.282396 True Shih-tzu \n", "1775 0.363257 True Siberian_husky \n", "1776 0.772423 True Beagle \n", "1777 0.206479 True Saint_bernard \n", "1779 0.752707 True Golden_retriever \n", "1781 0.545286 True Norwegian_elkhound \n", "1784 0.371146 True Water_buffalo \n", "1785 0.869804 True Kuvasz \n", "1787 0.440916 True Pomeranian \n", "1789 0.841084 True Pomeranian \n", "1792 0.877021 True Great_dane \n", "1795 0.976577 True French_bulldog \n", "1798 0.265274 True Ice_bear \n", "1799 0.985387 True Norwegian_elkhound \n", "1800 0.790386 True Borzoi \n", "1801 0.579472 True Toy_poodle \n", "1802 0.583875 True Cocker_spaniel \n", "1804 0.961996 True Chihuahua \n", "1807 0.376741 True Italian_greyhound \n", "1808 0.388332 True Standard_poodle \n", "1810 0.225848 True Norfolk_terrier \n", "1812 0.743808 True Boxer \n", "1813 0.407430 True Malinois \n", "1814 0.305637 True Whippet \n", "1815 0.672117 True Old_english_sheepdog \n", "1820 0.883952 True Boston_bull \n", "1821 0.460710 True Chow \n", "1822 0.556373 True Beagle \n", "1823 0.681218 True Basset \n", "1824 0.921968 True West_highland_white_t... \n", "1825 0.800495 True Kuvasz \n", "1826 0.441427 True Miniature_schnauzer \n", "1828 0.990300 True Welsh_springer_spaniel \n", "1829 0.749368 True Schipperke \n", "1830 0.918441 True Cardigan \n", "1831 0.299708 True Golden_retriever \n", "1832 0.240591 True Groenendael \n", "1834 0.519589 True Miniature_pinscher \n", "1835 0.139613 True Seat_belt \n", "1837 0.986548 True Golden_retriever \n", "1838 0.416385 True West_highland_white_t... \n", "1839 0.479008 True Ice_bear \n", "1842 0.773135 True Cardigan \n", "1845 0.999876 True Tibetan_mastiff \n", "1846 0.949215 True Labrador_retriever \n", "1848 0.458746 True Great_dane \n", "1851 0.631501 True Brittany_spaniel \n", "1852 0.989519 True English_setter \n", "1853 0.978007 True Chow \n", "1855 0.654697 True Space_heater \n", "1856 0.655279 True Pomeranian \n", "1858 0.594467 True Cocker_spaniel \n", "1859 0.876479 True Cardigan \n", "1861 0.801903 True Chesapeake_bay_retriever \n", "1862 0.349561 True Toy_poodle \n", "1864 0.407016 True French_bulldog \n", "1866 0.634695 True Arctic_fox \n", "1868 0.665516 True Redbone \n", "1869 0.583054 True Shetland_sheepdog \n", "1871 0.175915 True Black-footed_ferret \n", "1872 0.948537 True Schipperke \n", "1874 0.180079 True Eskimo_dog \n", "1876 0.837448 True Groenendael \n", "1878 0.846986 True Chow \n", "1881 0.526230 True Pomeranian \n", "1882 0.409909 True Malinois \n", "1884 0.964497 True Labrador_retriever \n", "1885 0.287201 True Boston_bull \n", "1892 0.611525 True Pembroke \n", "1893 0.991454 True Malinois \n", "1894 0.622921 True Norwegian_elkhound \n", "1896 0.519428 True Boxer \n", "1897 0.615741 True Siberian_husky \n", "1898 0.666957 True Shetland_sheepdog \n", "1899 0.305392 True Kerry_blue_terrier \n", "1901 0.984725 True Pembroke \n", "1902 0.179777 True Badger \n", "1904 0.927975 True Miniature_poodle \n", "1905 0.358459 True Norwegian_elkhound \n", "1906 0.685617 True Miniature_poodle \n", "1907 0.648500 True Pekinese \n", "1908 0.992732 True Borzoi \n", "1909 0.742320 True Cardigan \n", "1911 0.586161 True Brabancon_griffon \n", "1914 0.216767 True Chihuahua \n", "1917 0.607401 True Toy_poodle \n", "1918 0.330171 True Siamese_cat \n", "1919 0.936333 True Cocker_spaniel \n", "1920 0.935771 True Kelpie \n", "1921 0.165383 True Lhasa \n", "1924 0.382220 True American_staffordshir... \n", "1925 0.340806 True Sealyham_terrier \n", "1926 0.185903 True Guinea_pig \n", "1927 0.989853 True Arctic_fox \n", "1928 0.957670 True Beagle \n", "1929 0.700625 True Rhodesian_ridgeback \n", "1931 0.223101 True Leonberg \n", "1933 0.985062 True Basset \n", "1936 0.696568 True Brittany_spaniel \n", "1937 0.529248 True Miniature_pinscher \n", "1938 0.672808 True Labrador_retriever \n", "1939 0.119188 True Quill \n", "1941 0.541408 True Italian_greyhound \n", "1943 0.978833 True Pomeranian \n", "1944 0.384099 True Bloodhound \n", "1945 0.889241 True Labrador_retriever \n", "1946 0.610453 True Maltese_dog \n", "1947 0.443004 True Brown_bear \n", "1948 0.888082 True Groenendael \n", "1950 0.517255 True Pomeranian \n", "1951 0.719559 True Boxer \n", "1952 0.836632 True West_highland_white_t... \n", "1955 0.836421 True Brabancon_griffon \n", "1957 0.678046 True Miniature_poodle \n", "1958 0.292343 True Pug \n", "1962 0.412362 True Beagle \n", "1963 0.582560 True Cardigan \n", "1965 0.420155 True Cardigan \n", "1966 0.952773 True Labrador_retriever \n", "1969 0.820158 True Miniature_poodle \n", "1970 0.755945 True Old_english_sheepdog \n", "1971 0.777659 True Great_pyrenees \n", "1974 0.565981 True Chow \n", "1975 0.605358 True Rottweiler \n", "1976 0.586173 True Borzoi \n", "1977 0.599454 True Collie \n", "1979 0.150424 True Toy_poodle \n", "1980 0.914685 True Norwegian_elkhound \n", "1981 0.716932 True Miniature_pinscher \n", "1982 0.609860 True Teddy \n", "1984 0.979487 True French_bulldog \n", "1985 0.413173 True Airedale \n", "1986 0.718944 True Badger \n", "1987 0.332536 True French_bulldog \n", "1989 0.958178 True Basset \n", "1991 0.991011 True Sussex_spaniel \n", "1992 0.561027 True French_bulldog \n", "1993 0.290992 True American_black_bear \n", "1995 0.794087 True French_bulldog \n", "1997 0.863385 True Shopping_cart \n", "1998 0.243529 True Hamster \n", "1999 0.567933 True Golden_retriever \n", "2003 0.875614 True Chihuahua \n", "2005 0.114259 True Teddy \n", "2006 0.500373 True French_bulldog \n", "2009 0.419427 True Miniature_poodle \n", "2012 0.469373 True Black-and-tan_coonhound \n", "2016 0.980339 True Collie \n", "2018 0.537652 True Bull_mastiff \n", "2020 0.782626 True Black-and-tan_coonhound \n", "2021 0.551031 True Pekinese \n", "2022 0.428275 True Wire-haired_fox_terrier \n", "2024 0.259115 True Bath_towel \n", "2027 0.827035 True Kelpie \n", "2028 0.627901 True Great_pyrenees \n", "2031 0.831757 True Toy_terrier \n", "2032 0.313811 True Toy_poodle \n", "2034 0.319106 True Whippet \n", "2035 0.331179 True Kelpie \n", "2039 0.495047 True Chesapeake_bay_retriever \n", "2040 0.781201 True Black-and-tan_coonhound \n", "2041 0.467202 True Cairn \n", "2043 0.587342 True Great_pyrenees \n", "2044 0.180380 True Golden_retriever \n", "2046 0.406341 True Kelpie \n", "2047 0.855959 True Beagle \n", "2048 0.866221 True Beagle \n", "2050 0.963622 True Lhasa \n", "2052 0.609853 True Persian_cat \n", "2053 0.317607 True Norwegian_elkhound \n", "2055 0.947453 True German_short-haired_p... \n", "2057 0.919714 True Staffordshire_bullter... \n", "2058 0.994090 True Walker_hound \n", "2059 0.958035 True Sealyham_terrier \n", "2060 0.868560 True Pekinese \n", "2061 0.344101 True Ibizan_hound \n", "2062 0.472197 True Beagle \n", "2064 0.295966 True Basset \n", "2067 0.952963 True French_bulldog \n", "2068 0.244889 True American_black_bear \n", "2069 0.776612 True Brabancon_griffon \n", "2070 0.172850 True Golden_retriever \n", "2071 0.994065 True Norwegian_elkhound \n", "2074 0.368161 True Pekinese \n", "2075 0.419838 True Cairn \n", "2076 0.071124 True Home_theater \n", "2077 0.342734 True Brittany_spaniel \n", "2078 0.676102 True West_highland_white_t... \n", "2085 0.403698 True Brittany_spaniel \n", "2086 0.403552 True Otterhound \n", "2090 0.335269 True Golden_retriever \n", "2092 0.275793 True Corn \n", "2095 0.584397 True Miniature_schnauzer \n", "2097 0.802223 True French_bulldog \n", "2098 0.178027 True Chesapeake_bay_retriever \n", "2099 0.974936 True English_setter \n", "2101 0.245033 True West_highland_white_t... \n", "2102 0.254856 True Briard \n", "2103 0.380278 True Cardigan \n", "2104 0.368876 True Pomeranian \n", "2105 0.383346 True Miniature_poodle \n", "2106 0.273492 True Staffordshire_bullter... \n", "2108 0.601886 True Siberian_husky \n", "2110 0.329339 True American_staffordshir... \n", "2112 0.998335 True Beagle \n", "2115 0.375313 True Saint_bernard \n", "2118 0.734744 True Rottweiler \n", "2119 0.743216 True Redbone \n", "2120 0.984231 True Keeshond \n", "2122 0.858494 True Hamster \n", "2125 0.998275 True Chihuahua \n", "2127 0.141257 True Borzoi \n", "2130 0.659619 True Tibetan_terrier \n", "2131 0.595665 True Siberian_husky \n", "2133 0.946828 True Miniature_schnauzer \n", "2135 0.980511 True Toy_terrier \n", "2136 0.623685 True Miniature_poodle \n", "2137 0.359843 True Blenheim_spaniel \n", "2138 0.168762 True Norfolk_terrier \n", "2139 0.483268 True Miniature_pinscher \n", "2140 0.749394 True Beagle \n", "2141 0.539004 True Irish_setter \n", "2142 0.367818 True German_short-haired_p... \n", "2143 0.973990 True French_bulldog \n", "2146 0.424202 True Eskimo_dog \n", "2147 0.919584 True Labrador_retriever \n", "2149 0.992758 True Irish_setter \n", "2151 0.910452 True French_bulldog \n", "2152 0.803528 True Pomeranian \n", "2154 0.127178 True Italian_greyhound \n", "2155 0.822940 True Cardigan \n", "2158 0.917326 True Waffle_iron \n", "2162 0.608537 True Irish_setter \n", "2163 0.605437 True Welsh_springer_spaniel \n", "2166 0.367492 True Lakeland_terrier \n", "2167 0.237638 True Old_english_sheepdog \n", "2168 0.828425 True Ibizan_hound \n", "2169 0.421979 True Collie \n", "2171 0.903529 True Tibetan_mastiff \n", "2172 0.640185 True Irish_terrier \n", "2173 0.461172 True Italian_greyhound \n", "2174 0.285508 True Weimaraner \n", "2175 0.319110 True Italian_greyhound \n", "2179 0.999956 True Llama \n", "2180 0.589011 True Shih-tzu \n", "2181 0.904549 True Australian_terrier \n", "2182 0.965403 True Pug \n", "2184 0.708163 True Pomeranian \n", "2188 0.985649 True Lhasa \n", "2190 0.267695 True French_bulldog \n", "2191 0.372988 True Toy_poodle \n", "2192 0.195835 True Kuvasz \n", "2193 0.055379 True Shetland_sheepdog \n", "2194 0.412879 True Miniature_pinscher \n", "2195 0.587372 True Bedlington_terrier \n", "2200 0.215944 True Basset \n", "2201 0.406374 True Lakeland_terrier \n", "2202 0.484830 True Cardigan \n", "2204 0.734547 True Miniature_pinscher \n", "2205 0.809320 True Minivan \n", "2207 0.395101 True Golden_retriever \n", "2208 0.655180 True Golden_retriever \n", "2209 0.958402 True Cocker_spaniel \n", "2210 0.664834 True Cowboy_boot \n", "2213 0.548896 True Cardigan \n", "2215 0.209051 True Hog \n", "2218 0.298881 True Malamute \n", "2219 0.800432 True Pekinese \n", "2220 0.088530 True Golden_retriever \n", "2224 0.967275 True Siberian_husky \n", "2225 0.214200 True Bath_towel \n", "2227 0.508392 True Chesapeake_bay_retriever \n", "2228 0.535073 True English_setter \n", "2230 0.360465 True Pug \n", "2232 0.360159 True Golden_retriever \n", "2237 0.787424 True Miniature_poodle \n", "2238 0.412893 True Pembroke \n", "2239 0.618957 True Silky_terrier \n", "2240 0.435254 True Cardigan \n", "2241 0.633037 True Kuvasz \n", "2243 0.125176 True Standard_poodle \n", "2244 0.636169 True Labrador_retriever \n", "2245 0.996709 True Golden_retriever \n", "2246 0.143957 True Christmas_stocking \n", "2247 0.852088 True Ice_bear \n", "2248 0.304175 True Pug \n", "2249 0.676376 True Irish_terrier \n", "2250 0.825670 True French_bulldog \n", "2253 0.999091 True Miniature_pinscher \n", "2254 0.381377 True Leonberg \n", "2255 0.557009 True Border_collie \n", "2257 0.462556 True Labrador_retriever \n", "2258 0.694904 True Malamute \n", "2259 0.283640 True Miniature_pinscher \n", "2261 0.949892 True Irish_setter \n", "2262 0.259249 True Chesapeake_bay_retriever \n", "2263 0.318981 True Lakeland_terrier \n", "2264 0.266437 True Chihuahua \n", "2265 0.841265 True Lakeland_terrier \n", "2266 0.140173 True Rottweiler \n", "2267 0.471351 True Miniature_poodle \n", "2268 0.535411 True Pomeranian \n", "2269 0.747713 True Samoyed \n", "2270 0.741563 True Chihuahua \n", "2271 0.959514 True Italian_greyhound \n", "2272 0.483682 True Pug \n", "2275 0.825678 True Vizsla \n", "2276 0.765266 True Labrador_retriever \n", "2281 0.448459 True Toy_poodle \n", "2282 0.359383 True Teddy \n", "2283 0.496953 True Standard_schnauzer \n", "2284 0.328792 True Brittany_spaniel \n", "2286 0.618316 True Weimaraner \n", "2288 0.546933 True Cocker_spaniel \n", "2289 0.887707 True Chihuahua \n", "2290 0.975401 True Beagle \n", "2291 0.447803 True English_springer \n", "2292 0.044333 True Pembroke \n", "2293 0.278954 True Labrador_retriever \n", "2294 0.322084 True Giant_schnauzer \n", "2295 0.671853 True Beagle \n", "2296 0.184130 True Chain_saw \n", "2298 0.371361 True Chow \n", "2299 0.906777 True Cocker_spaniel \n", "2300 0.149680 True Papillon \n", "2302 0.529139 True Bloodhound \n", "2303 0.978108 True Toy_terrier \n", "2304 0.326467 True Afghan_hound \n", "2306 0.336874 True Siberian_husky \n", "2307 0.858744 True Chesapeake_bay_retriever \n", "2311 0.176053 True Toy_terrier \n", "2314 0.298617 True Newfoundland \n", "2315 0.582330 True Shih-tzu \n", "2316 0.195217 True German_shepherd \n", "2317 0.489814 True Bull_mastiff \n", "2318 0.260857 True English_foxhound \n", "2319 0.503672 True Yorkshire_terrier \n", "2320 0.775930 True Tibetan_mastiff \n", "2321 0.201493 True Komondor \n", "2323 0.692517 True Tibetan_mastiff \n", "2325 0.651137 True English_springer \n", "2326 0.560311 True Rottweiler \n", "2327 0.408143 True Redbone \n", "2328 0.596461 True Malinois \n", "2329 0.506826 True Miniature_pinscher \n", "2330 0.465074 True Collie \n", "\n", " predicted_confid2 predicted_dog2 predicted_dogbreed3 \\\n", "1 0.090647 True Papillon \n", "2 0.078253 True Kelpie \n", "4 0.225770 True German_short-haired_p... \n", "5 0.116317 True Indian_elephant \n", "6 0.199287 True Ice_lolly \n", "7 0.178406 True Pembroke \n", "8 0.193054 True Chesapeake_bay_retriever \n", "9 0.451038 True Chihuahua \n", "10 0.013884 True Chow \n", "11 0.151317 True Muzzle \n", "12 0.027356 True Basenji \n", "13 0.002129 True Staffordshire_bullter... \n", "14 0.013834 True Redbone \n", "15 0.194742 True Saluki \n", "16 0.120184 True Labrador_retriever \n", "17 0.184172 True English_setter \n", "18 0.166511 True Malamute \n", "19 0.000932 True Bull_mastiff \n", "20 0.087582 True Weimaraner \n", "22 0.054950 True Beagle \n", "23 0.275645 False Weimaraner \n", "24 0.035029 True Staffordshire_bullter... \n", "25 0.143528 True Can_opener \n", "26 0.186136 True Dandie_dinmont \n", "28 0.000361 True Boston_bull \n", "30 0.025286 False Siamese_cat \n", "32 0.006630 True Bernese_mountain_dog \n", "33 0.265835 True Kuvasz \n", "36 0.071712 True Eskimo_dog \n", "37 0.198451 True Staffordshire_bullter... \n", "38 0.106075 True Norfolk_terrier \n", "39 0.404291 True Brabancon_griffon \n", "40 0.003216 True Chihuahua \n", "42 0.199396 True Norwegian_elkhound \n", "43 0.299603 True Kelpie \n", "44 0.032409 True Kuvasz \n", "45 0.007099 True Newfoundland \n", "46 0.045948 True Kuvasz \n", "47 0.406044 True Dingo \n", "48 0.074257 True Flat-coated_retriever \n", "49 0.251988 True Cardigan \n", "50 0.098985 True Cocker_spaniel \n", "52 0.278966 True Koala \n", "53 0.250003 True Golden_retriever \n", "55 0.272066 False Persian_cat \n", "58 0.061393 True Chihuahua \n", "59 0.026329 True Cocker_spaniel \n", "60 0.104256 False Clumber \n", "61 0.106395 True Beagle \n", "62 0.146654 True Cocker_spaniel \n", "64 0.124353 True Bath_towel \n", "65 0.134967 True Cardigan \n", "69 0.009431 True American_staffordshir... \n", "70 0.150487 True Ibizan_hound \n", "74 0.215975 True Appenzeller \n", "75 0.078799 True Toy_terrier \n", "76 0.062034 True Weimaraner \n", "78 0.001936 True Bathtub \n", "79 0.090497 True Golden_retriever \n", "80 0.068698 True Basenji \n", "81 0.240970 True Tibetan_mastiff \n", "83 0.037354 True Chow \n", "84 0.346312 True Greater_swiss_mountai... \n", "85 0.179975 True Vizsla \n", "86 0.223716 True Dingo \n", "88 0.091913 True Great_pyrenees \n", "89 0.047069 True Beagle \n", "91 0.277191 True Toy_poodle \n", "92 0.040437 True Newfoundland \n", "93 0.116622 True Kelpie \n", "94 0.244022 True Chow \n", "96 0.338069 True Chesapeake_bay_retriever \n", "97 0.174145 True German_short-haired_p... \n", "98 0.000552 True Bull_mastiff \n", "99 0.159088 True Standard_poodle \n", "100 0.037721 True Chihuahua \n", "102 0.018261 True Pomeranian \n", "103 0.064608 True Bloodhound \n", "104 0.020041 True Swab \n", "107 0.068955 False Dingo \n", "110 0.045875 True Beagle \n", "111 0.099278 True Labrador_retriever \n", "112 0.158463 True Entlebucher \n", "114 0.019271 True Malamute \n", "115 0.006325 True Chihuahua \n", "116 0.008054 True Muzzle \n", "117 0.169234 True Cardigan \n", "120 0.060973 True Saint_bernard \n", "121 0.275935 True American_staffordshir... \n", "122 0.332461 True Dalmatian \n", "123 0.175718 True Collie \n", "124 0.381330 True Malamute \n", "126 0.302219 True Pomeranian \n", "128 0.306407 True Curly-coated_retriever \n", "129 0.078060 True Pug \n", "130 0.007919 True Keeshond \n", "132 0.157523 True Labrador_retriever \n", "133 0.163551 True Weimaraner \n", "134 0.009906 True Basenji \n", "136 0.180562 True Staffordshire_bullter... \n", "137 0.021264 True Tibetan_mastiff \n", "139 0.347646 True Siberian_husky \n", "141 0.103360 True Beagle \n", "144 0.059576 True Boxer \n", "145 0.156296 True German_shepherd \n", "146 0.242034 True Boxer \n", "148 0.270648 True Pekinese \n", "149 0.137174 True French_bulldog \n", "151 0.136113 True Muzzle \n", "154 0.055979 True Beagle \n", "155 0.235193 True Lakeland_terrier \n", "159 0.192558 True Hog \n", "160 0.047091 True Kuvasz \n", "161 0.024099 True Labrador_retriever \n", "165 0.286059 True Bloodhound \n", "166 0.008723 True Basenji \n", "167 0.015920 True Doormat \n", "168 0.325898 True Lakeland_terrier \n", "169 0.043513 True Golden_retriever \n", "170 0.073644 True Eskimo_dog \n", "171 0.000922 True Keeshond \n", "174 0.010325 True Saluki \n", "175 0.191218 False Chihuahua \n", "179 0.032962 True Cardigan \n", "183 0.115138 True Groenendael \n", "185 0.188220 True Japanese_spaniel \n", "188 0.058902 True Chow \n", "189 0.189158 True Labrador_retriever \n", "190 0.086272 True Chihuahua \n", "191 0.050792 True Bluetick \n", "192 0.177538 True Border_collie \n", "193 0.120946 True Rottweiler \n", "194 0.237311 True Kelpie \n", "197 0.114147 True English_foxhound \n", "198 0.068235 True Sussex_spaniel \n", "199 0.139028 True Rottweiler \n", "204 0.077254 True French_bulldog \n", "207 0.000996 True French_bulldog \n", "208 0.166364 True Shih-tzu \n", "211 0.107405 True Pembroke \n", "212 0.136852 True Bonnet \n", "214 0.017934 False Chihuahua \n", "217 0.100571 True Groenendael \n", "218 0.290268 True Eskimo_dog \n", "220 0.245797 True Wallaby \n", "224 0.016849 True Appenzeller \n", "226 0.381836 True Doormat \n", "227 0.316456 True Lakeland_terrier \n", "228 0.178671 True Pug \n", "230 0.187928 True Collie \n", "231 0.065199 True Norfolk_terrier \n", "233 0.218451 True Labrador_retriever \n", "235 0.016695 True Tibetan_mastiff \n", "236 0.015923 True White_wolf \n", "237 0.123141 True Newfoundland \n", "238 0.186537 True West_highland_white_t... \n", "239 0.169496 True Curly-coated_retriever \n", "242 0.195218 True Chihuahua \n", "244 0.122019 True Newfoundland \n", "246 0.074358 True Great_pyrenees \n", "247 0.263581 True Great_pyrenees \n", "248 0.023770 True Chihuahua \n", "249 0.154946 True Chihuahua \n", "251 0.314608 True Basenji \n", "252 0.022811 False Bull_mastiff \n", "253 0.181336 True Schipperke \n", "255 0.198361 False Pembroke \n", "258 0.035215 True Bloodhound \n", "259 0.014820 True Clumber \n", "264 0.157929 True Labrador_retriever \n", "266 0.052632 True Kelpie \n", "267 0.311540 True Boston_bull \n", "270 0.050009 True Saint_bernard \n", "272 0.170451 True Yorkshire_terrier \n", "275 0.139994 False Dalmatian \n", "276 0.001001 True Newfoundland \n", "280 0.164133 False Pomeranian \n", "281 0.068718 True Kuvasz \n", "283 0.013990 True Seat_belt \n", "284 0.217079 True Malamute \n", "291 0.078267 False Pembroke \n", "292 0.019848 False Malamute \n", "294 0.132138 False American_staffordshir... \n", "297 0.336220 True Gordon_setter \n", "300 0.152494 True Cardigan \n", "303 0.125912 True Boston_bull \n", "306 0.177531 True Redbone \n", "307 0.197861 True Labrador_retriever \n", "311 0.312632 True Golden_retriever \n", "312 0.149706 True Pembroke \n", "314 0.025721 True Lakeland_terrier \n", "315 0.071140 True Tibetan_mastiff \n", "316 0.106102 True Shopping_cart \n", "317 0.317617 True Bull_mastiff \n", "319 0.159441 True Boston_bull \n", "322 0.252238 True Malamute \n", "323 0.001677 True Siamese_cat \n", "324 0.105208 True Staffordshire_bullter... \n", "325 0.051928 False Pug \n", "330 0.152662 True Italian_greyhound \n", "331 0.091234 False Grey_fox \n", "333 0.047418 True Leonberg \n", "334 0.362861 True Appenzeller \n", "335 0.180335 True Norwegian_elkhound \n", "336 0.161442 True French_bulldog \n", "337 0.000046 True Guinea_pig \n", "338 0.009084 True Bouvier_des_flandres \n", "339 0.132449 True Labrador_retriever \n", "340 0.200550 True Doormat \n", "341 0.317196 True English_setter \n", "342 0.057091 False Pug \n", "344 0.142073 True Pekinese \n", "346 0.376574 True American_staffordshir... \n", "347 0.015200 True Pug \n", "348 0.153210 True Pekinese \n", "349 0.111159 True Gibbon \n", "350 0.244040 True Conch \n", "354 0.198560 True Vizsla \n", "356 0.092227 True American_staffordshir... \n", "357 0.089022 True Clumber \n", "358 0.186168 True Chihuahua \n", "359 0.207779 True Tibetan_mastiff \n", "362 0.032999 True Bull_mastiff \n", "363 0.104831 True Kelpie \n", "364 0.217306 True Saint_bernard \n", "365 0.317235 True Labrador_retriever \n", "366 0.178884 True Labrador_retriever \n", "367 0.026658 True Boxer \n", "368 0.337053 True Tennis_ball \n", "369 0.023526 True Pekinese \n", "372 0.117397 False Cougar \n", "373 0.122812 True Kelpie \n", "374 0.096242 True Boston_bull \n", "375 0.156581 True Soft-coated_wheaten_t... \n", "378 0.053531 True English_setter \n", "379 0.147940 True Black-and-tan_coonhound \n", "380 0.245390 True Toy_poodle \n", "382 0.467678 True Malamute \n", "384 0.090291 True Airedale \n", "385 0.402815 True Irish_setter \n", "386 0.008919 True Basenji \n", "389 0.193093 True Labrador_retriever \n", "391 0.171893 False Norfolk_terrier \n", "397 0.160329 True Irish_terrier \n", "398 0.104116 True Staffordshire_bullter... \n", "400 0.075089 True Norwich_terrier \n", "401 0.252706 True Kuvasz \n", "402 0.023056 True Maltese_dog \n", "403 0.193654 True Arctic_fox \n", "405 0.223325 True Irish_setter \n", "407 0.008758 True Saluki \n", "408 0.136602 True Miniature_pinscher \n", "410 0.168747 True Chesapeake_bay_retriever \n", "412 0.203651 True Irish_setter \n", "413 0.038537 True Yorkshire_terrier \n", "414 0.133534 True Tibetan_mastiff \n", "416 0.056733 True Labrador_retriever \n", "420 0.042041 True Rottweiler \n", "423 0.036221 True Italian_greyhound \n", "426 0.116442 True Shetland_sheepdog \n", "427 0.044120 True Doberman \n", "429 0.181082 True Norwegian_elkhound \n", "433 0.271929 True Tibetan_terrier \n", "435 0.255917 True Grocery_store \n", "436 0.204177 True Beagle \n", "440 0.112479 True Standard_schnauzer \n", "441 0.364997 True Redbone \n", "443 0.264844 True Pekinese \n", "444 0.214145 True Irish_water_spaniel \n", "445 0.028518 True Boston_bull \n", "448 0.097386 True Miniature_pinscher \n", "450 0.144431 True Chesapeake_bay_retriever \n", "451 0.229352 True Golden_retriever \n", "452 0.097456 True German_shepherd \n", "454 0.105033 True Siberian_husky \n", "455 0.052850 True Maltese_dog \n", "457 0.049480 True Golden_retriever \n", "458 0.007397 True Papillon \n", "461 0.103912 True Staffordshire_bullter... \n", "462 0.295690 True Otterhound \n", "464 0.178523 True Collie \n", "465 0.140007 True Malinois \n", "467 0.000068 True American_staffordshir... \n", "468 0.053281 True Cocker_spaniel \n", "470 0.265582 True Soft-coated_wheaten_t... \n", "471 0.291956 True Chow \n", "473 0.256433 True Norwegian_elkhound \n", "474 0.247621 True Boxer \n", "475 0.228792 True Eskimo_dog \n", "476 0.048038 True West_highland_white_t... \n", "477 0.120345 True Labrador_retriever \n", "478 0.042312 True Saluki \n", "481 0.044603 True Italian_greyhound \n", "483 0.374223 True Siberian_husky \n", "485 0.117003 True Kelpie \n", "486 0.042649 True Miniature_pinscher \n", "487 0.115034 True Basenji \n", "488 0.083550 True Kuvasz \n", "489 0.007043 True French_bulldog \n", "490 0.182610 True Leonberg \n", "493 0.087788 True Labrador_retriever \n", "494 0.159935 True Doormat \n", "495 0.202862 True Golden_retriever \n", "497 0.049562 True Wire-haired_fox_terrier \n", "498 0.189890 True Beagle \n", "500 0.082318 True Curly-coated_retriever \n", "501 0.166151 True Eskimo_dog \n", "502 0.158395 True Tibetan_mastiff \n", "503 0.261233 True Border_terrier \n", "504 0.274540 True Miniature_poodle \n", "506 0.134317 True English_springer \n", "507 0.141241 True Pembroke \n", "508 0.017134 True Labrador_retriever \n", "509 0.194867 True Kelpie \n", "511 0.219323 True Irish_terrier \n", "514 0.257447 True Great_pyrenees \n", "515 0.130726 True American_staffordshir... \n", "516 0.033693 True Chow \n", "517 0.120358 True Toy_terrier \n", "519 0.213642 True Welsh_springer_spaniel \n", "523 0.036739 True Chesapeake_bay_retriever \n", "525 0.040783 True Eskimo_dog \n", "527 0.319136 True Leonberg \n", "528 0.098313 True Eskimo_dog \n", "530 0.186642 True Border_terrier \n", "532 0.180461 True Cardigan \n", "533 0.062480 True Leonberg \n", "537 0.059707 True Irish_terrier \n", "539 0.343666 True Great_pyrenees \n", "542 0.307801 True Golden_retriever \n", "543 0.017240 True Pomeranian \n", "546 0.173252 True Cocker_spaniel \n", "549 0.335774 True Malamute \n", "551 0.271916 True Labrador_retriever \n", "553 0.306612 True Shetland_sheepdog \n", "555 0.061604 True English_setter \n", "557 0.094602 True Bluetick \n", "560 0.076653 True Toy_poodle \n", "561 0.167373 True Chihuahua \n", "564 0.194207 True Collie \n", "566 0.025119 True Labrador_retriever \n", "569 0.288684 True Shetland_sheepdog \n", "570 0.276095 True Toy_terrier \n", "572 0.005834 True Eskimo_dog \n", "573 0.231573 True Australian_terrier \n", "574 0.229351 True Malamute \n", "575 0.184897 True Norfolk_terrier \n", "589 0.102931 True Pomeranian \n", "590 0.305760 True Staffordshire_bullter... \n", "591 0.033644 True Papillon \n", "592 0.100844 True Kelpie \n", "595 0.080699 True Pembroke \n", "596 0.155566 True Weimaraner \n", "598 0.107511 False Australian_terrier \n", "599 0.288650 True Siamese_cat \n", "601 0.140798 True Seat_belt \n", "603 0.260738 True Papillon \n", "604 0.014110 True Gibbon \n", "605 0.070140 True Doormat \n", "606 0.157927 True Soft-coated_wheaten_t... \n", "607 0.059241 True Tennis_ball \n", "612 0.004906 True Great_pyrenees \n", "614 0.044462 True Staffordshire_bullter... \n", "615 0.112753 True Kerry_blue_terrier \n", "617 0.217830 True Toy_terrier \n", "618 0.219904 True Chesapeake_bay_retriever \n", "619 0.142204 True Doormat \n", "620 0.206749 True Pembroke \n", "621 0.060574 True Beagle \n", "622 0.390222 True Cocker_spaniel \n", "623 0.273428 True English_springer \n", "625 0.074100 True Chihuahua \n", "626 0.218783 True Airedale \n", "627 0.036477 True Doormat \n", "628 0.160380 True Standard_poodle \n", "630 0.169744 True Kuvasz \n", "633 0.067823 True Australian_terrier \n", "634 0.091615 True Miniature_poodle \n", "635 0.052715 False Tibetan_terrier \n", "640 0.219721 True Kuvasz \n", "641 0.027026 True Basenji \n", "642 0.095524 True Doberman \n", "644 0.309535 True Newfoundland \n", "647 0.001057 True Appenzeller \n", "649 0.153096 True Toy_terrier \n", "650 0.190503 True Curly-coated_retriever \n", "655 0.088143 False Pomeranian \n", "656 0.018570 True Labrador_retriever \n", "657 0.197021 True Norwegian_elkhound \n", "660 0.120853 True Eskimo_dog \n", "661 0.070383 True Pembroke \n", "663 0.272734 True Jigsaw_puzzle \n", "665 0.113798 True Brittany_spaniel \n", "666 0.075101 True Arctic_fox \n", "667 0.112704 True Chihuahua \n", "670 0.221864 True English_setter \n", "671 0.004920 True Kelpie \n", "672 0.021084 True Miniature_pinscher \n", "675 0.046213 True Labrador_retriever \n", "677 0.122978 False Chow \n", "678 0.464816 True Pomeranian \n", "679 0.287178 True Chow \n", "680 0.062867 True Saluki \n", "682 0.224817 True Staffordshire_bullter... \n", "686 0.198358 True Pekinese \n", "688 0.258049 True Rottweiler \n", "692 0.083499 False Irish_setter \n", "693 0.151248 True Siberian_husky \n", "694 0.243192 True Standard_poodle \n", "698 0.196414 True Standard_poodle \n", "699 0.300435 True Australian_terrier \n", "700 0.115916 True Toy_terrier \n", "701 0.086241 True Keeshond \n", "703 0.130611 True Pembroke \n", "704 0.164088 True Boxer \n", "706 0.199482 True Clumber \n", "707 0.339251 True Seat_belt \n", "708 0.140516 True Eskimo_dog \n", "709 0.390678 True Lhasa \n", "712 0.226954 True Collie \n", "716 0.030666 True Seat_belt \n", "717 0.025188 True Border_collie \n", "719 0.271655 True Kelpie \n", "720 0.035346 True Pembroke \n", "721 0.003044 True English_springer \n", "722 0.317365 True Tibetan_mastiff \n", "725 0.312026 True Bull_mastiff \n", "726 0.091474 False Hatchet \n", "729 0.003143 True Great_pyrenees \n", "732 0.112943 True Kelpie \n", "733 0.207056 True Chihuahua \n", "736 0.201478 True American_staffordshir... \n", "737 0.300292 True Kelpie \n", "738 0.121488 True Lakeland_terrier \n", "739 0.108124 True Beagle \n", "741 0.312823 True Border_collie \n", "742 0.229903 True Muzzle \n", "743 0.111175 True Norwegian_elkhound \n", "744 0.015950 True Lhasa \n", "746 0.119682 True Siberian_husky \n", "747 0.162850 True Otterhound \n", "749 0.000056 True Pomeranian \n", "750 0.004177 True Hog \n", "752 0.255033 True Standard_poodle \n", "753 0.057565 True Paintbrush \n", "755 0.055527 True Keeshond \n", "756 0.154594 True Bloodhound \n", "760 0.028775 False French_bulldog \n", "763 0.175257 True Pembroke \n", "765 0.241929 True Pomeranian \n", "766 0.251546 True Lakeland_terrier \n", "767 0.128705 True Ibizan_hound \n", "768 0.223067 True Saluki \n", "770 0.432158 True Chow \n", "771 0.181210 True Airedale \n", "772 0.013243 True Soft-coated_wheaten_t... \n", "773 0.137187 True Malamute \n", "777 0.219256 True Welsh_springer_spaniel \n", "779 0.072416 True Beagle \n", "781 0.128352 True Saint_bernard \n", "782 0.223522 True Pekinese \n", "783 0.100988 True Vizsla \n", "784 0.157677 True Golden_retriever \n", "785 0.052980 True Italian_greyhound \n", "786 0.260504 True Shetland_sheepdog \n", "788 0.192031 True Border_collie \n", "789 0.103223 True Soccer_ball \n", "790 0.450944 True English_springer \n", "793 0.179918 True Staffordshire_bullter... \n", "795 0.163946 True Entlebucher \n", "796 0.010219 True Pomeranian \n", "799 0.038896 True Whippet \n", "801 0.286985 True Staffordshire_bullter... \n", "802 0.155413 True Staffordshire_bullter... \n", "803 0.165638 False Kuvasz \n", "805 0.148215 True Cocker_spaniel \n", "806 0.110658 True Mousetrap \n", "808 0.058365 True Rottweiler \n", "809 0.136012 True Whippet \n", "810 0.237961 True Labrador_retriever \n", "812 0.246488 True Kelpie \n", "815 0.142185 False Chesapeake_bay_retriever \n", "816 0.165063 True Norfolk_terrier \n", "818 0.059192 True Irish_terrier \n", "820 0.197513 True Bloodhound \n", "822 0.015032 True Rhodesian_ridgeback \n", "823 0.003897 True Norwegian_elkhound \n", "824 0.016424 True Cocker_spaniel \n", "826 0.437527 True Basset \n", "827 0.103842 True Brittany_spaniel \n", "828 0.021696 True Border_terrier \n", "829 0.002902 True Basset \n", "830 0.330401 True Shetland_sheepdog \n", "831 0.089371 True Kuvasz \n", "832 0.151047 True American_staffordshir... \n", "833 0.155034 True Entlebucher \n", "834 0.025950 True Kelpie \n", "836 0.069362 False Keeshond \n", "837 0.338642 True Teddy \n", "840 0.296069 True Dingo \n", "841 0.279802 True Toy_poodle \n", "842 0.000023 True Dhole \n", "845 0.082898 True Staffordshire_bullter... \n", "849 0.224269 True Doberman \n", "851 0.086152 True German_shepherd \n", "852 0.314886 True Miniature_poodle \n", "854 0.064897 True Labrador_retriever \n", "855 0.105780 True Borzoi \n", "856 0.232079 True Redbone \n", "858 0.004518 True West_highland_white_t... \n", "860 0.258803 True Briard \n", "865 0.109168 False Pug \n", "866 0.141094 True Otterhound \n", "867 0.001948 True Kuvasz \n", "868 0.194251 True Labrador_retriever \n", "869 0.220731 True Teddy \n", "871 0.076899 True White_wolf \n", "873 0.117508 True Siberian_husky \n", "874 0.154254 False Golden_retriever \n", "876 0.264522 True Weimaraner \n", "877 0.110054 True Curly-coated_retriever \n", "878 0.244200 True German_shepherd \n", "880 0.092277 False Notebook \n", "881 0.012112 True Siamese_cat \n", "887 0.145358 True Walker_hound \n", "891 0.112676 True Rottweiler \n", "892 0.047774 True Ice_lolly \n", "893 0.072632 True Border_terrier \n", "894 0.130268 True Labrador_retriever \n", "895 0.282301 True Cardigan \n", "897 0.006790 True Labrador_retriever \n", "899 0.086981 True Bloodhound \n", "900 0.176478 True Great_pyrenees \n", "902 0.114314 True Great_pyrenees \n", "904 0.099963 True Cocker_spaniel \n", "907 0.076012 True English_foxhound \n", "908 0.129114 True Pomeranian \n", "909 0.153126 True Italian_greyhound \n", "911 0.157192 True English_foxhound \n", "912 0.134816 False Tripod \n", "914 0.102305 False Siberian_husky \n", "916 0.103708 True Shetland_sheepdog \n", "918 0.352460 True Kelpie \n", "920 0.278355 True Siberian_husky \n", "924 0.086425 True Wire-haired_fox_terrier \n", "926 0.174765 True Chihuahua \n", "928 0.260562 False Golden_retriever \n", "929 0.076637 True Siamese_cat \n", "931 0.035150 True Scottish_deerhound \n", "932 0.059623 False Snow_leopard \n", "933 0.210839 True Dingo \n", "934 0.066163 True Chow \n", "935 0.115752 True English_foxhound \n", "936 0.020597 True Golden_retriever \n", "937 0.038254 True Golden_retriever \n", "938 0.035059 True Seat_belt \n", "939 0.014772 True Basenji \n", "941 0.011584 True Refrigerator \n", "942 0.270188 True Papillon \n", "944 0.004794 True French_bulldog \n", "945 0.207458 True Croquet_ball \n", "946 0.175220 True Pekinese \n", "947 0.174269 False Labrador_retriever \n", "948 0.003134 False Brabancon_griffon \n", "949 0.249943 True Miniature_pinscher \n", "950 0.263550 True Labrador_retriever \n", "951 0.188090 True Golden_retriever \n", "952 0.130760 False Toy_poodle \n", "954 0.151040 True Soft-coated_wheaten_t... \n", "956 0.054855 True Blenheim_spaniel \n", "957 0.042408 True Collie \n", "958 0.076335 True Irish_water_spaniel \n", "959 0.020758 True Keeshond \n", "960 0.108382 True Buckeye \n", "962 0.003314 True Pekinese \n", "964 0.152810 True English_setter \n", "965 0.204082 True English_setter \n", "967 0.083629 True Kelpie \n", "970 0.304836 True Miniature_poodle \n", "971 0.231428 True Saluki \n", "973 0.107901 True Pembroke \n", "976 0.197486 True Dingo \n", "977 0.000793 True Great_pyrenees \n", "978 0.141330 True Pug \n", "979 0.263134 True Chihuahua \n", "980 0.029053 True Shetland_sheepdog \n", "983 0.054431 True Labrador_retriever \n", "984 0.270226 False Chihuahua \n", "985 0.095089 True German_shepherd \n", "989 0.165503 False Collie \n", "991 0.002228 True Doormat \n", "993 0.207835 True Italian_greyhound \n", "995 0.010084 False Cardigan \n", "997 0.252417 True Seat_belt \n", "1000 0.234458 True Affenpinscher \n", "1001 0.338884 True Wallaby \n", "1002 0.195950 True Norwich_terrier \n", "1003 0.335997 True Borzoi \n", "1004 0.008942 True Cocker_spaniel \n", "1007 0.308261 True Ice_bear \n", "1010 0.026206 True Border_collie \n", "1011 0.146336 True Tibetan_terrier \n", "1012 0.282017 True Miniature_poodle \n", "1013 0.114876 True Collie \n", "1014 0.012192 True White_wolf \n", "1015 0.044681 False Whippet \n", "1017 0.008073 True Pug \n", "1018 0.416478 True German_short-haired_p... \n", "1020 0.004766 True Great_dane \n", "1024 0.368137 True Eskimo_dog \n", "1025 0.182782 True Golden_retriever \n", "1026 0.025934 True Labrador_retriever \n", "1030 0.001186 True French_bulldog \n", "1031 0.117566 True Appenzeller \n", "1034 0.115349 True Labrador_retriever \n", "1035 0.048652 True Chesapeake_bay_retriever \n", "1036 0.197858 True Vizsla \n", "1037 0.014902 True Pekinese \n", "1039 0.052956 True Kelpie \n", "1040 0.215967 True Siberian_husky \n", "1041 0.180264 False Persian_cat \n", "1046 0.048590 True Labrador_retriever \n", "1047 0.189782 True Vizsla \n", "1048 0.240653 False Toy_poodle \n", "1049 0.210975 True Vizsla \n", "1050 0.104451 False Miniature_poodle \n", "1052 0.041719 True Brittany_spaniel \n", "1053 0.016641 True Ice_bear \n", "1054 0.229799 True Beagle \n", "1055 0.390413 True Malamute \n", "1058 0.195558 True Chesapeake_bay_retriever \n", "1059 0.028942 False Pembroke \n", "1060 0.193905 True Chihuahua \n", "1061 0.173685 True Great_pyrenees \n", "1062 0.086659 True Malamute \n", "1063 0.110748 False Bathtub \n", "1064 0.005605 True Chesapeake_bay_retriever \n", "1065 0.334853 True Limousine \n", "1066 0.049874 True Chihuahua \n", "1067 0.331268 True Maltese_dog \n", "1070 0.298622 True Labrador_retriever \n", "1073 0.137710 True Cocker_spaniel \n", "1074 0.119475 True Bluetick \n", "1075 0.011547 True Soft-coated_wheaten_t... \n", "1076 0.261854 False Cardigan \n", "1077 0.014377 False Fur_coat \n", "1079 0.351104 True Doormat \n", "1080 0.233891 True English_foxhound \n", "1081 0.059379 False Old_english_sheepdog \n", "1082 0.023542 True Labrador_retriever \n", "1083 0.155147 True Malamute \n", "1085 0.121779 True Saint_bernard \n", "1086 0.371282 True Tibetan_terrier \n", "1087 0.142274 False Mouse \n", "1088 0.028831 False Dhole \n", "1089 0.042319 True Doormat \n", "1091 0.024289 True Chow \n", "1092 0.028290 True Miniature_pinscher \n", "1094 0.052724 True Cocker_spaniel \n", "1095 0.021126 True Chihuahua \n", "1098 0.058205 True Weimaraner \n", "1099 0.289288 True Staffordshire_bullter... \n", "1100 0.171222 True German_shepherd \n", "1104 0.114368 False Coyote \n", "1105 0.022500 True Basenji \n", "1107 0.027271 True Miniature_poodle \n", "1108 0.054336 True Chihuahua \n", "1109 0.202740 True Borzoi \n", "1112 0.138546 True Keeshond \n", "1113 0.175583 True German_shepherd \n", "1115 0.091661 True Sandbar \n", "1116 0.214556 True Eskimo_dog \n", "1117 0.391710 True Labrador_retriever \n", "1118 0.024099 True Chow \n", "1119 0.160760 True Tibetan_terrier \n", "1121 0.084766 True Labrador_retriever \n", "1124 0.162655 True Chesapeake_bay_retriever \n", "1125 0.181279 True Labrador_retriever \n", "1126 0.094785 True Bucket \n", "1127 0.132640 True Chesapeake_bay_retriever \n", "1128 0.167173 True Kuvasz \n", "1129 0.177318 True French_bulldog \n", "1131 0.095168 True Cocker_spaniel \n", "1132 0.058788 True English_setter \n", "1133 0.202444 True Feather_boa \n", "1134 0.344588 True Shetland_sheepdog \n", "1135 0.158595 True Great_dane \n", "1137 0.003626 True Chow \n", "1139 0.065706 True Hand_blower \n", "1142 0.288230 True Chow \n", "1143 0.001248 True Pekinese \n", "1144 0.006321 False Tub \n", "1145 0.027929 False Kelpie \n", "1146 0.174497 True Giant_schnauzer \n", "1147 0.002495 True American_black_bear \n", "1148 0.043339 True Eskimo_dog \n", "1150 0.254884 True Italian_greyhound \n", "1151 0.029130 True White_wolf \n", "1152 0.130948 True Labrador_retriever \n", "1154 0.076435 True Eskimo_dog \n", "1156 0.071148 True Leonberg \n", "1157 0.204882 True Norfolk_terrier \n", "1158 0.118769 True Labrador_retriever \n", "1159 0.222126 True Toilet_tissue \n", "1160 0.003611 True Persian_cat \n", "1161 0.340657 True Chesapeake_bay_retriever \n", "1162 0.187055 True Cairn \n", "1165 0.159672 False Siberian_husky \n", "1166 0.356398 True Eskimo_dog \n", "1167 0.070113 True Bath_towel \n", "1169 0.052511 True Kuvasz \n", "1171 0.084134 True Beagle \n", "1172 0.012185 True Cocker_spaniel \n", "1173 0.269656 True Malamute \n", "1174 0.118089 True Bull_mastiff \n", "1175 0.154652 False Golden_retriever \n", "1179 0.196769 True Cairn \n", "1180 0.254717 True Tibetan_mastiff \n", "1181 0.019663 True Bull_mastiff \n", "1183 0.081915 True Toy_poodle \n", "1185 0.221409 True French_bulldog \n", "1186 0.002228 True Chow \n", "1188 0.142993 True Lakeland_terrier \n", "1189 0.377077 True Boston_bull \n", "1190 0.008383 True Labrador_retriever \n", "1192 0.025435 True Ibizan_hound \n", "1194 0.139346 True Kuvasz \n", "1196 0.256198 True Golden_retriever \n", "1198 0.101834 True Beagle \n", "1199 0.175652 True Great_pyrenees \n", "1200 0.164826 True German_shepherd \n", "1201 0.378812 True Redbone \n", "1202 0.389959 True Malamute \n", "1205 0.044718 True Welsh_springer_spaniel \n", "1206 0.129542 True Kuvasz \n", "1207 0.025948 True Great_dane \n", "1209 0.095095 False Pug \n", "1210 0.121375 True Irish_wolfhound \n", "1211 0.038664 True Chihuahua \n", "1214 0.048032 True Chesapeake_bay_retriever \n", "1216 0.126897 True Lhasa \n", "1220 0.219661 True Standard_poodle \n", "1224 0.241152 True Basenji \n", "1226 0.150672 True Pug \n", "1227 0.232641 True Pembroke \n", "1229 0.189712 True German_shepherd \n", "1232 0.008943 True Malamute \n", "1234 0.030806 True Tibetan_terrier \n", "1235 0.118622 True Lakeland_terrier \n", "1236 0.178157 True Labrador_retriever \n", "1238 0.019517 True Japanese_spaniel \n", "1239 0.111647 True Cocker_spaniel \n", "1240 0.020727 True Chihuahua \n", "1242 0.019204 True West_highland_white_t... \n", "1243 0.000117 True Australian_terrier \n", "1244 0.105031 True Labrador_retriever \n", "1245 0.225482 True Flat-coated_retriever \n", "1246 0.074429 True Norfolk_terrier \n", "1247 0.054055 True Keeshond \n", "1248 0.150487 True Golden_retriever \n", "1249 0.017730 True Quilt \n", "1252 0.178887 True Labrador_retriever \n", "1255 0.167853 True Boston_bull \n", "1256 0.218252 False Malamute \n", "1257 0.016301 True Norfolk_terrier \n", "1258 0.057221 True West_highland_white_t... \n", "1260 0.201966 True Norfolk_terrier \n", "1261 0.127717 True Pembroke \n", "1263 0.041820 True Bath_towel \n", "1265 0.164555 True Toy_terrier \n", "1266 0.262302 True Cardigan \n", "1267 0.258786 True Chow \n", "1268 0.236075 True Kelpie \n", "1269 0.068979 True Siamese_cat \n", "1272 0.082652 True Teddy \n", "1273 0.051335 True Chihuahua \n", "1274 0.191789 True American_staffordshir... \n", "1278 0.165930 True Chesapeake_bay_retriever \n", "1280 0.028515 True Giant_schnauzer \n", "1281 0.088635 True Toy_terrier \n", "1282 0.094542 True Cocker_spaniel \n", "1283 0.011037 True Appenzeller \n", "1284 0.201566 True Black-footed_ferret \n", "1285 0.039180 True Kuvasz \n", "1286 0.057306 False French_bulldog \n", "1287 0.314673 True Pekinese \n", "1288 0.129683 True Toy_terrier \n", "1291 0.151433 True Norwich_terrier \n", "1294 0.094918 True Pomeranian \n", "1295 0.071665 True Golfcart \n", "1296 0.025381 True Appenzeller \n", "1297 0.105834 True Bloodhound \n", "1298 0.164087 True Staffordshire_bullter... \n", "1299 0.114042 True Saint_bernard \n", "1301 0.279600 True Great_pyrenees \n", "1303 0.281429 True Bull_mastiff \n", "1304 0.112413 True Chow \n", "1305 0.059437 True Groenendael \n", "1307 0.047854 True Miniature_pinscher \n", "1308 0.030361 True Tennis_ball \n", "1309 0.224556 True Seat_belt \n", "1310 0.073079 False Pembroke \n", "1311 0.089920 True Mexican_hairless \n", "1313 0.279101 True Pomeranian \n", "1314 0.027587 True Otterhound \n", "1316 0.156339 False Mitten \n", "1317 0.135460 True Tibetan_mastiff \n", "1320 0.098057 False Labrador_retriever \n", "1322 0.007185 True Arctic_fox \n", "1323 0.018504 True Chihuahua \n", "1328 0.008026 True Curly-coated_retriever \n", "1329 0.088800 True Bull_mastiff \n", "1331 0.126621 True Cardigan \n", "1334 0.014392 True Tibetan_mastiff \n", "1335 0.097364 True English_springer \n", "1337 0.093834 True Cardigan \n", "1341 0.173224 True Brittany_spaniel \n", "1342 0.212017 True Clumber \n", "1343 0.133584 False Siamese_cat \n", "1344 0.040574 True Silky_terrier \n", "1346 0.064369 True Old_english_sheepdog \n", "1347 0.239015 True American_staffordshir... \n", "1348 0.226800 True Cocker_spaniel \n", "1349 0.130879 False Yorkshire_terrier \n", "1350 0.272485 True Standard_poodle \n", "1351 0.022634 True Soap_dispenser \n", "1353 0.001505 True Toy_terrier \n", "1354 0.076883 True Australian_terrier \n", "1355 0.112550 True Toy_terrier \n", "1356 0.159509 True Basenji \n", "1358 0.187272 True Samoyed \n", "1359 0.153005 True Whippet \n", "1361 0.311769 True Maltese_dog \n", "1362 0.211308 True Chihuahua \n", "1365 0.120481 True Siberian_husky \n", "1367 0.103796 False Binder \n", "1369 0.176828 True Dandie_dinmont \n", "1370 0.243367 True Pug \n", "1371 0.042428 True Labrador_retriever \n", "1372 0.169736 True Norwegian_elkhound \n", "1373 0.165655 True Great_dane \n", "1374 0.164931 True Otterhound \n", "1376 0.026059 True Chihuahua \n", "1377 0.105946 True Labrador_retriever \n", "1378 0.001825 True Bull_mastiff \n", "1379 0.155935 True Eskimo_dog \n", "1380 0.209130 True Border_terrier \n", "1381 0.303700 False Sliding_door \n", "1383 0.119550 True Kelpie \n", "1384 0.213069 True Maltese_dog \n", "1386 0.179938 False Weimaraner \n", "1387 0.243349 True Golden_retriever \n", "1388 0.102255 True Shower_cap \n", "1389 0.005558 True Curly-coated_retriever \n", "1390 0.165772 False Prison \n", "1391 0.030695 True Beagle \n", "1392 0.089402 True West_highland_white_t... \n", "1393 0.001404 True Boxer \n", "1394 0.002799 True Sunglasses \n", "1395 0.030579 True Staffordshire_bullter... \n", "1396 0.075230 True Staffordshire_bullter... \n", "1397 0.102684 True Dalmatian \n", "1398 0.207753 True Labrador_retriever \n", "1399 0.161478 True American_staffordshir... \n", "1400 0.015018 True Shetland_sheepdog \n", "1401 0.110037 True German_short-haired_p... \n", "1404 0.403451 True Tibetan_terrier \n", "1405 0.366578 True Pembroke \n", "1410 0.100136 True Norfolk_terrier \n", "1411 0.000187 True Whippet \n", "1412 0.165888 True Doberman \n", "1414 0.266953 True Basenji \n", "1415 0.104795 True Greater_swiss_mountai... \n", "1416 0.289085 True Dingo \n", "1423 0.168204 True Giant_schnauzer \n", "1424 0.086005 True Great_pyrenees \n", "1426 0.208302 True Sunglasses \n", "1427 0.030553 False White_wolf \n", "1429 0.232117 True West_highland_white_t... \n", "1430 0.121102 True Pembroke \n", "1431 0.001749 True Pekinese \n", "1432 0.125046 True Pekinese \n", "1433 0.218128 True Border_collie \n", "1434 0.071981 True Lhasa \n", "1436 0.075395 True Chihuahua \n", "1441 0.328173 True Silky_terrier \n", "1443 0.007436 True Saint_bernard \n", "1444 0.155720 True Maltese_dog \n", "1446 0.229228 True Chihuahua \n", "1448 0.154770 True Schipperke \n", "1451 0.074302 True German_short-haired_p... \n", "1452 0.069791 True Boston_bull \n", "1453 0.385075 True Eskimo_dog \n", "1457 0.175316 True Box_turtle \n", "1459 0.007946 True Kuvasz \n", "1460 0.078400 True Rhodesian_ridgeback \n", "1461 0.200151 True Tibetan_terrier \n", "1462 0.088739 True Golden_retriever \n", "1464 0.269744 True Boxer \n", "1465 0.156287 True Rhodesian_ridgeback \n", "1466 0.135164 True Golden_retriever \n", "1467 0.036615 True Basset \n", "1468 0.007852 False White_wolf \n", "1469 0.158850 True Eskimo_dog \n", "1470 0.163362 True Pekinese \n", "1471 0.199865 True Chihuahua \n", "1472 0.448518 True White_wolf \n", "1475 0.119745 True Eskimo_dog \n", "1476 0.018907 False Toy_poodle \n", "1479 0.121377 True Bow_tie \n", "1482 0.289096 True Pembroke \n", "1483 0.128077 False West_highland_white_t... \n", "1484 0.077420 True Gordon_setter \n", "1485 0.232544 True Border_collie \n", "1486 0.085805 True Entlebucher \n", "1487 0.197314 True Airedale \n", "1488 0.207897 True Kelpie \n", "1489 0.278270 False Arabian_camel \n", "1492 0.044865 True Saluki \n", "1495 0.109635 True Kuvasz \n", "1496 0.291586 True Great_pyrenees \n", "1500 0.091934 False Sunglasses \n", "1501 0.317368 True Shetland_sheepdog \n", "1502 0.107144 True Ice_bear \n", "1503 0.076359 True Brabancon_griffon \n", "1507 0.033084 True Eskimo_dog \n", "1508 0.114027 True Teddy \n", "1509 0.129830 True Pug \n", "1512 0.023675 True Chow \n", "1513 0.111496 True Lakeland_terrier \n", "1514 0.298939 True Borzoi \n", "1515 0.246966 True Chihuahua \n", "1517 0.208564 False Labrador_retriever \n", "1519 0.161655 True Dingo \n", "1520 0.189537 True Papillon \n", "1522 0.199619 True Cairn \n", "1523 0.150694 True Staffordshire_bullter... \n", "1524 0.079051 True Doberman \n", "1526 0.054135 True Airedale \n", "1527 0.165132 True Welsh_springer_spaniel \n", "1528 0.206576 False Pomeranian \n", "1530 0.039897 True Italian_greyhound \n", "1532 0.139392 False Toilet_tissue \n", "1533 0.096797 True Saluki \n", "1534 0.380976 True Bull_mastiff \n", "1535 0.214197 True Border_collie \n", "1536 0.121052 True Shetland_sheepdog \n", "1537 0.022292 True Sombrero \n", "1540 0.010891 True Staffordshire_bullter... \n", "1541 0.180369 True Siberian_husky \n", "1543 0.000803 True Keeshond \n", "1544 0.060924 True Toy_poodle \n", "1545 0.135697 True American_staffordshir... \n", "1547 0.012231 True Chihuahua \n", "1548 0.038559 True Toy_poodle \n", "1549 0.273595 True Tibetan_mastiff \n", "1550 0.166862 True Brittany_spaniel \n", "1552 0.183596 True French_bulldog \n", "1554 0.091025 True Lhasa \n", "1556 0.149164 True Shih-tzu \n", "1558 0.022934 True Saluki \n", "1560 0.341730 True German_short-haired_p... \n", "1564 0.180925 True Golden_retriever \n", "1565 0.080671 True Golden_retriever \n", "1566 0.233180 True Gordon_setter \n", "1567 0.208172 True Saluki \n", "1569 0.171673 True Australian_terrier \n", "1570 0.076325 True Bloodhound \n", "1571 0.008841 True Boxer \n", "1573 0.004083 True Pekinese \n", "1575 0.117608 True Greater_swiss_mountai... \n", "1576 0.042335 True Seat_belt \n", "1578 0.430275 True Malamute \n", "1579 0.114512 True Cardigan \n", "1580 0.063505 True Pekinese \n", "1583 0.090644 False Racket \n", "1584 0.213349 True Three-toed_sloth \n", "1587 0.398260 True Kuvasz \n", "1588 0.025469 True Boxer \n", "1589 0.159677 True Eskimo_dog \n", "1590 0.019468 True Keeshond \n", "1591 0.000547 True Bull_mastiff \n", "1593 0.014578 True Entlebucher \n", "1596 0.176846 True Old_english_sheepdog \n", "1597 0.144893 True Lion \n", "1599 0.291447 True Dingo \n", "1602 0.161885 True West_highland_white_t... \n", "1603 0.035352 True Brittany_spaniel \n", "1607 0.020307 True Polecat \n", "1608 0.194897 True American_staffordshir... \n", "1609 0.115532 False Weasel \n", "1613 0.121809 True Boston_bull \n", "1614 0.082953 True Staffordshire_bullter... \n", "1615 0.162647 True Golden_retriever \n", "1618 0.173675 True Chesapeake_bay_retriever \n", "1619 0.126101 True Beagle \n", "1620 0.180678 False Miniature_poodle \n", "1622 0.102992 True Samoyed \n", "1623 0.287131 True Eskimo_dog \n", "1624 0.057866 True Schipperke \n", "1625 0.022385 True Cocker_spaniel \n", "1627 0.026850 True Lakeland_terrier \n", "1628 0.442016 True German_shepherd \n", "1629 0.267153 True German_short-haired_p... \n", "1630 0.211424 True Golden_retriever \n", "1631 0.004749 True Pug \n", "1632 0.154854 True Siberian_husky \n", "1633 0.183470 True German_shepherd \n", "1634 0.028605 True Miniature_schnauzer \n", "1635 0.053008 True Labrador_retriever \n", "1637 0.193804 True French_bulldog \n", "1641 0.031128 True Brittany_spaniel \n", "1643 0.263553 True Basset \n", "1644 0.411182 True Border_collie \n", "1645 0.314091 True Mexican_hairless \n", "1647 0.090286 False Rhodesian_ridgeback \n", "1648 0.315286 True Great_dane \n", "1650 0.340474 True Malamute \n", "1655 0.000676 True Miniature_pinscher \n", "1657 0.403420 True Beagle \n", "1658 0.134316 False Toy_terrier \n", "1659 0.060857 True Maltese_dog \n", "1661 0.146892 True Pekinese \n", "1662 0.116042 True Yorkshire_terrier \n", "1663 0.096585 True Staffordshire_bullter... \n", "1664 0.160439 True Chow \n", "1667 0.245395 True Siberian_husky \n", "1669 0.113672 True Pomeranian \n", "1670 0.000391 True Great_pyrenees \n", "1671 0.095429 True Maltese_dog \n", "1673 0.345646 True Airedale \n", "1674 0.004356 True Schipperke \n", "1675 0.057426 True Quilt \n", "1677 0.157195 True Toy_poodle \n", "1678 0.055925 True Beagle \n", "1679 0.126455 True Chihuahua \n", "1680 0.078331 True Pomeranian \n", "1681 0.160669 True Pomeranian \n", "1683 0.001439 True Staffordshire_bullter... \n", "1685 0.072390 True American_staffordshir... \n", "1687 0.084289 False Ski_mask \n", "1688 0.111622 True Great_pyrenees \n", "1689 0.138709 True Norwich_terrier \n", "1693 0.251634 True English_springer \n", "1695 0.125652 True English_setter \n", "1696 0.226481 True Maltese_dog \n", "1697 0.197897 True Shih-tzu \n", "1698 0.000544 True Boston_bull \n", "1699 0.145971 True Pomeranian \n", "1704 0.431657 True Appenzeller \n", "1706 0.034713 True Toy_poodle \n", "1707 0.166246 True Toy_terrier \n", "1708 0.420119 True French_bulldog \n", "1709 0.154088 True Cardigan \n", "1711 0.197913 True French_bulldog \n", "1712 0.169007 False Zebra \n", "1714 0.150605 False Squirrel_monkey \n", "1716 0.139407 True West_highland_white_t... \n", "1717 0.197819 True Soft-coated_wheaten_t... \n", "1719 0.251530 True Bath_towel \n", "1720 0.124281 False Afghan_hound \n", "1721 0.162855 True Giant_schnauzer \n", "1722 0.121988 True Basset \n", "1726 0.187003 True Chihuahua \n", "1727 0.201697 True Golden_retriever \n", "1728 0.146235 True Airedale \n", "1729 0.129567 True Lakeland_terrier \n", "1730 0.121821 True Pomeranian \n", "1732 0.074962 True Irish_setter \n", "1733 0.193831 True Collie \n", "1737 0.304470 True Chest \n", "1738 0.189434 True American_staffordshir... \n", "1739 0.101194 True Shih-tzu \n", "1740 0.098354 True Kelpie \n", "1742 0.031803 True Chihuahua \n", "1743 0.227402 True Vizsla \n", "1745 0.026230 True Labrador_retriever \n", "1746 0.095594 True Kelpie \n", "1747 0.035717 True Tibetan_terrier \n", "1748 0.127931 True Pomeranian \n", "1750 0.096085 True Rottweiler \n", "1752 0.153225 True American_staffordshir... \n", "1753 0.060226 True Great_pyrenees \n", "1755 0.079206 False Malamute \n", "1756 0.057883 True Pekinese \n", "1757 0.126758 False Golden_retriever \n", "1758 0.077805 False Pomeranian \n", "1760 0.128483 True Swing \n", "1762 0.199554 True Purse \n", "1764 0.084395 True Boxer \n", "1765 0.026121 True American_staffordshir... \n", "1767 0.067292 True Irish_water_spaniel \n", "1768 0.218503 True French_bulldog \n", "1770 0.054790 True Chihuahua \n", "1771 0.150119 True Chihuahua \n", "1772 0.195405 True German_shepherd \n", "1774 0.084112 True Old_english_sheepdog \n", "1775 0.245862 True Eskimo_dog \n", "1776 0.055902 True Golden_retriever \n", "1777 0.139339 True Boxer \n", "1779 0.055655 True Great_pyrenees \n", "1781 0.081482 True Space_heater \n", "1784 0.099596 False Weimaraner \n", "1785 0.079814 True Standard_poodle \n", "1787 0.345806 True Cocker_spaniel \n", "1789 0.120530 True Pekinese \n", "1792 0.034182 True Boxer \n", "1795 0.014324 True Chihuahua \n", "1798 0.167614 False Fur_coat \n", "1799 0.004417 True French_bulldog \n", "1800 0.022885 True Dingo \n", "1801 0.133446 True Shih-tzu \n", "1802 0.203671 True Labrador_retriever \n", "1804 0.021793 True Boston_bull \n", "1807 0.173114 True Muzzle \n", "1808 0.284121 True Greenhouse \n", "1810 0.186873 True Irish_terrier \n", "1812 0.106697 True American_staffordshir... \n", "1813 0.077037 True Pug \n", "1814 0.232057 True Great_dane \n", "1815 0.146147 True Komondor \n", "1820 0.011057 True French_bulldog \n", "1821 0.202765 True Pekinese \n", "1822 0.201675 True Bloodhound \n", "1823 0.125121 True Boxer \n", "1824 0.017811 True Toy_poodle \n", "1825 0.097756 True Saluki \n", "1826 0.248885 True Sealyham_terrier \n", "1828 0.002080 True Cocker_spaniel \n", "1829 0.133738 True Newfoundland \n", "1830 0.027339 True Siberian_husky \n", "1831 0.263665 True Irish_setter \n", "1832 0.156916 True Flat-coated_retriever \n", "1834 0.064771 True Rhodesian_ridgeback \n", "1835 0.118647 False Old_english_sheepdog \n", "1837 0.008862 True Chihuahua \n", "1838 0.102933 True Samoyed \n", "1839 0.218289 False Kuvasz \n", "1842 0.116810 True Chow \n", "1845 0.000059 True Tibetan_terrier \n", "1846 0.016765 True Flat-coated_retriever \n", "1848 0.235504 True Staffordshire_bullter... \n", "1851 0.101927 True Chesapeake_bay_retriever \n", "1852 0.005258 True German_short-haired_p... \n", "1853 0.007121 True Pomeranian \n", "1855 0.043389 False Beagle \n", "1856 0.104164 True Cardigan \n", "1858 0.389994 True Welsh_springer_spaniel \n", "1859 0.096911 True Dingo \n", "1861 0.193575 True Rottweiler \n", "1862 0.154711 True Maltese_dog \n", "1864 0.309978 True Siamese_cat \n", "1866 0.309853 False Kuvasz \n", "1868 0.173366 True Basset \n", "1869 0.065990 True Greater_swiss_mountai... \n", "1871 0.096534 False Toy_poodle \n", "1872 0.014310 True Chihuahua \n", "1874 0.178033 True Siberian_husky \n", "1876 0.086166 True Labrador_retriever \n", "1878 0.142014 True Keeshond \n", "1881 0.283647 True Toy_poodle \n", "1882 0.244649 True Bull_mastiff \n", "1884 0.009006 True Tennis_ball \n", "1885 0.250920 True Whippet \n", "1892 0.368566 True Chihuahua \n", "1893 0.004150 True Bloodhound \n", "1894 0.048659 True Cardigan \n", "1896 0.121500 True Staffordshire_bullter... \n", "1897 0.199544 True Malamute \n", "1898 0.028019 True Ski_mask \n", "1899 0.250014 True Lakeland_terrier \n", "1901 0.008730 True Kelpie \n", "1902 0.160580 False Three-toed_sloth \n", "1904 0.068946 True Standard_poodle \n", "1905 0.206963 True Malamute \n", "1906 0.151936 True Maltese_dog \n", "1907 0.339835 True Persian_cat \n", "1908 0.005043 True Shetland_sheepdog \n", "1909 0.084937 True Eskimo_dog \n", "1911 0.082744 True Chihuahua \n", "1914 0.190958 True Golden_retriever \n", "1917 0.143836 True Sealyham_terrier \n", "1918 0.181580 False Kelpie \n", "1919 0.024211 True Labrador_retriever \n", "1920 0.022561 True Labrador_retriever \n", "1921 0.116977 True Yorkshire_terrier \n", "1924 0.350140 True Seat_belt \n", "1925 0.234898 True Kuvasz \n", "1926 0.172951 False Pug \n", "1927 0.003344 False Chow \n", "1928 0.012413 True Golden_retriever \n", "1929 0.094698 True Brabancon_griffon \n", "1931 0.111106 True Shovel \n", "1933 0.006418 True Walker_hound \n", "1936 0.104046 True Ibizan_hound \n", "1937 0.168296 True Appenzeller \n", "1938 0.275885 True Kuvasz \n", "1939 0.104014 False Maltese_dog \n", "1941 0.156891 True Miniature_pinscher \n", "1943 0.012763 True Eskimo_dog \n", "1944 0.079923 True Rottweiler \n", "1945 0.064683 True Great_pyrenees \n", "1946 0.166815 True Old_english_sheepdog \n", "1947 0.114162 False Chesapeake_bay_retriever \n", "1948 0.047727 True Kelpie \n", "1950 0.206053 True Koala \n", "1951 0.166927 True Boston_bull \n", "1952 0.073900 True Wire-haired_fox_terrier \n", "1955 0.044668 True French_bulldog \n", "1957 0.160273 True Airedale \n", "1958 0.173364 True French_bulldog \n", "1962 0.068066 True Borzoi \n", "1963 0.258869 True Nipple \n", "1965 0.266030 True Labrador_retriever \n", "1966 0.010835 True Clumber \n", "1969 0.178404 True Toilet_tissue \n", "1970 0.082337 True Afghan_hound \n", "1971 0.112517 True Golden_retriever \n", "1974 0.081212 True Irish_terrier \n", "1975 0.108382 True Appenzeller \n", "1976 0.206620 True Great_pyrenees \n", "1977 0.106227 True Shetland_sheepdog \n", "1979 0.088605 True Welsh_springer_spaniel \n", "1980 0.014982 True Siamese_cat \n", "1981 0.051234 True Airedale \n", "1982 0.068134 False Norwich_terrier \n", "1984 0.016850 True Norwegian_elkhound \n", "1985 0.335616 True Toy_poodle \n", "1986 0.178546 False Toy_terrier \n", "1987 0.258124 True Bull_mastiff \n", "1989 0.009117 True Italian_greyhound \n", "1991 0.004032 True Miniature_poodle \n", "1992 0.222114 True Labrador_retriever \n", "1993 0.238120 False Chimpanzee \n", "1995 0.140796 True Bull_mastiff \n", "1997 0.125746 False Border_terrier \n", "1998 0.227150 False Pomeranian \n", "1999 0.349401 True Seat_belt \n", "2003 0.032182 True Golden_retriever \n", "2005 0.062275 False Steam_locomotive \n", "2006 0.112796 True Italian_greyhound \n", "2009 0.237067 True Swing \n", "2012 0.270893 True Rottweiler \n", "2016 0.006693 True Papillon \n", "2018 0.220617 True French_bulldog \n", "2020 0.109678 True Gordon_setter \n", "2021 0.135262 True Gibbon \n", "2022 0.111472 True Toy_poodle \n", "2024 0.177669 False Maltese_dog \n", "2027 0.087648 True Red_wolf \n", "2028 0.276421 True Kuvasz \n", "2031 0.043306 True Chihuahua \n", "2032 0.165585 True Irish_terrier \n", "2034 0.169134 True Toy_terrier \n", "2035 0.218601 True Appenzeller \n", "2039 0.350188 True Golden_retriever \n", "2040 0.061206 True Kelpie \n", "2041 0.440122 True Silky_terrier \n", "2043 0.268952 True Pekinese \n", "2044 0.180194 True Labrador_retriever \n", "2046 0.143366 True Dingo \n", "2047 0.036723 True Toy_terrier \n", "2048 0.061194 True Rhodesian_ridgeback \n", "2050 0.016017 True Guinea_pig \n", "2052 0.265442 False Japanese_spaniel \n", "2053 0.274901 True Bathing_cap \n", "2055 0.017001 True Weimaraner \n", "2057 0.073430 True Bull_mastiff \n", "2058 0.003973 True Beagle \n", "2059 0.013892 True Border_collie \n", "2060 0.090129 True Chow \n", "2061 0.210282 True Toy_terrier \n", "2062 0.090938 True German_shepherd \n", "2064 0.143527 True Bluetick \n", "2067 0.036575 True Boston_bull \n", "2068 0.056994 False Brown_bear \n", "2069 0.112032 True Boxer \n", "2070 0.072702 True Television \n", "2071 0.001827 True Cairn \n", "2074 0.350973 True Golden_retriever \n", "2075 0.351876 True Norfolk_terrier \n", "2076 0.068398 False American_staffordshir... \n", "2077 0.229065 True Chihuahua \n", "2078 0.040826 True Clumber \n", "2085 0.347609 True Welsh_springer_spaniel \n", "2086 0.256302 True Irish_terrier \n", "2090 0.305850 True Tibetan_mastiff \n", "2092 0.073596 False Bolete \n", "2095 0.064201 True Toy_poodle \n", "2097 0.172557 True Bull_mastiff \n", "2098 0.105969 True Beagle \n", "2099 0.011661 True Cocker_spaniel \n", "2101 0.137709 True Miniature_schnauzer \n", "2102 0.227716 True Soft-coated_wheaten_t... \n", "2103 0.342806 True Guinea_pig \n", "2104 0.282102 True Papillon \n", "2105 0.153678 True Chow \n", "2106 0.132944 True Bluetick \n", "2108 0.340106 True Eskimo_dog \n", "2110 0.305294 True Whippet \n", "2112 0.000647 True Brittany_spaniel \n", "2115 0.174911 True English_foxhound \n", "2118 0.131066 True Doberman \n", "2119 0.217282 True Rhodesian_ridgeback \n", "2120 0.010231 True Papillon \n", "2122 0.026319 False Shetland_sheepdog \n", "2125 0.000605 True Pekinese \n", "2127 0.137744 True Labrador_retriever \n", "2130 0.193539 True Shih-tzu \n", "2131 0.214474 True White_wolf \n", "2133 0.022344 True Cairn \n", "2135 0.009166 True Miniature_pinscher \n", "2136 0.259920 True Standard_poodle \n", "2137 0.139519 True Toy_poodle \n", "2138 0.107479 True Lakeland_terrier \n", "2139 0.307465 True Redbone \n", "2140 0.133579 True Welsh_springer_spaniel \n", "2141 0.406550 True Cocker_spaniel \n", "2142 0.280642 True Chesapeake_bay_retriever \n", "2143 0.010832 True Pekinese \n", "2146 0.237660 True Malamute \n", "2147 0.049669 True Kuvasz \n", "2149 0.003379 True Saluki \n", "2151 0.055090 True Chihuahua \n", "2152 0.053871 True Chow \n", "2154 0.054215 True Pillow \n", "2155 0.177035 True Basenji \n", "2158 0.014918 False Chihuahua \n", "2162 0.097078 True Redbone \n", "2163 0.184783 True Saint_bernard \n", "2166 0.272621 True Soft-coated_wheaten_t... \n", "2167 0.195573 True Toy_poodle \n", "2168 0.043082 True Blenheim_spaniel \n", "2169 0.227060 True Cardigan \n", "2171 0.041497 True Kuvasz \n", "2172 0.153700 True Rhodesian_ridgeback \n", "2173 0.270733 True Miniature_pinscher \n", "2174 0.146832 True Black-footed_ferret \n", "2175 0.103338 True Basenji \n", "2179 0.000043 False Ram \n", "2180 0.390987 True Japanese_spaniel \n", "2181 0.022529 True Silky_terrier \n", "2182 0.008604 True Boston_bull \n", "2184 0.091372 True Titi \n", "2188 0.007078 True Pekinese \n", "2190 0.254050 True Staffordshire_bullter... \n", "2191 0.250445 True Chihuahua \n", "2192 0.121607 True English_setter \n", "2193 0.054322 True Whippet \n", "2194 0.161488 True American_staffordshir... \n", "2195 0.182411 True Afghan_hound \n", "2200 0.189214 True Cardigan \n", "2201 0.263854 True Toy_poodle \n", "2202 0.425303 True Basenji \n", "2204 0.068294 True Toy_terrier \n", "2205 0.071311 False Pekinese \n", "2207 0.372115 True Labrador_retriever \n", "2208 0.107884 True Chesapeake_bay_retriever \n", "2209 0.026764 True Welsh_springer_spaniel \n", "2210 0.060343 False Giant_panda \n", "2213 0.191101 True Collie \n", "2215 0.203980 False Newfoundland \n", "2218 0.279479 True Eskimo_dog \n", "2219 0.168445 True Chihuahua \n", "2220 0.087499 True Muzzle \n", "2224 0.016168 True Eskimo_dog \n", "2225 0.146789 False Chihuahua \n", "2227 0.262239 True Curly-coated_retriever \n", "2228 0.451219 True Great_dane \n", "2230 0.093494 True Ice_bear \n", "2232 0.293744 True Labrador_retriever \n", "2237 0.202225 True Teddy \n", "2238 0.312958 True Chihuahua \n", "2239 0.300313 True Australian_terrier \n", "2240 0.307407 True Cocker_spaniel \n", "2241 0.146391 True Labrador_retriever \n", "2243 0.084572 True Cocker_spaniel \n", "2244 0.119256 True Golden_retriever \n", "2245 0.001688 True Beagle \n", "2246 0.118651 False Ski_mask \n", "2247 0.132264 False Weasel \n", "2248 0.223427 True Lakeland_terrier \n", "2249 0.054933 True Yorkshire_terrier \n", "2250 0.056639 True Staffordshire_bullter... \n", "2253 0.000450 True Black-and-tan_coonhound \n", "2254 0.127998 True Golden_retriever \n", "2255 0.271963 True Collie \n", "2257 0.454937 True Kuvasz \n", "2258 0.232006 True Eskimo_dog \n", "2259 0.148112 True Black-and-tan_coonhound \n", "2261 0.010564 True Chesapeake_bay_retriever \n", "2262 0.176293 True Weimaraner \n", "2263 0.215218 True Toy_poodle \n", "2264 0.243223 True Bluetick \n", "2265 0.052744 True Irish_water_spaniel \n", "2266 0.134094 True Beagle \n", "2267 0.091992 True Standard_poodle \n", "2268 0.087544 True Miniature_poodle \n", "2269 0.243629 True Toy_poodle \n", "2270 0.057866 True Toy_poodle \n", "2271 0.005370 True Pomeranian \n", "2272 0.092494 True Brabancon_griffon \n", "2275 0.090998 True Kelpie \n", "2276 0.206694 True Seat_belt \n", "2281 0.124030 True Teddy \n", "2282 0.148759 False West_highland_white_t... \n", "2283 0.285276 True Giant_schnauzer \n", "2284 0.283545 True Ibizan_hound \n", "2286 0.151363 True Vizsla \n", "2288 0.165255 True Toy_poodle \n", "2289 0.029307 True French_bulldog \n", "2290 0.008687 True Bloodhound \n", "2291 0.170497 True Collie \n", "2292 0.043209 True West_highland_white_t... \n", "2293 0.237612 True Great_pyrenees \n", "2294 0.287955 True Labrador_retriever \n", "2295 0.124680 True Saluki \n", "2296 0.056775 False Power_drill \n", "2298 0.249394 True Pomeranian \n", "2299 0.090346 True Shih-tzu \n", "2300 0.148258 True Chihuahua \n", "2302 0.244220 True Flat-coated_retriever \n", "2303 0.009397 True Papillon \n", "2304 0.259551 True Briard \n", "2306 0.147655 True Eskimo_dog \n", "2307 0.054787 True Labrador_retriever \n", "2311 0.111884 True Basenji \n", "2314 0.149842 True Borzoi \n", "2315 0.166192 True Dandie_dinmont \n", "2316 0.078260 True Malinois \n", "2317 0.404722 True French_bulldog \n", "2318 0.175382 True Ibizan_hound \n", "2319 0.174201 True Pekinese \n", "2320 0.093718 True Labrador_retriever \n", "2321 0.192305 True Soft-coated_wheaten_t... \n", "2323 0.058279 True Fur_coat \n", "2325 0.263788 True Greater_swiss_mountai... \n", "2326 0.243682 True Doberman \n", "2327 0.360687 True Miniature_pinscher \n", "2328 0.138584 True Bloodhound \n", "2329 0.074192 True Rhodesian_ridgeback \n", "2330 0.156665 True Shetland_sheepdog \n", "\n", " predicted_confid3 predicted_dog3 dog_class \n", "1 6.895690e-02 True NaN \n", "2 3.137890e-02 True NaN \n", "4 1.752190e-01 True NaN \n", "5 7.690220e-02 False NaN \n", "6 1.935480e-01 False NaN \n", "7 7.650690e-02 True NaN \n", "8 1.181840e-01 True NaN \n", "9 2.924820e-02 True 1.0 \n", "10 8.167480e-03 True NaN \n", "11 8.298110e-02 False NaN \n", "12 4.633230e-03 True 1.0 \n", "13 1.498180e-03 True NaN \n", "14 7.957750e-03 True 1.0 \n", "15 2.735070e-02 True NaN \n", "16 1.055060e-01 True NaN \n", "17 7.348170e-02 True NaN \n", "18 1.114110e-01 True NaN \n", "19 9.032110e-04 True NaN \n", "20 2.623640e-02 True NaN \n", "22 3.891480e-02 True NaN \n", "23 1.342030e-01 True NaN \n", "24 2.970470e-02 True NaN \n", "25 3.225290e-02 False NaN \n", "26 8.634630e-02 True NaN \n", "28 7.556160e-05 True 1.0 \n", "30 2.848920e-03 False NaN \n", "32 6.239150e-03 True NaN \n", "33 1.346970e-01 True NaN \n", "36 5.576970e-02 True NaN \n", "37 1.277250e-01 True NaN \n", "38 3.734850e-02 True NaN \n", "39 4.400190e-02 True NaN \n", "40 2.080890e-03 True NaN \n", "42 4.914760e-02 True 1.0 \n", "43 6.302030e-02 True NaN \n", "44 5.500720e-03 True NaN \n", "45 2.140330e-03 True 1.0 \n", "46 2.470940e-03 True NaN \n", "47 7.341440e-02 False NaN \n", "48 1.557940e-02 True 1.0 \n", "49 1.076990e-01 True NaN \n", "50 1.719950e-02 True NaN \n", "52 1.270170e-01 False NaN \n", "53 1.607390e-01 True NaN \n", "55 1.148540e-01 False 1.0 \n", "58 3.372570e-02 True NaN \n", "59 9.370820e-03 True NaN \n", "60 5.258030e-02 True NaN \n", "61 1.060730e-01 True NaN \n", "62 9.485020e-03 True NaN \n", "64 7.332020e-02 False NaN \n", "65 1.104810e-01 True NaN \n", "69 8.711300e-03 True NaN \n", "70 3.972460e-02 True 1.0 \n", "74 1.285070e-01 True NaN \n", "75 1.524340e-02 True NaN \n", "76 4.059910e-02 True NaN \n", "78 4.679190e-04 False NaN \n", "79 7.940580e-02 True NaN \n", "80 8.173790e-05 True NaN \n", "81 8.893480e-02 True 1.0 \n", "83 1.672360e-02 True NaN \n", "84 9.493270e-02 True NaN \n", "85 4.617600e-03 True NaN \n", "86 1.607530e-01 False NaN \n", "88 4.603820e-02 True NaN \n", "89 3.600710e-02 True NaN \n", "91 1.574020e-01 True 1.0 \n", "92 2.822830e-02 True NaN \n", "93 4.918190e-02 True 1.0 \n", "94 4.852950e-02 True NaN \n", "96 1.267630e-02 True 1.0 \n", "97 9.286140e-02 True 1.0 \n", "98 7.289040e-05 True NaN \n", "99 1.495090e-01 True NaN \n", "100 1.196670e-02 True NaN \n", "102 8.515340e-03 True NaN \n", "103 3.383370e-03 True 1.0 \n", "104 3.228240e-03 False 1.0 \n", "107 5.060180e-02 False NaN \n", "110 4.329430e-03 True NaN \n", "111 3.262130e-02 True NaN \n", "112 1.481150e-01 True NaN \n", "114 1.362600e-04 True NaN \n", "115 1.775980e-04 True NaN \n", "116 6.295630e-03 False 1.0 \n", "117 1.327000e-01 True NaN \n", "120 3.348890e-02 True NaN \n", "121 9.499060e-02 True NaN \n", "122 3.200810e-02 True NaN \n", "123 8.714240e-02 True NaN \n", "124 1.670220e-03 True 1.0 \n", "126 1.566060e-01 True NaN \n", "128 6.131410e-02 True NaN \n", "129 1.770920e-03 True 1.0 \n", "130 3.328130e-03 True NaN \n", "132 1.260730e-01 True NaN \n", "133 2.770250e-03 True NaN \n", "134 1.349520e-04 True NaN \n", "136 5.223740e-02 True NaN \n", "137 2.049280e-02 True NaN \n", "139 1.495360e-01 True NaN \n", "141 7.948940e-02 True NaN \n", "144 1.412180e-03 True NaN \n", "145 1.235360e-01 True NaN \n", "146 7.769250e-02 True NaN \n", "148 3.810990e-02 True NaN \n", "149 6.330860e-02 True NaN \n", "151 7.576420e-02 False NaN \n", "154 4.589570e-02 True NaN \n", "155 8.795070e-02 True NaN \n", "159 1.002700e-01 False NaN \n", "160 2.320630e-02 True NaN \n", "161 1.928540e-02 True 1.0 \n", "165 2.691730e-02 True 1.0 \n", "166 3.423730e-03 True NaN \n", "167 1.061530e-02 False NaN \n", "168 4.261790e-02 True NaN \n", "169 2.335880e-02 True NaN \n", "170 7.212860e-02 True NaN \n", "171 3.112610e-04 True NaN \n", "174 4.148420e-03 True NaN \n", "175 1.892880e-01 True NaN \n", "179 2.077590e-02 True NaN \n", "183 9.609970e-02 True 1.0 \n", "185 8.262820e-02 True NaN \n", "188 2.841060e-02 True NaN \n", "189 1.441950e-01 True NaN \n", "190 1.413230e-03 True NaN \n", "191 2.176170e-02 True 1.0 \n", "192 1.317060e-01 True 1.0 \n", "193 1.194900e-01 True NaN \n", "194 4.691620e-02 True NaN \n", "197 4.643950e-02 True NaN \n", "198 4.656170e-02 True NaN \n", "199 1.259400e-01 True NaN \n", "204 7.655880e-02 True NaN \n", "207 8.833800e-04 True NaN \n", "208 1.422540e-01 True NaN \n", "211 5.233530e-02 True 1.0 \n", "212 1.031110e-01 False NaN \n", "214 1.619070e-02 True NaN \n", "217 3.830970e-02 True NaN \n", "218 1.544210e-01 True NaN \n", "220 1.316470e-01 False NaN \n", "224 1.084920e-02 True NaN \n", "226 6.586780e-02 False NaN \n", "227 1.585330e-01 True NaN \n", "228 1.232710e-01 True NaN \n", "230 1.400680e-01 True NaN \n", "231 5.295530e-02 True 1.0 \n", "233 1.080200e-01 True NaN \n", "235 9.081530e-03 True NaN \n", "236 1.302790e-03 False NaN \n", "237 2.214320e-02 True NaN \n", "238 1.819850e-01 True 1.0 \n", "239 1.015180e-01 True 1.0 \n", "242 1.732010e-02 True NaN \n", "244 3.882760e-02 True NaN \n", "246 2.324950e-03 True NaN \n", "247 1.793850e-01 True NaN \n", "248 5.269360e-03 True NaN \n", "249 1.102490e-01 True NaN \n", "251 1.598240e-04 True NaN \n", "252 1.285200e-02 True NaN \n", "253 1.251520e-01 True NaN \n", "255 5.849250e-02 True NaN \n", "258 2.656550e-02 True NaN \n", "259 9.557110e-03 True NaN \n", "264 5.958190e-02 True NaN \n", "266 3.257360e-02 True NaN \n", "267 3.715910e-02 True NaN \n", "270 1.072780e-02 True NaN \n", "272 8.782360e-02 True NaN \n", "275 1.328200e-01 True NaN \n", "276 4.045560e-04 True NaN \n", "280 1.798100e-02 True NaN \n", "281 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4.953060e-02 True NaN \n", "1768 1.064620e-01 True NaN \n", "1770 8.204040e-03 True NaN \n", "1771 1.197200e-01 True NaN \n", "1772 1.310320e-02 True 1.0 \n", "1774 5.953800e-02 True NaN \n", "1775 1.255470e-01 True NaN \n", "1776 3.115190e-02 True NaN \n", "1777 1.146060e-01 True NaN \n", "1779 4.101780e-02 True NaN \n", "1781 4.739110e-02 False 1.0 \n", "1784 4.896790e-02 True NaN \n", "1785 1.326300e-02 True NaN \n", "1787 6.033120e-02 True NaN \n", "1789 6.600340e-03 True 1.0 \n", "1792 2.840400e-02 True 1.0 \n", "1795 2.301920e-03 True NaN \n", "1798 1.175060e-01 False NaN \n", "1799 3.892870e-03 True NaN \n", "1800 1.534340e-02 False 1.0 \n", "1801 9.439660e-02 True NaN \n", "1802 3.612170e-02 True NaN \n", "1804 6.916290e-03 True NaN \n", "1807 7.148510e-02 False NaN \n", "1808 3.486810e-02 False NaN \n", "1810 1.069870e-01 True NaN \n", "1812 4.233530e-02 True NaN \n", "1813 7.459730e-02 True 1.0 \n", "1814 1.178060e-01 True NaN \n", "1815 2.314140e-02 True NaN \n", "1820 9.839810e-03 True 1.0 \n", "1821 1.332660e-01 True NaN \n", "1822 1.108480e-01 True NaN \n", "1823 8.039820e-02 True NaN \n", "1824 1.355540e-02 True NaN \n", "1825 6.841460e-02 True 1.0 \n", "1826 1.649670e-01 True NaN \n", "1828 2.013780e-03 True NaN \n", "1829 4.991380e-02 True NaN \n", "1830 2.022100e-02 True NaN \n", "1831 8.032330e-02 True NaN \n", "1832 9.089940e-02 True NaN \n", "1834 6.149130e-02 True NaN \n", "1835 9.395220e-02 True NaN \n", "1837 6.935280e-04 True NaN \n", "1838 8.729950e-02 True NaN \n", "1839 1.399110e-01 True NaN \n", "1842 3.903620e-02 True 1.0 \n", "1845 2.877850e-05 True NaN \n", "1846 1.063730e-02 True NaN \n", "1848 1.168640e-01 True NaN \n", "1851 6.264980e-02 True NaN \n", "1852 1.442830e-03 True NaN \n", "1853 6.397830e-03 True NaN \n", "1855 4.284760e-02 True 1.0 \n", "1856 5.281770e-02 True NaN \n", "1858 7.096110e-03 True NaN \n", "1859 9.195670e-03 False NaN \n", "1861 1.193050e-03 True NaN \n", "1862 1.342290e-01 True NaN \n", "1864 2.276770e-01 False 1.0 \n", "1866 1.964100e-02 True NaN \n", "1868 1.347830e-01 True NaN \n", "1869 6.523620e-02 True NaN \n", "1871 6.414470e-02 True NaN \n", "1872 8.120240e-03 True 1.0 \n", "1874 7.796610e-02 True NaN \n", "1876 1.605220e-02 True NaN \n", "1878 2.605040e-03 True 1.0 \n", "1881 6.766540e-02 True NaN \n", "1882 7.481950e-02 True 1.0 \n", "1884 7.138830e-03 False NaN \n", "1885 1.410120e-01 True NaN \n", "1892 3.329570e-03 True NaN \n", "1893 3.019130e-03 True NaN \n", "1894 1.696550e-02 True NaN \n", "1896 1.144980e-01 True 1.0 \n", "1897 1.791070e-01 True NaN \n", "1898 2.068270e-02 False NaN \n", "1899 1.886680e-01 True NaN \n", "1901 2.194770e-03 True NaN \n", "1902 1.321540e-01 False NaN \n", "1904 1.315750e-03 True NaN \n", "1905 1.482360e-01 True 1.0 \n", "1906 4.553110e-02 True NaN \n", "1907 6.448460e-03 False NaN \n", "1908 1.724780e-03 True NaN \n", "1909 6.832090e-02 True NaN \n", "1911 4.587770e-02 True 1.0 \n", "1914 1.632880e-01 True NaN \n", "1917 6.390700e-02 True NaN \n", "1918 1.782270e-01 True NaN \n", "1919 9.434850e-03 True NaN \n", "1920 8.846650e-03 True 1.0 \n", "1921 6.389890e-02 True NaN \n", "1924 9.887390e-02 False NaN \n", "1925 2.034950e-01 True NaN \n", "1926 1.661830e-01 True NaN \n", "1927 2.801720e-03 True NaN \n", "1928 5.689130e-03 True NaN \n", "1929 5.755940e-02 True 1.0 \n", "1931 8.562630e-02 False 1.0 \n", "1933 3.532590e-03 True NaN \n", "1936 3.483250e-02 True NaN \n", "1937 1.004520e-01 True NaN \n", "1938 2.225500e-02 True NaN \n", "1939 9.394400e-02 True NaN \n", "1941 6.955580e-02 True NaN \n", "1943 1.853050e-03 True NaN \n", "1944 6.859410e-02 True NaN \n", "1945 1.261260e-02 True 1.0 \n", "1946 1.320150e-01 True NaN \n", "1947 9.463860e-02 True NaN \n", "1948 4.139800e-02 True NaN \n", "1950 1.270370e-01 False NaN \n", "1951 1.013540e-01 True NaN \n", "1952 3.816010e-02 True 1.0 \n", "1955 3.657050e-02 True 1.0 \n", "1957 6.564870e-02 True NaN \n", "1958 4.550710e-02 True NaN \n", "1962 4.507120e-02 True NaN \n", "1963 3.383450e-02 False NaN \n", "1965 4.251450e-02 True NaN \n", "1966 8.786010e-03 True 1.0 \n", "1969 2.911580e-04 False NaN \n", "1970 2.703660e-02 True 1.0 \n", "1971 3.835090e-02 True NaN \n", "1974 6.159600e-02 True NaN \n", "1975 7.779770e-02 True NaN \n", "1976 6.065270e-02 True NaN \n", "1977 9.446490e-02 True 1.0 \n", "1979 7.201430e-02 True NaN \n", "1980 9.220550e-03 False NaN \n", "1981 4.438090e-02 True NaN \n", "1982 5.922730e-02 True NaN \n", "1984 1.617540e-03 True 1.0 \n", "1985 2.795230e-02 True NaN \n", "1986 3.710310e-02 True NaN \n", "1987 1.208730e-01 True NaN \n", "1989 7.731050e-03 True NaN \n", "1991 1.275640e-03 True NaN \n", "1992 6.545560e-02 True 1.0 \n", "1993 1.155410e-01 False NaN \n", "1995 4.468110e-02 True NaN \n", "1997 2.972460e-03 True NaN \n", "1998 5.605670e-02 True NaN \n", "1999 6.939620e-02 False NaN \n", "2003 1.723250e-02 True NaN \n", "2005 4.970020e-02 False NaN \n", "2006 6.289270e-02 True NaN \n", "2009 1.041930e-01 False NaN \n", "2012 1.532330e-01 True NaN \n", "2016 6.157010e-03 True NaN \n", "2018 6.829650e-02 True NaN \n", "2020 5.211020e-02 True NaN \n", "2021 6.155740e-02 False NaN \n", "2022 1.050160e-01 True NaN \n", "2024 7.171250e-02 True NaN \n", "2027 3.121790e-02 False NaN \n", "2028 5.787350e-02 True NaN \n", "2031 3.677300e-02 True NaN \n", "2032 5.609410e-02 True NaN \n", "2034 1.258150e-01 True NaN \n", "2035 1.825200e-01 True NaN \n", "2039 1.424000e-01 True NaN \n", "2040 4.885570e-02 True NaN \n", "2041 5.869010e-02 True NaN \n", "2043 9.052750e-02 True NaN \n", "2044 1.736560e-01 True NaN \n", "2046 1.298020e-01 False NaN \n", "2047 2.925780e-02 True NaN \n", "2048 2.428450e-02 True NaN \n", "2050 7.931920e-03 False NaN \n", "2052 2.746040e-02 True NaN \n", "2053 1.146430e-01 False NaN \n", "2055 1.543210e-02 True NaN \n", "2057 9.056790e-04 True NaN \n", "2058 1.406190e-03 True NaN \n", "2059 4.601140e-03 True NaN \n", "2060 2.172210e-02 True NaN \n", "2061 1.962790e-01 True NaN \n", "2062 6.436600e-02 True NaN \n", "2064 1.389920e-01 True NaN \n", "2067 1.977400e-03 True NaN \n", "2068 5.399260e-02 False NaN \n", "2069 3.905140e-02 True NaN \n", "2070 3.749420e-02 False NaN \n", "2071 1.821310e-03 True NaN \n", "2074 1.149020e-01 True NaN \n", "2075 5.109370e-02 True NaN \n", "2076 6.696390e-02 True NaN \n", "2077 1.040290e-01 True NaN \n", "2078 3.953330e-02 True NaN \n", "2085 1.371860e-01 True NaN \n", "2086 1.873150e-01 True NaN \n", "2090 6.332530e-02 True NaN \n", "2092 5.490510e-02 False NaN \n", "2095 6.086770e-02 True NaN \n", "2097 7.162800e-03 True NaN \n", "2098 7.871970e-02 True NaN \n", "2099 2.688990e-03 True NaN \n", "2101 8.917250e-02 True NaN \n", "2102 2.232630e-01 True NaN \n", "2103 1.562490e-01 False NaN \n", "2104 1.787950e-01 True NaN \n", "2105 1.385430e-01 True NaN \n", "2106 1.245620e-01 True NaN \n", "2108 5.004130e-02 True NaN \n", "2110 1.116860e-01 True NaN \n", "2112 3.918660e-04 True NaN \n", "2115 1.158880e-01 True NaN \n", "2118 8.150940e-02 True NaN \n", "2119 2.847350e-02 True NaN \n", "2120 2.218970e-03 True NaN \n", "2122 2.240520e-02 True NaN \n", "2125 5.156880e-04 True NaN \n", "2127 1.037920e-01 True NaN \n", "2130 3.932710e-02 True NaN \n", "2131 1.472350e-01 False NaN \n", "2133 9.461660e-03 True NaN \n", "2135 2.658510e-03 True NaN \n", "2136 8.252970e-02 True NaN \n", "2137 1.327460e-01 True NaN \n", "2138 9.784590e-02 True NaN \n", "2139 7.052380e-02 True NaN \n", "2140 3.019840e-02 True NaN \n", "2141 4.148440e-02 True NaN \n", "2142 1.842460e-01 True NaN \n", "2143 2.098650e-03 True NaN \n", "2146 5.257170e-02 True NaN \n", "2147 1.021610e-02 True NaN \n", "2149 1.229630e-03 True NaN \n", "2151 1.489660e-02 True NaN \n", "2152 3.225740e-02 True NaN \n", "2154 4.859160e-02 False NaN \n", "2155 2.335260e-05 True NaN \n", "2158 1.352440e-02 True NaN \n", "2162 7.602220e-02 True NaN \n", "2163 1.162990e-01 True NaN \n", "2166 6.700630e-02 True NaN \n", "2167 1.446580e-01 True NaN \n", "2168 2.800360e-02 True NaN \n", "2169 1.682110e-01 True NaN \n", "2171 2.250050e-02 True NaN \n", "2172 6.845650e-02 True NaN \n", "2173 1.097520e-01 True NaN \n", "2174 6.086480e-02 False NaN \n", "2175 9.193000e-02 True NaN \n", "2179 2.160900e-07 False NaN \n", "2180 3.310350e-03 True NaN \n", "2181 1.524320e-02 True NaN \n", "2182 8.003560e-03 True NaN \n", "2184 6.732550e-02 False NaN \n", "2188 3.053230e-03 True NaN \n", "2190 2.123810e-01 True NaN \n", "2191 1.897370e-01 True NaN \n", "2192 8.146440e-02 True NaN \n", "2193 5.191340e-02 True NaN \n", "2194 1.124950e-01 True NaN \n", "2195 4.096800e-02 True NaN \n", "2200 1.130100e-01 True NaN \n", "2201 1.508440e-01 True NaN \n", "2202 1.475350e-02 True NaN \n", "2204 4.636710e-02 True NaN \n", "2205 3.786960e-02 True NaN \n", "2207 1.487850e-01 True NaN \n", "2208 6.583470e-02 True NaN \n", "2209 7.789910e-03 True NaN \n", "2210 5.983750e-02 False NaN \n", "2213 5.981410e-02 True NaN \n", "2215 1.659140e-01 True NaN \n", "2218 1.984280e-01 True NaN \n", "2219 8.949520e-03 True NaN \n", "2220 7.500770e-02 False NaN \n", "2224 1.127740e-02 True NaN \n", "2225 1.041520e-01 True NaN \n", "2227 4.891980e-02 True NaN \n", "2228 8.163610e-03 True NaN \n", "2230 6.903820e-02 False NaN \n", "2232 2.706730e-01 True NaN \n", "2237 4.047220e-03 False NaN \n", "2238 7.196040e-02 True NaN \n", "2239 5.341200e-02 True NaN \n", "2240 3.315830e-02 True NaN \n", "2241 4.618370e-02 True NaN \n", "2243 8.134690e-02 True NaN \n", "2244 8.254920e-02 True NaN \n", "2245 7.116670e-04 True NaN \n", "2246 9.248170e-02 False NaN \n", "2247 5.729980e-03 False NaN \n", "2248 7.331650e-02 True NaN \n", "2249 4.057550e-02 True NaN \n", "2250 5.401840e-02 True NaN \n", "2253 1.571400e-04 True NaN \n", "2254 6.935680e-02 True NaN \n", "2255 7.347290e-02 True NaN \n", "2257 2.419330e-02 True NaN \n", "2258 5.063510e-02 True NaN \n", "2259 9.558480e-02 True NaN \n", "2261 5.821410e-03 True NaN \n", "2262 1.123690e-01 True NaN \n", "2263 1.060140e-01 True NaN \n", "2264 7.280630e-02 True NaN \n", "2265 3.440170e-02 True NaN \n", "2266 8.189980e-02 True NaN \n", "2267 8.738540e-02 True NaN \n", "2268 6.205000e-02 True NaN \n", "2269 1.803970e-03 True NaN \n", "2270 3.912510e-02 True NaN \n", "2271 2.641330e-03 True NaN \n", "2272 5.749540e-02 True NaN \n", "2275 2.295620e-02 True NaN \n", "2276 1.066690e-02 False NaN \n", "2281 1.101830e-01 False NaN \n", "2282 1.060070e-01 True NaN \n", "2283 7.376370e-02 True NaN \n", "2284 5.746150e-02 True NaN \n", "2286 8.598910e-02 True NaN \n", "2288 9.595890e-02 True NaN \n", "2289 2.075630e-02 True NaN \n", "2290 5.394040e-03 True NaN \n", "2291 1.392060e-01 True NaN \n", "2292 3.890560e-02 True NaN \n", "2293 1.711060e-01 True NaN \n", "2294 1.663310e-01 True NaN \n", "2295 4.409420e-02 True NaN \n", "2296 3.676340e-02 False NaN \n", "2298 2.418780e-01 True NaN \n", "2299 1.116870e-03 True NaN \n", "2300 1.428600e-01 True NaN \n", "2302 1.738100e-01 True NaN \n", "2303 4.576810e-03 True NaN \n", "2304 2.068030e-01 True NaN \n", "2306 9.341240e-02 True NaN \n", "2307 1.424090e-02 True NaN \n", "2311 1.111520e-01 True NaN \n", "2314 1.336490e-01 True NaN \n", "2315 8.968830e-02 True NaN \n", "2316 7.562780e-02 True NaN \n", "2317 4.895950e-02 True NaN \n", "2318 9.747050e-02 True NaN \n", "2319 1.094540e-01 True NaN \n", "2320 7.242660e-02 True NaN \n", "2321 8.208610e-02 True NaN \n", "2323 5.444860e-02 False NaN \n", "2325 1.619920e-02 True NaN \n", "2326 1.546290e-01 True NaN \n", "2327 2.227520e-01 True NaN \n", "2328 1.161970e-01 True NaN \n", "2329 7.201000e-02 True NaN \n", "2330 6.142850e-02 True NaN " ] }, "execution_count": 118, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.set_option('display.max_colwidth', 25)\n", "twitter_final_table_dogs_only = twitter_final_table[twitter_final_table['predicted_dog1'] == True]\n", "twitter_final_table_dogs_only" ] }, { "cell_type": "code", "execution_count": 119, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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rating_numeratorretweet_countfavorite_count
rating_numerator1.0000000.3254910.432830
retweet_count0.3254911.0000000.927528
favorite_count0.4328300.9275281.000000
\n", "
" ], "text/plain": [ " rating_numerator retweet_count favorite_count\n", "rating_numerator 1.000000 0.325491 0.432830\n", "retweet_count 0.325491 1.000000 0.927528\n", "favorite_count 0.432830 0.927528 1.000000" ] }, "execution_count": 119, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_final_table_dogs_only[[ 'rating_numerator','retweet_count', 'favorite_count']].corr()" ] }, { "cell_type": "code", "execution_count": 120, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2071" ] }, "execution_count": 120, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_final_table.shape[0]" ] }, { "cell_type": "code", "execution_count": 121, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1442" ] }, "execution_count": 121, "metadata": {}, "output_type": "execute_result" } ], "source": [ "twitter_final_table_dogs_only.shape[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Henceforth twitter_final_table_dogs_only named as *df_dogs*" ] }, { "cell_type": "code", "execution_count": 122, "metadata": {}, "outputs": [], "source": [ "df_dogs = twitter_final_table_dogs_only" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "Even though the improvement in correlation between rating_numerator, favorite_count and retweet_count was minimal. It is encouraging. Hence, from the orignal 2071 dataset, we will now continue with 1442 dataset." ] }, { "cell_type": "raw", "metadata": {}, "source": [ "Let us visualize how data points for rating_numerator, favorite_count and retweet_count by using plot below." ] }, { "cell_type": "code", "execution_count": 123, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# create figure and axis objects with subplots()\n", "fig,ax = plt.subplots()\n", "# make a plot\n", "fig.subplots_adjust(bottom=-0.5,top=0.5, left = 0.01)\n", "ax.plot(df_dogs.rating_numerator, df_dogs.favorite_count,color=\"green\", marker=\"o\")\n", "# set x-axis label\n", "ax.set_xlabel(\"rating_numerator\",color=\"blue\",fontsize=14)\n", "# set y-axis label\n", "ax.set_ylabel(\"favorite_count\",color=\"green\",fontsize=14)\n", "# twin object for two different y-axis on the sample plot\n", "ax2=ax.twinx()\n", "# make a plot with different y-axis using second axis object\n", "ax2.plot(df_dogs.rating_numerator, df_dogs[\"retweet_count\"],color=\"brown\",marker=\"o\" )\n", "ax2.set_ylabel(\"retweet_count\",color=\"brown\",fontsize=14)\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "From the plot above, we observe that the data concentration in terms of rating_numerator is centred aroung points 10 and 14. We observe also some huge values of retweet_count and favorite_count." ] }, { "cell_type": "raw", "metadata": {}, "source": [ "Let us see how the distributions of the data points a three dimensional plot have a clear picture." ] }, { "cell_type": "code", "execution_count": 124, "metadata": {}, "outputs": [ { "data": { "image/png": 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77jnuu+8+kskkvb29D8iyfErruxVJdxHIlbO1Wq2Ew2HOnz+Py+XKS4L5olc1MiNSr9dLT08PFouF7du3Z1WZjUIv0hWpip6eHiUvPD09bdh7F1Byd6lUii1btijr6uln1US8UoxvCoFUKoXVatXUFqt3DGqCyfQt1tMWi/ULSbrJZLLgPhhCB6z27MjMF4dCIaqqqujv7+e1117jxz/+MeXl5Tz//POUlpYyOjrKd7/7Xd566y1cLhd33nknp0+f5plnnuErX/kKx48f54tf/CKPPfYYJ0+e5LHHHqOmpoaenh5Onz7N/fffz1NPPcVbb73F6dOnuXLlCm63mw996EN0dXUBcO+99/LLX/6SxsZGSkpK/lCSpF/IsvxW5vcpku4CkItsYX57393dTSgU4tChQ4YiTjNTGwQ5+v1+enp6SKVStLW1LXpbpRXpzszM0N3dTWlpKTfddBMul0v3WCPI9GvQ0s/qGd8Iq8PljooL2QasV0jLVZBSa4uHh4fTNLOZ+eLrSrqhMNLQKPL2/O3quZBIJJTrTgtC+nfixAmuXLnCJz/5SW6++Wb8fn/arjKRSBAOh7Hb7YRCIRoaGnjxxRf5yU9+AsBdd93Ft771LU6ePMmZM2f41re+BcAdd9zBn/3ZnyHLMmfOnOH48eOUlJSwZcsW2traOH/+PABtbW20tLSItzsNfAwoku5ikI9sZ2Zm6OnpoaSkhJ07d/LWW28Z3uKbSS+IKvC1a9doa2tLm3K7GKiJxefz0dXVhdVqZdeuXVlaVjOeDlrr54KWLjRfVBwMBvF6vcq2dClRaNI1s3Y+bXEgEEgzBZIkCbvdzuTk5JJpi9VIJpPZpC7LSG9exTI8hjQ9QzISRd7aAqX6xJnvPYzmuH0+nxJ8qK+fjRs38ud//uc0NTXhcrn48Ic/TEdHB9XV1crajY2NjI6OAjA6OqoMcxVdjh6Ph9HRUQ4fPqysq/4ZcfzbGAEOaX3GIukagCDb6elpxUNWTbYil2q329m5cyfl5eXKzxiFkVE5oVCI3t5eQqEQDoeDAwcOLOp7aSGZTHLp0iUSiQTt7e260fNyN0fk6ioLBoN0dXXh9XqZnJxc8qi4kIqLpSJ0vTHzAwMDRKNRgsEgExMThMPhNG2x+LPQoqZIj6RBkqCqEuv/90ukYIjUjjbkBRIuzEeoZki3uro66/XZ2VnOnDmjdHp+6lOf4tlnn806TvwutH7netdvjk5LzQunSLo5kBnZXrlyhfe9732aZJuZSzV7I+WKdCORCL29vfj9flpbW1mzZg2//e1vF/7FNBAOh+np6SESibBr1660qrsWFtrSu9QEZrFYqKiowOVy0dTUpDzwljpXXKhIt5Dbf0manwbtdDppaGhQXlfLtKanp5XJxpmTKtTOY3rQSy/I69eSqquBtmbkcnMFXaPvoQV1pKvGr371K7Zs2aJorD/xiU/w8ssvMzc3p5D6yMgIGzZsAOYj2OHhYRobG0kkEni9Xmpra5XXBdQ/o34daATcWp+xSLoayJdGmJubo6enB6vVuqjClRpapBuNRunr62Nubo6WlhZ27ty54JtfL6JSv0drays+ny8v4cLKngacLyrW0oRWVFRQVlZGRUVFVlS8ktILZqFF6loyrUznMaEtFs5j6geVeuCoLiGmUiQ+/xmw2SBgbFyUHhKJhGHS1ZOMNTU1cfbsWUKhEC6XixdeeIH9+/fzgQ98gKeffprjx4/zxBNP8LGPfQyA22+/nSeeeIIjR47w9NNP88EPfhBJkrj99tv5zGc+w1e/+lXcbjfd3d0cPHgQWZbp7u6mv79fOLodBz6j9RmLpKtCPrJNpVJcuHABm83G1q1bs7SFi4FaORCLxejv78fj8bBlyxa2b9++qBtTrK2+cOPxOAMDA0xNTaW9R09Pj6E1V6P3goiKtUzS/X4/wWCQoaEhZaZcaWkpFRUVRCKRND+ApcRySLqMrJ/rQSVqCF6vN62TTOwqZFnOTgGoC19LEOkaTS8kk0nNVMmhQ4e444472LdvHzabjb179/KFL3yBj370oxw/fpwHH3yQvXv3cs899wBwzz338Ed/9Ee0tbVRW1vL6dOnAdi1axd33nknO3fuxGaz8f3vf1+5rx599FFuvfVWETz9TJblK1qfUcpzE7y72od0oEW28E5kJiRZXq+XPXv2pFWTc+Hll1/mfe97n6FjvV4vg4ODuFwuJicnaW5upqGhQfeGMbP2+fPn2bt3L3a7nWQyyeDgIGNjYzQ1NbFx48a09zC6rsfjYWpqiu3btytRUr4Hw+zsLFNTU2zdutXQ5zaDt956S0kvLAXUKoGBgQHl3GW29xrZgueCx+NRdhmFQG9vL9XV1WlEuhRIJBIEAgHcbjehUEixeHQ6nWkpnKUYOPrKK6/Q0dGRdx1Zlnn/+9/Pa6+9thI8GHQ/wHs60s0X2Xq9Xnp7e5Flmba2Nvr6+jQbG/Qg8p75LpZEIsHo6CiTk5Ns27Ytr4G4+vMbubjERIixsTGGh4fZuHEjhw8fXpS+spDqhZUAtUpgenqalpYWSktLs9p71VGxEV/eTFyP9MJSwGazUV1dTTAYpKqqio0bNyLLclrzgrobMbP92ej5AfP+FCv9OntPkq4g28nJSaqqqrJMlH0+Hz09PQrZihyRGVmX+ni9CyaZTDI0NMTo6Cj19fXU1tZmyk50Ibbq+S4wIbK/ePEi69ev59ChQ0vSYireX/jyjo6O4nQ6qaio0C1SXe/0wkKh/sx67b1a2lkjUfFKSS8sFMlkMs2gRq95QRDxzMyM4ser9ldQa4sXilgstiqaaN5TpCvyT/F4nFQqRW9vL3v27FFct0SzQTKZpK2tLUt6YrPZSCQSht9PkG5mjimVSjE8PKxUPo8cOUIikeDy5cuG1xZ5Wr0bSriY9fb2kkwm2bNnj6aUZjEIBAKcPXuWNWvWsHv3biU3qi5SqVtZgetiYr4UyPVw09POGomKC5UrFlgJHWm5cumCjNXa4kwLSKPwer1LWmcpFN4TpJtJtiKqtdlsaZ1dyWSS1tZW3WaDhUa6AqlUCrfbzeDgYFbUqTV9Nd/aegQmOuIqKirYt2+f0uRgFPkiaI/Hw7Vr10ilUhw4cICSkpI0yZF6HUHEIgoMBAJcuHAhLQJcSoOXQmChKQAjUbHH4yEejzM7O2vICtIsloN0F7q+2l9BIHPg6Pj4OKFQiIsXL+YdOKonF1tpWLlX+hJAj2zVagQRXRrp7FpopCvL70zyXbNmTdq0hsxjjUKrbXhubo7u7m4cDge7d+9WooSFmJ5r3fCiS81ms9He3s74+DhOp1M5z5nEpK6Ir1mzhrq6OkZGRti6dasSAU5MTCjReKY0SW1yfT2xlHnXzKhY+FGsW7dONyoWUjYzuWKB5UhfLKX3gsj/ioGjiUSCN954gxtvvDHnwNGRkRHGx8c1C6mdnZ18+tOfVv7e19fHX/zFX3DixAk+/elPMzAwQHNzMz/72c+oqalBlmXuu+8+nnnmGUpLS/nRj37Evn37AHjiiSf4y7/8SwAefPBB7rrrLgAuXrzI5z73OcLhMMeOHeN73/ueJOvk0t6VpJuPbAOBAD09Pfh8PlpaWti8ebOhdRdCjJOTk1y+fJna2lr279+vm3Mym+9UE6nf76e7uxtAUzdspuil9TlCoRBdXV1pXWqBQGDBkjE9gxd1hDM2NkYkEtH1FHi3QBB6vqh4bm4ua4abkXOyEtILi4GQouXTFv/617/mf/2v/0VnZycdHR1s27aNb37zm2zfvp1t27Zx6dIl5fNu3LiRj3/845w6dYqbb76ZBx54gFOnTnHq1Ckefvhhnn32Wbq7u+nu7ubcuXOcPHmSc+fOMTMzw7e//W0uXLiAJEl0dHRw++23U1NTw8mTJ/nhD3/I4cOHOXbsGMBHgOyWN95lpJuPbIPBID09PUSjUdra2pQnqlEYJV3hnSsKdVrDJTNhNpKyWCwEg0F6e3uV76MXqZvpHlOTeTQapbe3F5/PR3t7e5rsaCHqhVzIjHAEtDwFZFlOy4suRXNKLhRSYZArUsyVK9bKhWYqKEpKSha1/TeCQpNurvXVO6k//uM/pra2lq6uLr7xjW/Q1dXF+vXrs37mhRdeoLW1lc2bN3PmzBleeuklYN7s5ujRozz88MOcOXOGEydOIEkShw8fZm5ujrGxMV566SVuueUW5cF4yy238Nxzz3H06FF8Ph9HjhwB4MSJEzz33HN/wLuZdAXZejweysvLNcm2t7eXSCRCa2srtbW1SJLE3NycqcjVZrMRiURyfg6Px0Nvby9lZWWsX7+e2tpaQwbiZhCJRPB6vfh8PrZv305dXV3eQo8Z0o3H4wwODjI1NUVLS0vabCoBrYg4HzktRL2g5SmQmRcdGhrC7/cTDoepqqpSiHgpNKJwfVzGckErF5rZxDA6Oko0GiUcDisjoQqxU1iuSNcIRE7Xbreza9cuzWNOnz7NH/7hHwIwMTGhtEc3NDQwOTkJpJvdwDumNrleb2xsTHsd2Kj3OVc16WZGtm+++WaaN0IoFKKnp4dwOExra2sWOVmtVtM5Wr3jhcOY0+lUvHP7+/tNkXo+qDvVSktL2bJli6GWXTMTIcLhMK+++iqbN2/m8OHDuoSgjp7FAy4foS6VZEwrArxy5QoNDQ3Isqx4CgiNqFqsX1FRsaKKdktlAq42SK+vr1deP3/+PGvXriUYDOaNihfyOZaDdI2u7/V603ZJmYjFYvziF7/goYceyrmOWbMbnWtazjiuDAjLspxaOVefCWSSLcx/eUEuYlscCoU0yVZAONIbhVZ6Qfgw2Gw2xWEs1/ELQSKRYGBggImJCZqbm9m6dStdXV0LNj3PhCzLuN1uBgYGALjpppvybtlXmuZW5EXLy8uzvHnVBRgxJlyMfRERYK6i3UqLdM1AkiTdsUGZUfFC8ufLkTM2+pD0+/20tel79z777LPs27dPeSjV19czNjZGQ0MDY2NjCmHrmdo0NjYq6Qjx+tGjR2lsbGRkZCTtdbLNbr4C/BWswkg3lUplka24ISwWC5cvX1Yi2zVr1uS8WWw2G+Fw2PB7q9ULPp+P7u5uJEnS9WGwWq2mSB3Sb/BkMqnoeTdt2pTWqbYQRYLWe4khmTU1NRw4cICrV68aIpjV4r2gV4CJRCJZRTvhJ5C5FV8N1o5moBcV63ny5oqKC/3QMBPp6tk6Cvz0pz9VUgvwjqnNAw88kGV28+ijj3L8+HHOnTtHVVUVDQ0N3HrrrXzta19jdnYWgOeff56HHnqI2tpaKioqOHv2LIcOHeJf/uVfAM4ASJK0EagD/k/gXyVJ8q5K0lUXyWDelrC3t5dAIKA8kYxcyDabzbQ2NhKJKH6zWg0UWscbhSBHSZIUPW9DQwOHDx/OetovlnRnZ2fp6upa8ESIhbYBr4ToWN05pR6nLvwE/H5/GulEo1GGh4eprKxckGwrFwo1Y2wh0PPkFflzrag4Fovh8/kKpipZqIF5JkKhEL/85S/5b//tvymvPfDAA9x555089thjNDU18T/+x/8A4NixYzzzzDNKsf3xxx8HoLa2lm984xuKj/U3v/lNZQfxgx/8QJGM3XbbbfBOEW0PcAxYC9wDyKuOdC0Wi/JkFUUCn89Ha2srsiwrJuNGYCanGwwG6e7uxuv1snfvXkO5VDNzz2D+u42NjTE0NKSr513I2ur8q1pepjcRwsi6K9nacaEQfgLqB2kqleKVV17B6XRmtfiqW54XapJe6EhxsRA5cb2oeGpqSrebbCm01olEwnAhOhfplpaW4vF40l6rq6vjhRdeyDpWkiS+//3va65z9913c/fdd2e9vn///rSO0kcffVTcHG8CIrI7A5SvOtKF+ep9X18fXq83zWd2ZmbGVGHMSLODiKKDwSDNzc3EYjFDhAvGSV2W5wc/+nw+XC4XHR0dSmuyHszOVItEIrzxxhtEIhHa29t15WVmSFccl0gkGBkZwWazKX60ufKjqwniIV9fX59GjupOu0yTdDUZ55vIcD3SC0sBERU7HA527NgB6GutRdpG/cdoVGzWwHypW90XC1mWR4ARSZJeBHYCc6uOdIPBIK+99pqmlMlsYSwX6aqJvbW1la+ynxUAACAASURBVLVr1yLLMn19fYbXN1JIUw9+rKmpoaWlJS/hgnHSjcVijI+PEwgE2LVrV948t9EIVpDu4OAgIyMj1NfXE4lElKm16htNGISvlPTCQpB5zhwOB3V1dTmLdqJrShTt1HaHy5ETLfS5zlw/l9ZanJexsTECgYDhqHgpRvVcb0iSVAd8GdgG2Fcd6ZaXl3P48GFdNcJiI91YLEZfXx8zMzNZxG6WNHKlALxeL93d3WmDH9944w3Telo9JBIJBgcHGR8fp6amhurq6rT8Za51830GWZaZmJggGAwSj8c5dOgQqVQqLWpLJBIEg0H8fj9ut1u50aLRKIODg2ltrasBRqLRfEU70fYcDoeVh5Lf76eysrIgOdGVYhtpt9uz0jZGo+J4PG74vCQSiZV6Pe0APgUcBRKrjnRB/waw2+0LloDF43H6+/uZnp6mubmZbdu2LfqC1Yp0RQuy1uBHMxIzPUIXVotDQ0M0NjZy5MgRpqen8Xq9htbN92ARkbnIYwqJTjweT/s5MUFV/f1isRhvvPEGJSUlzMzMZDmRCSJe6om11xP5inY+n4/p6WlGR0ezlAIVFRWLKtqt5BZgvahYnBcRFc/OznL58uUsBUVmVLzCd1BB4Iwsy+OwCiVjSykBEwTT09PDxMRE3oYAs1CTqBj8GAqFaG9v18wLm83Tqo+VZZnx8XH6+vpYt25dmuLBrNJB6wIOBAJ0dXUhSZISmb/88suG1lSvbbFY0tozhd+viHjUkaA6N3o9PRcKcUOLop3L5VIM0vWUAgudVrGSSVcPmcXMUCjE7t27lcKdVlQsOhOFL3Ym5ubm+PznP8/ly5eRJIl//ud/Ztu2bQUzu3nkkUeEukqY3lQCH5YkqRZ4adWRLuhHY2bSC8JAPBgM4nA4DE9rMAOh07169aoykmXt2rW6Dw4zigRBpKL1uLu7m6qqKvbv35+VEzZDupk+DZFIhJ6eHoLBIFu3bs3rxJZvba08oNPpxOl0phlfa8m3ZFnO6i5b6OjwlQJ1CkBPKaDny5vvXKxkW0cz72Gz2bDb7bpR8cjICE8++STDw8Ps3buXLVu28Cd/8ifceuutANx333185CMf4emnnyYWixEKhfjrv/7rgpndPPfcc9x2222oXMZ8wG8AC/CpVUm6ejBCuuqGg8bGRsrKymhqajL8HoKU8l1sIl3h9/tpbm42NFzSTHrBYrEQDoe5cOECDoeDG2+8Ude8x4ymVhB0IpGgv7+fqakpWltb2bVr17Ju+fXkW6FQSDFKHxgYUApV4XCYmZkZrFbrkltCFvJ7G8m76jmQqScbi3OhTtVYrdaC53QLvfvIdX7ENXLzzTezZ88ePv/5z/OrX/2KgYEBZZfn8/n4z//8T370ox8B7/hWFNLs5uc//7nQ6gpcBr4iy3IcVmF6IRdyqRdSqRSjo6MMDQ2xfv16Zfs9NjZmquBgZASPevBjWVmZYqqRD0YjUqEZDoVC7Nu3L69bvhmXMUCpvG/atGlJ0y2LVS9oeS6IQtXVq1cJhUJ0d3enWUKqu8tWoh52odGo1jSGzFTN3Nwcfr8/zTReKEmWwn+i0L4LZiA0uhaLhZaWFuX1vr4+1q5dyx//8R/z+uuv09HRwSOPPFJQs5vR0VEAdXrh94HflyRpCoivStLVu3ntdntWpJtKpRQD8XXr1mU1HAgtrdFtqoimtbZyIyMjWYMf1T3c+ZAv0lVv9RsbG/F4PIbGk5hRJAhlwVLNUlOjEJIxUahyOp00NjYqhKzOAWZuyQURrwTzm6VUGGSmarxeL+Pj47S2tqZJtoLBYJppvDgfZk1vVhLper1ezcaIRCLBq6++yve+9z0OHTrEfffdx6lTp3TXWQqzG5UcUPzjMHDu7f93rkrS1YM6vSAKS/39/dTV1XHgwAFNOYkeieohkxjVZjH19fWLIisxtTcT8Xicvr4+PB6PstUPh8PK09nIurlIVygSKioq2Lx5M1ar9bqT0WKhZwkpZGxqHW0+8ilkZbyQbcAiitZSkqglW1rtvUZ2CIUmXTO7AJ/PpxmANDY20tjYyKFDhwC44447OHXqVEHNbjZs2KD8XZIkiyzLF4AL4rVVeWfpXaSCXCYmJujr66O6ujpvd9diRvCIwY+1tbW6pG4GVqs1bVChKPa53W42b95Me3v7khreBAIBOjs7sVgsih3l6OioaZMeo7jeMjC9LbkgH5/Pl6UYqKioIJlMFqwoVcjmiFyfOVcjg+i0yxwblDnpeSUZpPv9fs1Id/369WzatInOzk62bdvGCy+8wM6dO9m5c2fBzG6+9KUvAUp6ISVJ0keAamAGCKxK0tWCaKUNhUJMT0+zd+9eQz3bZk1vbDYbHo+Hq1evKoMf872P0S2kIHT1AMsNGzYoqQo1FkO6uRQJq7lrbCHQIx+1YiAej3Px4kVFXaAmn8XuCAo9lcIsKdrtdt2xQepJz7FYDFmWcTqdiqVmrvbvhcBsN5pequ173/sen/3sZ4nFYrS0tPD444+TSqUKZnaTUUQD6ABuAKKA5V1Buh6Ph56eHkpLS3G5XLqu8VowY3ozNzfHxMQETqczbfBjvvWNOiVJkoTf7+fs2bPU1dUtmeGNWpHQ19fH9PS0riLBDJmrEQgESCaTlJeXr8iClVmoFQPj4+McOHBAafMVemL1QE11nthsQ8NKIl0t6BUw+/r6lJ3C1NQUoVAo7djFPpjMRLper1fXE+Wmm27iwoULWa8XyuxGQJXT/Q6QAjYBJauSdMVFOjs7S09PDw6HQxHs//a3vzV1sRlJL6idudatW0dVVZUhwhXrGyHdmZkZurq6kGWZ/fv3542ezTRSwHxzxrlz52hqaso7EcJMpBsKhejs7FSiEmH8os4LrvQR60ah1+YbDofx+/14vV5GRkayXMhymQAVOl9cqAegsFatqqpK01cnk8klm/RsJtL1+/1s2bJlUd+pgLABJ4AyILYq74RAIMCVK1ewWCxZ028FiRrNr+YiXSFBisViyuDHoaGhRY9KV0OYoVssFtra2piamjKUFjESHam71FKplKEin9FINxaLEYlEeP3119m6dStVVVUkk0kkScqKCHt6epQW12g0yszMzKryXcgFdXpC3dAgpFtidJA6ClQ/jAqJ69GRtpSTns2O6tGzdVwB+H+ARuaLaavT2lEQlNZJNku6WjKtSCRCb2+vMv5DPe7H7DQIPRmYmtAFaQUCAcbHxw2vnQsicq6srGT//v1cvHjRcIojV/QlnMXcbjdWq5WDBw8qKRqRn9SKCEVe8I033shqbDA6Nmc1QUypzXQhU/sKBAIBQqEQly9fzkpPLAVSqVRBdxhGt/+5inbqSRWBQABA8VkwU+DWK6Rdb0jzF/PHZFneLF5blaRbVlame2EuxGksGo0C6YMfW1tbFZ/ezOPNTIPIJF0xv83r9SpjzdWEvpB8qhp+v5+uri4sFovhvLMauUb7iKhZNJdo5clyrSv8Zdvb25U11WNz3G53lnIgnz/vcmCp3lsrCjx//jxbtmzB7/crk43VJkDqycZmP0ehI93Frp9v0vPMzAzRaJTp6em086FlGp/LwPw6wwn0S5J0DHid1dockQsLId1YLKaY3jS/Pfgxlz/CQiRmoq12cnJSd6y52TytGkKREAqF2Lp164J9RbUiXTHap7y8PM3bYbFKBz0HLrVBuHprro4Gl9MAp5B5V7Xfgvr91OdgcnIyzQ7S6DlYjYY36kJcLBbD4XBQX1+vqEn8fn/aNWG1Wvnf//t/4/V6Nb9rc3Oz0hJts9m4cOECMzMzBTe7USEKfI/5UT2vs1qbI/I5jZkxvZmamsLtdtPW1mbI9MbshF8xgufq1as0NTXlfI+FTA9WW1K2tbXlNNQx+nlFpBsMBpXintZoH7PtxUahZRCeaYAjtqJCwhWLxUw9DFcyJElS0hNaJkDqwZGyLGtqaMEc6fqnIeKTWNsi0/8rK1s+lP86XI7x62KXo5eumZ6exuVyMTo6yj333EMgEOCjH/0of/VXf6Uc9x//8R9p5/HUqVMFN7sRkGU5BfxPSZIGgINAclWSbi4YIV21D0NtbS11dXVs3rw558+YWR/mo5WxsTFGR0epqanRHC6ZCTPpBWEIfv78+byKBDMQXXFXr15NS4FoYTk1vXoGOKJgF4lE6OrqAlAkXOoOs8VgpeSYjZgAqT2K4/E4FouF0tJS3Vx5KgUjr1kY65SYHZQoL4PwoIVEGKq2pFh3g/7vt9Ckm299q9VKfX099913H08//TS//vWvgXlpZy4sp9mNJEnNwG2yLP8AuAirNKebC7mMzNWtwWLwoyAYo8gXjYomjZ6eHqqrq2lqaqKkpGRJiljq7yDGBuXS8pqFeBhNT0+zc+fOvM5o6s97PYhJ3WE2NzenGAwJCZfIkcZisayCnZkc6UpuFtHT0EajUa5du0Y0GqWnpyfLo1ikJywWC5JVpus/7SRjEptaEshxCb9bouW23N+70OkLo5Ix9e9HkqSsZp8Pf/jDSJLEn/zJn/CFL3xhWcxuVNgJ3A78QJKkClmW/auSdPOlF0RhTCCTCDNbg83mgPVId25ujq6uLpxOpzLWfGRkZMF52kwI31yhSLh06dKSXPRqIhfbenX/uB4WMoa90NCScGW6b42Pj2c5kYmCXeb5LGTHWKHOnTC+cTgcmiZAmS2+tmQl1orNVFTYcNXYaXx/Ct+QBasBdijkw9ZsJK31WX7zm9+wYcMGJicnueWWW9i+fbvuzy+l2Y3KYcwF+N9e3w+rONI1amSuHvwoiDDzeDOkqFVIE1MVAHbs2JGmG870U1gIhCLBarWmKRJE4c3ohalFILOzs3R2dipEnkqlDEf+q6VlWM8oXe0zMDg4SCgUQpKktGKVnkfxUmC5Z5jpqQWm3CHW/l+zBEN+pofDjDujlOxy0t//Tp74ekj5jEa6ufS8InhYt24dH//4xzl//vyymN2outEuMz814i+Al4HqVUu6ehCkqzX4UQtmiUNdaFKP4NGbqrCQ4phAJBKhu7ubcDisqUgwOxFCfZOri2Q33HCDcn4ikYjh81GoQtpyQctnQGhphYjf7/cTDAa5cuVK2tZ8KVI6K0HSZbFYqG8sB8qBBrZty5byqZsZ1Oeg0A9cowGFz+dLC3QEgsEgqVSKiooKgsEgzz//PN/85je5/fbbC252IyDLcqckSY8DXwLeBzhWLenqkWUsFmNqaopwOJw1+HEp3/fatWvMzMzkVQwUUpGwENObRCKh6IS3bt2a1a++ECKHef1xOBymvLx8xRSeFoJMLW0ymeS1115j8+bNmhMrMgt2Zr77SpnWmwk9KZ/WzuDChQvK2CBxHpaqIcOoi5leN9rExAQf//jHgflo+DOf+Qwf+chHOHDgwHKa3SDL8lngrPj7qiXdTIioMxAIUFJSwv79+5f8PZLJJAMDAwSDQZoNTgw2Q7pCkXDu3DlDQzLNqB0kSWJgYICJiQm2bNmiWyQzk6eVJIlEIkF3dzeTk5PK2ByhJxWEtFKnNhiBIEa9iRXCc0FtCakm4lyNHSuVdPWg3hkI1cTevXsVg3Qtr4WFPpDgHX+HfNBrjGhpaeH111/Per2urq7gZjcZ64pfggxIq550o9EofX19yuDHHTt2mOqUEsh1A2SONS8rK2Pjxo2G1jVCuupCliRJHDhwwJDMyUgzhVjb6/VSXV2taROphtGUgZhc++abb7J582YOHjyoRCZqTa26YCME716vl/Ly8hUzdSAftK4LdTSobm1VF+wymxoyH0IrIb2wmLWtVmtOEyCtqcbq9ITL5cr5+Yw+/HPZOq4EvK3VVf66akk3kUjQ09PD9PR0WuQmy7LpPKOe/aIYYSPmLB06dAi73Y7b7TbtkasHtSLhwIEDvP7664YjAiMTIYT/Qm1tLY2NjXmJzkikK9ZNJpPs3LmTNWvWkEwmle+ppScVudKZmRncbnfadF91ZLjS3MjMRqNaIv5EIqFpDO50OolEIszNzRXkuxcyks6Vb83nUSzSNFqFSzG/zUy+eIWb3WRhZV3hJuB2u3G5XFlb8IVcZKL4pr7o1WSYKTEz45GrR7p6igSzE4G1SFerSPb6668behjlKiwKG0dZltm9ezdDQ0PKjWckzVJVVYXD4WDHjh1AenODemsqOqzEn9U+Zt1ms2WpBpLJpNLMkPnd1VHxYs1vrgfp6kFrqrHaBGh8fFzxZXa5XMTjcTweT94GlxXsu6CJVUu6zc3NS9b2qZaZCdWDzWbTNYwx6pEL2SRqRJFglHQzc7rCQ8Ln82UVyRajqY3H4/T29jI7O8vWrVuVKG6h6gURgemNz9Eas67OEVZUVCy6y8zsZ11qWK1WSktLKSsrY9u2bcp7ie+eaX6j3g2sBCe2pepG07OC9Hq9dHZ2Mjs7y/DwsOLDoG53FvnylUy6kiR9FfjvQqMLq5h088HMzWKz2QgEAvT09JBIJPKqHoRW18iNL0jXqCLB7EQIsa0Xs9S2bNmiaaazEIJUTzjevHlzVuFwITrdTOma1r8LA5j169cD2kbh0Wg0TT0g5tYtNQrdHJF5PrXMb6LRKH6/X1O+pS7YFTI/LKcgFoKSt2uJIqdbCEiShMPhoKysjLa2NuV1db5cTKr427/9WyWA2bt3LzfccEOatjqZTLJ//342btzIv/3bv9Hf38/x48eZmZlh3759PPnkkzgcDqLRKCdOnODixYvU1dXx1FNP0dzcDMBDDz3EY489htVq5bvf/S633norAM899xz33XcfyWSSz3/+8zzwwAPq71DDPL/+KfCrt70X7LIse96VpGtm+x+NRpmbm2N2dpYdO3bo+gxorW8E4qY5f/68YUWC0bUlScLj8dDb26s7S03A7Bieqakpuru7lVy21rlcruaIXF1mgox8Ph+XL19OI+KFWiIuF4wUutSNHZlObFquW+rdwFL+bryjEtE5qN89v2ahh1JqNTxo5ct/+MMf8uCDD+JwOPinf/onenp6eOGFF5Tf+SOPPMKOHTvw+XwA3H///XzlK1/h+PHjfPGLX+Sxxx7j5MmTPPbYY9TU1NDT08Pp06e5//77eeqpp3jrrbc4ffo0V65cwe1286EPfUhphLr33nv55S9/SWNjIwcOHOD2229n586d4qPtBz4KrAc+z3xXWliSpNVreJOvFTgej+ckXXXkKaIqI4QL5hUJQF7VgIBRcpyZmWF4eBiXy2VoErHRdUUzwNjYGHv37s3q4FNjMZHuYpFJRpFIhKamJux2e5Z6IFPUbyYqXM5I1wy08qOJRELJkY+OjhIKhXjllVfScuTC09j4Z4TRVyRmeqwgQ8iToul9qWUxuzESNNXU1GCxWPjsZz/L+973vrR/GxkZ4d///d/5+te/zj/8wz8gyzIvvvgiP/nJT4B5s5tvfetbnDx5kjNnzvCtb30LmB/T/md/9mfIssyZM2c4fvw4JSUlbNmyhba2Ns6fPw9AW1sbLS0tABw/fpwzZ86oSbcLcAClwC+BSuanR6zOcT35YLfbdfO9Yis+OjqqRJ5mR/DkcxoTRbiqqioOHDjAhQsXDF+g+Qg9GAzS2dmJJEk0NjZit9sNFVvyka4wRgkEAjidTvbs2WNozetFunrQioYyRf3BYNCwlrjQ03qXcm2bzabkR2VZJhAI0NHRoehop6am6O/v18yR6w3TlCTYeEDGOySTSkps3J/C6lgeW8fFjl//8pe/zN/8zd/g98+nUz0eD9XV1QqZqw1q1KY24jx6PB5GR0c5fPiwsqb6ZzJNcM6dO6f8XZblQWBQkqSzzFs6dsqy/GNYxTlds566siwzOjrK4OAgDQ0NHDlyRPmlmjU+N6tIMAM9ctQqkrndbsO+DnrrJpNJBgcHGRsbU6Zl/Pa3vzW05mrxXtBq99XSEoucqjoqLOT3k2W5oDpai8WSVqwUzlqZOloxTFNdqFKnZmJ+2HI0ic0F8SA4ypfH1tHM+PXMgvS//du/sW7dOjo6OhTfhFwGNWZNbbTuJY06SgXwBeAQsAtolyTp/auWdHNBTaKyLDM1NUVPTw91dXWaW3EtZ7JcyDS9yadIEJ9jIbpeNSlmTpwwo3TIJF2hQe7t7aWhocFw+kONzIvPyPdbKUStpyUW23Mxw0wUKoeHhxUyWio9baGj6FwTnzN1tOppFZmpGaWzrKScsjVlwPx1V0gpn5lJwFqk+5vf/IZf/OIXPPPMM0QiEXw+H1/+8peZm5tT1lYb1Aizm8bGRsW7RWjbtUxwAN3XVdgI3Ap8FvjJ268NvatJV4yZKSsrY9++fbpTds36IwjJWDwep6+vD4/Hk1eRYFZiJkzQ+/v7dYtkZr0XBNl5vV6uXbuWNX7HLDK9F+bm5vJqS1cK6WpBq7vK7/fT29uL1WplamqKvr6+JdMSXy/S1YIkaU+rEHaQmTsCYSQjdMVLHfWaIfVoNJpVe3jooYd46KGHAHjppZf4u7/7O3784x/zqU99iqeffprjx49nmd088cQTHDlyhKeffpoPfvCDSJLE7bffzmc+8xm++tWv4na76e7u5uDBg8iyTHd3N/39/WzcuJHTp08ruWIVKoEJIAl4335ty6ol3VwXqzB1KSsry+kwJmA2vSBJEtPT04yMjLB58+acM9XAHOlaLBa8Xq/icpSrSGaWdKPRKG+88QaxWIydO3dqOjMJGCEESZoft97X18fY2BhVVVXK5AIxvaGysjKNiFeqkkAPkiRht9vTopil0hIXuk13KdbWsoNMJpN0dnZitVqVHUEqlUozvllsU4tZA3Oj19XDDz/M8ePHefDBB9m7dy/33HMPAPfccw9/9Ed/RFtbG7W1tZw+fRqAXbt2ceedd7Jz505sNhvf//73lQfMo48+yq233koymeTuu+9m165dmW83DFwC/gZolSTpI8AfrFrSheyoKRwO093djc/no7a2Vl1JzAmzI3h6enpwOp2Gt+RGI2lR6Ekmk+zbty9vTtiopjeRSDA1NYXf72fXrl1p0iMt5NPSwvy5EHKlpqYmDh06RCKRUCJqrekNLpeLUCiEx+OhtrZ22RocFgstzbOellidJ83UEmc2NqykSNcMxJDHdevWKdt69RTfTCe2zAeRke+8FAbmAkePHuXo0aPAvAmOUB+o4XQ6FbexTHz961/n61//etbrx44d49ixY7rvK8vymCRJPwU+B9iBB4CfrWrSFYjFYvT29jI3N0dbWxvr16/POydJDSNG5mpFwvbt25mZmVkyRYK6SLZ+/XqSyaShIly+nK66eFhRUcHmzZvzEq5YN9dN6/f7uXbtGqlUiqamJlpaWtIq8Xq62kgkwuXLl/H5fIyPjytjdDIj4pUUDRslRr08qVZjgzB+SSQSOByOgpDvck8CVo8NUj+I1L68brdb0/hGy4nNaKRbaL3wEsAL/Ap4RJblWUmSVrfLmBhrnmlXODs7a1qNoHe8WpGwZ88eSktL8Xq9pqdN5FMOiCLZzMwMU1NThtbNlV7weDx0dXVRU1PDwYMHmZ6eJhwOG1pXL+8ai8Xo7u4mGAyybds2AoGAct6MpCJcLhdOp5OmpiZcLleWPaJWdGg0OipUrngxa+ZqbBBaWp/Px/T09KK0xFpYDtI10tih5curLtiJxg61hK+8vNywZMzv9+dNH14vSJK0DzgGfBr4MXAK+OKqJl1RDMoca242R6t1vPDnDYfDbNu2LU0HuBCJmfr4zCKZ+vObbQPOPFat473xxhuVlsiFGJ4LpFIpBgcHcbvdiqxMkiTFmX+h0LJHzIwORXQk5Eziz3L6Dyz1+4gR8+FwGIvFwoYNGzS1xGq5l1lf4uWwjVxo8Ux8/0wnNhERj46OMjs7y5tvvplGxFrKkZXoMKY6958APMDPAfHLaFnVpLt7927Nm94sKaor+2pFQnt7O2vWrMm66cyqHdTHZzZOZBbJFmp4E4/H6enpWdKJEGq5XX19fVYOuxAdaVrRoZAz+Xw+ZZueScSJRGLVeS+oicuolhhIy5HqKQeWO72wWGRK+ILBIDfddJNSG5icnExTjpSXlyu7BC0v3Ugkwvvf/36i0SiJRII77riDb3/728vmvfA26oHngX3A7Nuvla9q0tW7GcySLszfXAMDA0qnWi5FwkKGWYZCIV599VUkScrZOGHW2jGRSDA4OMjIyAjNzc05J0KYiXT9fj+XL1/G4XDoyu2Wqw1YyJnWrl2btk3N9F64cuXKknsvFLoNOBcxGtUSq32JBSGvNtLNRCqVSjP1ERDKkUAgwLPPPstPf/pTRkZG+OhHP8revXv50z/9UzZs2EBJSQkvvvgi5eXlxONxfvd3f5fbbruNf/iHfyi494LqenkOeD/wKeDfJUn6P4CaVU26ejBDumKrHwwGSSaThhQJuXLAmYhGo0xNTRGNRtm9e7fm8MrMtY1ObpiZmcHr9VJTU6NrSiNgtGVX5Nu6u7vZuXOnZqOHwPXW3Kp1pZFIhMbGRkpKSpSIeGJiIq1wtdJMcBbSBqylJVb7EgstsfjeIkVRXl6+aG9eNQrZTZcLauXIyZMnaWpq4tKlS9x777289tpriiJGetscHeZ3gfF4HEmSlsV7QZIkJEmyyLL8PyVJOgZsffvP7wEPvStJ1+iFrN7ql5aW0tLSYrhSnQ9intr4+DjV1dWsX78+L+GCsfSCUA84HA5KS0tpb283tG4uMk+lUgwPDzMyMoLD4WDnzp15R6CsRO8Fh8PBmjVr0gT+ep1WaiLWm2V2PSNdo9DyJRYjckpKSpie9vCLVz3srJzVLFKuRBg956IbbdOmTWleCDB/D3Z0dNDT08O9995La2vrsngvvJ2aS0mSdDfQDdwPzMiyHIVV7L0ACy9w+P1+Ojs7sdlsiiLh3Llzpvq99SDLMm63m4GBAaVIJiIuI8iVXohGo3R3dxMKhZTi3ssvv2xo3VykOz09TVdXl2LjePXqVUNrVD664QAAIABJREFUXk+XMTPQKtwIa0Sfz6dMj9Yi4kJ7LxSS0J1OJxNyA255I26blbZ1cdaXh3GmfGmeCyvNJN3MOc9lYG61Wrl06RJzc3N8/OMf17yuC+G9oDp3dcxbPI4APZIkDQLuVU26+ZB5UYvmiWg0ytatWzUVCYshXSHTqq6uTiuSmUlHaJFjpilNfX296ZtC60IJBoNcu3YNq9WaZuNoNP+rd/GtBmhZIwoFgVrKJK6hsbGxJZFyqbHULmOZa9tsNjZVyfx7p5XxgMRcxMLvbHYiSU5NtUggEMjSEl+PlIyZfLHP58s7JLa6upqjR49y9uzZZfNekCRJkmX5byVJ2gjcDfxXoAl4dVWTbq6LQBCH1WpVFAkzMzO0tbUtiSIB3iH1QCCgtEWqZVrqtc0oB9TrC0/eTGmZWaiJVIzfmZubY9u2bVlpD6PRqPq4QCCA2+1WCjl62trrnQfOBS0FweTkJFNTU8TjcQYGBhRNaWZEvJDfy3K4jNU4ocops3NdEpdNJvNXkk9LnDnVWD2po1DFOrMOY1ppsKmpKex2O9XV1YTDYX71q19x//3384EPfGBZvBdkWZYlSbqfedXCJWCIeYtH56om3Vyw2WzEYjHGx8dxu92GFAlmZWaRSIS+vj4CgQBbt27VzdkuhNDn5ubo7OykoqLCkEm5kc8rvIT1xu+ojzUa6SaTSa5evYrX66WhoUHR1kYikbT8YWVlpdJttlJJVwsWi0Vp6BAQ0339fj+Dg4PKVFuzmtrlaAOWgc/vj1Nig3Bc//jxGVivUhlqpWSE+Y3X6yUej3PhwoVFaYn1YMZLVy+9MDY2xl133aU8HO68805+//d/n507dy6n98IfMG9c/jLwlCzL98Iqz+nqQZZl5aLYuHGjIUWCGdJNJpNEo1EuXrxIW1tbpkwkC2ZINxwOEwqF6O3tNWTWYxRer1dxAcundDBCjELDOzExwbZt29i2bZtSIRb/ntnkEIlElJsgHo+v6EKOGpm/W63pvnr+vLkIaTkMbywSlLz9q3Zp+M8EIxCNwW8vW/nA3iQldnBpm/Ep5jfl5eXMzs6yd+/etGkVIyMjBAIBwJiWWA9mbR21SHfPnj289tprWa8vp/cC86S7k/m87q2SJN0C/GZVk64W0U1PT9Pd3U0ymWT79u2GvAbAmPZWXSQTeVAjHglGSDeRSNDX18f09DQOh4OOjg5DnzsfxNj0VCpFaWmpMnk2F/JFurOzs3R2dlJaWsratWtpbGzMImm9JoerV6/icrnS2n6FI5k6Il4pMBqN6mlqxUNHTcSCkGKxWMGifqOEHo7Cry/Z8IUkfv0G/JebkugPaJqHOueqnlah/nctLXGmHaYesZrN6eaSNV4vSJJkZ968vJx5t7Fa4A7g6KomXTV8Ph9dXV3Y7XZuvPFGhoeHTW3djIzgUXsZXL161fTUXi2oTWk2bdrE4cOHOXv2rOHPLdbQMgzp7e1lZmZGSX1oPeG1oBfpRiIRurq6iMfjSjfgwMCA4c8pbBKrqqqUKDHTf0GM29azhlxuLIYUrVarJhGLiDgYDHL16lWsVqvS3FBZWUlZWdmiGw+Mku6aKqitSlFSIrG2WqbSwLCTfKSopyUWdphavsTiQeRwOEynF1Yi6QIuoANYw3wL8CXgY7Isv7WqSVeSJF1FwmL9EQT0imRmUgZ6UbQg8traWg4ePKj4jwpVgJGbRl0whHQSb2pqUvLYsiwvyntBaI7b2tqUyreIYMwgk9D1/BcEEQtrSLVHr3qu13JgKfOuVqtViQxnZ2dpa2vD4XAQDAbx+XyMjo4uyRbdTOpi5+YUa2tgajb/sbCwbjS1C5l6bJAgYvXvGeZzytPT03md58LhcFbheoVgLeCTZfm/ihckSbJLktS0qkk3lUrx1ltv0dTUlKVIWIjpjdqFSz2oUatIZqYVODPSFaY0FotFU+2Qz1pR61ir1aps+6urq9NIHMwRh5b3wvr167PGx2dKxhZjgpL5/lpErPboHRwcVIzDKyoqlB77pUahtbSSJGlGhvnafSsrK3MSsRnSXVuT/t98WKoWYHV3mYAsy/T39xOPx7O0xOqHkLotfYVaO65hPr2gxu8B//eqJl2LxcL+/fs1oy0xht0oBEmLTrKJiQlaWlp0i2RmtbfCtKW3txev16sp1VKvbWa8TygUor+/n2QyueCBmJmfNxwOc/HiRUPeCyKKFn/U60iSlEXUC9myq/1q1R694XAYn8+nPCS1coeLmWBwvTrScrX7+nw+TSIWEbHNZjNMur+JWDjoSGE3wVuF9LAV10tNTY3u/Lbx8XFeffVVnnjiCcLhMKdPn2bfvn20t7djsVgYHh7mxIkTjI+PY7FY+MIXvsB9993HzMwMn/70pxkYGKC5uZmf/exn1NTUIMsy9913H8888wylpaX86Ec/Yt++fQA88cQT/OVf/iUADz74IHfddRcAFy9e5HOf+xzhcJhjx47xyCOPIEkSkUiE73znOwDfA2olSfoaIDPfILEH6FvVpJsLdrudUChk+Hir1YrX6+Xs2bOK4iHXhWUmvZBKpYhGo7zyyitpvr+LXTuRSBAKhXjzzTfZvn17WuvrQhGPx5mYmCAcDrNnz568rcuJREJRLYjtvpjxJsg4kUikqRqWqqFCTcSzs7M0NjZSXl6eNkpHPIxKS0uV/LCZ4ZKFlLeZbY7QavdV+y5MTEzQ09NDKpUiFosxNjZGdXW15vedScIbMQsvhG0MxlNssac44jT2e1mqHY0eMtULwvBIPb9tz5493HzzzXzqU59icHCQf/3Xf+XYsWN87nOfw2az8fd///fs27cPv99PR0cHt9xyCz/60Y+4+eabeeCBBzh16hSnTp3i4Ycf5tlnn6W7u5vu7m7OnTvHyZMnOXfuHDMzM3z729/mwoULSJJER0cHt99+OzU1NZw8eZIf/vCHHD58mGPHjvHcc89x2223YbVa+Z3f+R2AVwFx82wBjgBXgb9f9aSrFzmZiUQ9Ho/SInjo0CFDkZGR9dXbc8DweJ986gG1H68Y955r3pkRiFzwwMAAVVVVrFu3LifhyrKsjG05f/48DodDicwqKyuVVlLxPRKJBNPT03g8HtasWaPsQt42B8mKiBcK9ZZVPcEgFAopLb+iiKOOEHMRcaHTC4uBHhFfvHgRu92eZomY9n3LK5hNObkcszKVkvgdp3Ed+XKMXzeyfmVlJbW1tVmWig0NDUreuKKigh07djA6OsqZM2eUcex33XUXR48e5eGHH+bMmTOcOHECSZI4fPgwc3NzjI2N8dJLL3HLLbcozTK33HILzz33HEePHsXn83HkyBEATpw4wc9//nNuu+027HY7v/d7v4csy1+UJKkVSMmy3K/+fKuedPVgt9vzkqK6SLZjxw6GhoYMb0XzjW33+Xx0dnbidDrZt28fr7766pKM98lsmujs7Fx0NDY3N8e1a9eorq7m0KFDTE1NEYvFNI9VpxLENA2Yz4H7fD58Pp+iyS0pKaGyspKSkhImJycpKSmho6MDu92urKOOfEWELNIShSBicTOqq+mZxCQi4vLy8oI3MBRibXH+NmzYoJw/LfXAuKWS3a4avK5ySqUQ8UpjqZhCk65Rna7X681ryjQwMMBrr73GoUOHmJiYUH7/DQ0NTE5OAulmN/COqU2u1xsbG7Neh3cepJIk7QY+DPyhJEn/ryzL/yxJ0j3A1Xct6eYqpKmLZNu2baO6uppYLGZa7aBFjFqmNAJGb2CtSFfItWKxWFrThJkW40yo17zhhhuUNbU8FdRkK45Rf5dMv1uRb+3u7sbtdlNSUkIsFuPq1atpEbFISagJeDmIWKuaLojJ5/MpW3Xh1CXLct7ilVkUsg04c22t79uWkLFFQ0zNzTIxE2R4cH6YZL6cuJnx6AuBUVLPZXYD80HVJz/5Sb7zne/kJGezZjd6r4u13v7/zzGfx30TFOnz+4DSVU+6Ztp6cxXJFjviR712a2sr69atS/tsmdKuXFATunrdtrY21q5dm7buQkxn1ON32tvbs9ZUWzaqc7Oqp3jO9WVZVqLHxsZG9uzZo1yskUgEn8+nKBBisZiSb81FxGrCF+dGnZpYCqiJSUA0cKjHjYvilToiXigRX083ryqbBLZs9YDeeHlBwuJ3VigsRaQbj8f55Cc/yWc/+1k+8YlPAFBfX8/Y2BgNDQ2MjY0phTo9U5vGxkYlHSFeP3r0KI2NjYyMjGQdn4HNwH8HSoGxt1+zA9OrnnT1oCZFtXZVr0hm1htWEKM6v5qrACeON0O64+Pj9Pb2smHDhrzrGsXk5KTu+B0BQeRqwjMaYQYCAbq6unA6nXR0dKRpadVSMLUCQUSX09PTWdt8QWyiXVgrIk4mk4RCIZLJpFK0W6qIGMDlcrFhwwblxkqlUkqDg5qIhaTJaIPDSvSg0MuJq+V6wgRofHy8ILrpxUa6sixzzz33sGPHDr761a8qrwtTmwceeCDL7ObRRx/l+PHjnDt3jqqqKhoaGrj11lv52te+xuzsvID5+eef56GHHqK2tpaKigrOnj3LoUOH+Jd/+Re+9KUvAWkP0Z8DHwOOA49LknQr891p/auedPUiBUGioi04swFhsbBarYTDYc6fP2/IlMYMOYqpuzU1NXnXNWpOEwwGCYVCuN1uXQmYgCRJaW77RqJJ0cYsnMuMDgvUyrfKsqxIoyYmJuju7iaVSlFeXp5GxFarVSlUNjQ0KMUkrYhYEPBSpSZy6WozGxzUEfEK1ZTmRKZcL5lMUl9fj8PhyGpsWAqTdKNpOD3S/c1vfsOTTz7J7t27uemmmwD467/+ax544AHuvPNOHnvsMZqamhSvhWPHjvHMM8/Q1tZGaWkpjz/+OAC1tbV84xvf4MCBAwB885vfVIpqP/jBDxTJ2G233cZtt92W+dnbACtwjfkZaX8A/L0sy2dXPenqwe/3EwqFGBkZ0WxAWAzC4TBdXV34fD4OHjxoyJTGCOmKfPDMzAwbNmygra0t77r5SFfdDuxyudi1a5fug0dEji6Xi2AwyPnz53E6nQrBVFVVZT0AhP3kwMAAmzZtor29fdFbZuFPUF5enhZdBoNBvF4vbrcbr9er+L5u3LiR2tpabDZbWuFIHRGLXYn4bEaJ2CgBqHW1wt9V3fIriFjtvSB2EauNiIWGXEs3rdXSLYg4c9eyWOiR7u/+7u/q7iJeeOGFrNckSeL73/++5vF33303d999d9br+/fv5/Lly5prvY1W4AFZlkclSVojy/K0+Id3HekK4goGgzgcDuVJZxS5bjIRzXk8HrZs2aJEX0aQi3RFm+3Y2BhtbW15K7Jq6JGu2pxHtANfvHhRl6DVxCQUF+oc7NzcHENDQ2k5WIfDoXjo7t+/v6DFFSGNKisrI5FI4PP5uOGGG3A4HPh8PoaHhxVSEze42OZrEbFIS8A7xTqr1ar87sXPLNZ7QcsMRkysiMViXLx4cUG2kNcTetv/fC3dapMjrYhY/UA0Ap/PZ2hU1XVCJfCkJElngCFJkiJAkNXuMgbv/IISiQQDAwNMTk7S2trKrl27OHv2rKlIQq/YJcsyIyMjDA0N0dTUxOHDh5Fl2ZTZixbpioKT2B4Lk3K3251TjpZvXa/Xy7Vr16isrExLqWgRdC5Vgl4O1ufz0dvbi9/vp6SkRHm/qqqqtK3/UmN2dlYZK3Tw4EHl95pJamI68MDAAMFgUDHfFp9PPQ9NfPfM8yCIWPx9qSJSNRGPjY1x4MABXTcytfOaGaP0QueKzTRH6BGxlu2naPWNx+PK33MRcD71wvWA6vP+J/OGN78D/BfAybzT2AdXPekKQhwcHKSxsfH/Z+/M4+Oqy/3/Pme27Jk0e5o2adKspXRNW1CwcFkuoHhdwKJXVEBlUbhu/LhX8eJVBBQ36EVcAFFANnGDCkiFC7Z0pUC37Gn2fTIzmcx6lt8f0+/pmWQmmaRpxern9corr6ZnZs6cOfN8n+/zfJ7PJ6bhJJppyRb4xfHmG8pcE56sQzsb1sDk4CjMJVNSUli7dm3Mlmu2Nuxi0CAUCtHc3EwwGKS+vn7KwMRkVsJ0FLB4EE3Dzs5OysrKWLVqldF0EzXYvr4+o7FkzjiPp54ZDocNdbPTTz/dsBWKh3jKXsKGRywWfr8fq9Uaw5gw29GI6zIyMsLg4CDV1dWoqjolIz7eICxeL945C31er9dLZ2dnzOJhzojjfWYnw379eJ5fSiD7GQ6HjUZdU1MToVAIu90e857N/m3vxKAroOv69yb/TZIkSdd1/e8+6AaDQSYmJuI2yeYadB0Ox4wWPLOtW4pAKppkPp+P2trauDdNss0xcayqqnR0dNDX12eogMU7P/G8k2ucyTYtmpqayMrKmlJKME9FTa5ner1eurq68Pl8MQ0osfWf7rXFgtrT00NlZeUUaluyiGfDI2b5RbPO7/cbU3VpaWkMDQ0hyzKrV6+OobBNZk2Yr8F8Mibi6fNOdqyYHIjFuZ+MoDvfOxkx6pudnU1mZibLly8HiMmIBwYGCAaDWK1WHnvsMfr6+vB6vTElwauuuopnn32WgoICo+Z6MjQXkoF+NOORZtiKvPM4LZMgVsh42L9/P2VlZUnXSA8cOEBRURFDQ0OMj49Pa8EDsH37ds4888yknrujowOv14vP56OiooKioqKEH5bL5WJwcJC6uroZn7elpYWenh4WL15MeXn5tF+G/fv3G/oEydbPIpEIra2tTExMUFNTc1zjxqIWK34mZ5zZ2dlGJuP1emlsbCQnJ4eKiooTOgElEAwG6ejoYGhoiJSUFDRNi2kkiuk6YEoZQvyYMVMg3r17t9EZnyuEhY7X6zWax7IsEw6HqaiomNZefq6Yj/NOBJ/PR1dXF/X19QmPCQaD/PGPf+T+++8nJyeHwcFBzj77bO655x5effVVMjIyuPLKK42ge/PNNxvjwnfeeSdjY2PcddddbNmyhXvvvZctW7awc+dObrrpJkNzYe3atTGaC3v37jW0tH/0ox8Zmgs33nijwVyYhIQX/O8+050Os1EaE1vkQ4cOsXTpUurq6ubtRh0eHqazs5PMzMyk9BeSyXSFPKSiKBQUFFBZWZnwWJGZZWdnc/DgQUPtf3Kgm/yY3t5euru7KS8vn1GkJxlYrda4GacIwgMDAwbfFqCsrIzCwsKTEnBFuSc7O5t3v/vdWCwWo/bo9XqNbrxwukg0zAFT68Hxhjnm694SFjrm5GB8fJzm5mZCodAUe3lRcz+Z7r6zQTKDESkpKVx22WX8/Oc/58knnyQ7O9uQZT377LOn9FpOhubCbPB3H3Snu3GS0V8Qzay2tjasVivV1dUGKTwZTMd28Pl8NDY2YrfbKS8vN+qBM2G6mq6ZAiasdwYHBxOeGxwLAiUlJSxcuDAm0AnLbXNGJ0kSHR0dZGdn09DQcFy29DPBbreTl5dHbm6uQT0rKyvD4XAwPj7OwYMHYwKdWCzmiymhqqrBL66trY3J5M21x8m6vl6vF5fLxZEjR4hEIlOGOWYabw4GgwAnZJhDmGmWlZUZfzPXtYW7r9hl/C1s1hNhNqWLiYkJgz00XZ3/ZGguzAZ/90EXEs9DzzTaK7awaWlprF69mv7+/lk1x4SQ+eSgJLbkXq/X0HYYHBxkfHw8qedNxHQQk2/C1keSJNxud0LKWKJpMhHohEyeyOhGR0dpbW0lGAxit9sJBoP09PQYweREBV9RP09LS4upF8fTzRVyjUIjwMyYmO35jYyM0NraysKFC1m7dm1SAcc8KJBIxaytrS3uVJ0Q+unq6jLq7+Yx7vnSmYhX052uri1kIQXv2ZwRx9sFnUgkOwIsvu/Hs1DNp+bCbHBKBN1ESBR0g8EgLS0tBINBamtrjZrvXC1+xE2iaRrd3d309PRM0c2dLSPBHEgFJSve5NtkwZu5sBIgWgLp6emhoqLCyOr8fj8ej8egtWmaFsNIyMzMPK6bXmSZY2Nj006xJQp08abWkjm/UChkqLOtXLly2um8ZBBvqs4snjMwMEBLSwuKohAOh8nMzDTer8jqZqMzEbVW13ldHuFMbarxarKUrng262IXZG5cTWYQnEhK2mybdMnc2ydZc2FGnBJBd7pM18x3FV3+oaGhuOIxFoslaX6sOF58KQS1LC8vL67F+WyCrjhWDHoEAoG4FDCIZSSI37NhJbjd7hifNvMNLwLJZM0BQXIfHx+fNSNBQJR0SktLaWhomHXGkGhqTTSVhB345GEJt9tNT0+P8fmfKJjFc4qKiujo6GBkZISamhpDV6OlpQVgCrVOZPqJShN7GaFH9nNYGieMQr2WTYF8jF1zPJSuybsgYAqn1u/38+abb06ZMpuPjDhZttFsAv/J0FyYDU6JoJsIInNNVpTGarUyMTExq+cfHx83/M5WrlyZsLY0m6ArSRJ+v589e/ZQWVlJYWHhtBoTZg5psltSEdAjkQjLli1LyuInnuaAoDF5PB7a29uZmJgwHH8nC5pDdIS6sbERm83G6tWr520kdPL5idqbGDwYHh6mpaXFIOu7XC4URZkyLDHfEPrHhYWFNDQ0TPlszNS67u5uYyGbbqquSney1TrEgBzCryo4VSsR9ZgovKqq8/p+zK4NoVCIxsZGamtrjYxYDDeYp8zMTI/ZINlM1+fzxZ0GveKKK3jllVcYGRmhtLSUb3zjGydFc2E2+LunjEG0hhqvrunxeGhtbSUSiZCdnU1lZeW0q+hsqFqRSITdu3ejaRr19fUxtbJ4mJiYoKWlZcax5JGREaPzfPbZZ097Awq63I4dO4yJKxHspjMs7Onpoa+vj4qKijlzX6eD2KJ6PB68Xq/xhdQ0jWAwSFVVlbHFO9GI1yiLRCJTqGtm54vs7OzjztwURTGodnV1dbPS/hALmTg/wcc1yiZZmfwys4/FpJGmW9moFhiZsBgkcTqdRqljPgV//H4/bW1tBo9WwDxlJoKxGPc1N+tmCsRitziTTVR3dzdf+tKX+NOf/nRc7+cE4tSmjMX7cvj9flpaWhgfH6ehoSEpjYRkHH7NI8EpKSksWrRoxoALM2e6fr+fxsZGZFlm1apV7Nu3L2HgNNf+ZFnmzDPPJBAI4PF4jPqmeSIsOzub9PR03G63cVM3NDScMCrW5C2qWEiE0lZXVxdtbW1Go2mmhWKuEI2ykpKSmEaZzWabUsuM53wxk9hPIgjls8WLF1NTUzPr4G21WqfQwMzsg8G2IZb7faRaHTiy0xnKjFrXjI+P097ezpIlS4zSyWx0JpJBonpxoikzM+VO6C6YtXnNlDtgykRoIryTp9FmwikRdM0wU6rKy8vp7e1NWpRmpkaay+WiqanJGAnu6uqadZ023vkKEZ3q6uqYQBAPiabJ4tVfzdt+l8uFJEnk5+eTnp5uqD+dyM60GEvWNI1Vq1bFlF7MjTBR3xSNMBGE5zo6bH7dZBtl8ZwvEon9mEsn5tp9OBw2GnSzKZ3skfaSrxdQxqKExyRiHwhB+ObmZlRVJTMzM2b6z5yxm5t0k3nEyY43z6bRlYhyJwRw3G433d3dhiRkVlYWfr8/qXqt1+udlTDUOwmnTNAV2+bu7m7Kysqorq42HBKSRSKzSb/fT1NTE0DMSPBcmmMCkylg69evn1FicDasBFEXHBsbIxAIcNppp+F0Oo2sY2BggEAgYNzsIpDMhxC1uYQhxncnI1EjTGRzk0eH44nVxLtGYqDjeBtlicR+ElHDIFrOWrp0adI8bz9+/iy/xDbLdjL1TFZqK7hYuwgLU4Oajs6f5QNcoB3b1tvtdlRVZWRkhNraWgoKCmIy9t7e3ikZe7yputmMNx/vCHAiARwhki6stFRVNTJiM+VO4J+Z7t8YHo+H/fv3k5ubG8McmI2GAUzNdGfKQmfjOGwWmxH84IyMjBlFyudKARsdHaWlpYXCwsIYRS7ztlps/zweD2NjYzFEf1Efnq1imMfjMXYDsy1hyLJsvK4gp5tHh1tbW2PqryIQp6Sk4PP5OHz48Akd6IhHDfP7/Rw4cABZlnE6nXR1dRnThzOJ/aSRRr6ez18t20nTU/k39d/iBty9Ugcd0jC7LK0oqJyuLSI/lEFjYyMWiyWG2xwvYxeB2Jyxm4dNJg9ziN/xAnE4HDa4xfM1zGGmBPb09LBy5UpkWTYC8WTboP3799PR0TFvThXPP/88N910E6qqcs0110xxF55vnBJBV+jmTmYOzHbrbKZfCS1a8yDCZMzkCDwZmqZx8OBBJiYmYvjB0x0vzifZYCsE1iGalU83qWPe/pmzOSEW3t/fb2T45kZdPFpYJBIx6G3JsiGSQbzRYXM219PTY4ieFBUVkZube1JscMSQQ39/PzU1NTH1V8FI8Hg8RsYuhGkmU+tSSOFC5QJ80jgLdGfc11qmL+QvloO4pQBhXUHuD/HGkeaksvmZpurEsMlMU3VwbJx96dKlBmNGYL4Ef0QwNwfiyTuNpqYm3nzzTdra2njuueeoqanhV7/61ZyCsKqq3HDDDfz5z3826IuXXnrptNoPx4tTIuimp6cnrbEwHSRJQlEUdu7cidPpnNHeJ9nyghia8Pv9VFZWxhhixoOYShKjuFlZWTPezEIIfWhoiKqqqhlrw4lg3vabFcPEtr+jo4OJiYkYoZpgMGiwIaajt80XRDYnyzLDw8NG40gEkfb2dhRVISM9Iyabm69GndBpEHZKk583nni5OWNvb2/H7/eDVcKebeParE+TmZWJmqLG7XmnYCdTT+VS/0raejuonkg7LtH42U7VZWRk4Ha7AVizZg0Oh2NWOhOzDcSJ7h+x0/jwhz9Md3c3H/vYx/joRz9KW1vbnLPeXbt2sXTpUioqKgDYtGkTv//97/8ZdI8XyViuiAwxHA6zevXqpNkOM5UXRkdHaWpqMhpYYlua6DxFdrts2TJcLhf9/f00NzcbJH/xZTbXNkWXvqioKKaUMF+Ip/caDoev1WrpAAAgAElEQVQNpoQ4pr+/H7/fP+/6CJORqFFmDiIH5Kco915kZOzNzc1xGR2zuVZiuGZsbGyKTsNMiJex/1Hbhu7vIOIK4GhKJxAI4HA4YkonDocDTdf4166l9Hf1UVG7muqyMqxxyhDHg0RTdf39/bS3t5Oamoqmaezbt29K6STeVF28Rl0y483J7lJETddisVBdXT3n9x1PZ2Hnzp1zfr5kcMoHXREYEwUAweMcHh6mqqoqRkRjJkyX6ZqbbytXriQtLY3h4eG4C4CYIjOXEkQmYj5P0QRra2szuJuRSAS73U59ff1J6+YKlw6Px8PKlSuN0VDR7TfrI4j68Hw4SiTTKBuQ3mZQ3k+r5UXU7DCFGcupW3g6EJuxd3Z2Gtt+My0skejL2NgYTU1NU+hnc8EQY/xZ3slfbL/Dl9rDopxSzl5yNu9VNxEOHuM4d3d3EwgEiEQipKWlUVlZyVvZfehSH8v0xEyH+YCqqrS0tOD3+2loaDAWNvPUX29vr6EnkqiGPV0ghrkrr81XI22+9BRmg1Mi6E53kRIFXTN7wOw40dbWlnSTIF7QNQfxmpqamG2+aKaZz3c6YZrJryW4m6qqGqWE4uJiNE2jpaWFcDh8QrmvQpGtvb19igllvG7/ZEeJ8fHxmIx9NmPDQrFN6E8kapQV6svpYhsKAUJ4KeRYtz+Rq4TY9g8NDRmNOjNboquri2AwOGONPFkUkEONvoQ9LKJd+itZssy7IuchI8dwXYWAe01NDSEpwi+kv9Do6otS0oLlvE9bQ3bW/H/ObrebxsZGSktLp/CMEzkhJ2KdxBsPT6QzEQqFkGU5KeW1+Qq6ifQXTiROiaA7HeKVAGYSkEl2/ts8TKHrUVfc9vb2KbZB8Z57rnY5w8PDtLe3U1JSMoVmFo/7KrbU0zXBkoEY3nA4HKxZsyap65PIUcJc25w8Niz0fQXElt7lciXVfJSQsJLCush1jMlHkBIPBgGJByVEWWJ0dNRQ3hoYGDCCyPGWThRUzlZryNE/TB52VI4t3n6/n8OHD5ORkcG6desYsbgop5iryeF/rS9g1WU+4TkPn9cX8zlPtqifbZlJVVXD+242C0wiu6HJfQDzrmIy/W9gYICOjg4qKyunKK/B1Bqx1+uNeb25oqGhgZaWFkMi4PHHH+exxx477uedDqfEGDCQkEVw6NAhiouLycnJIRgMGnXbRC4I+/bto6amJqmxTUVR2Lt3L3V1dTQ2NpKenk5VVVXCgPTGG29QV1eH3W6fNQVsYmKC5uZmbDYbVVVVSRPvRRbi8XjweDwxQc5MuZru8UeOHDHEWubjRp+McDhsjAx7PB5jaslmszE2NsbChQspLy9PerHQ0ZCQjd+zhdAXkGWZmpoabDabMfEnFgxVVacEudlmmxoa8tHz09CQdInu7m76+vqora3F6XTSxyBbLdv5uPoBOhnBSSo+QjiwksexBcgsRiQcSsxiPzMtuCIRKS4uZtGiRSdkix1v/FoYDVitVmpqagw9Z/Ge4pUmdF3nzDPPZNu2bTHCPHPFli1b+I//+A9UVeWqq67iq1/96nE/J9OMAZ8yQTccDsetzzQ3N5OdnY3P52NwcDCuupgZs7H4CYVC/PWvfyUzMzOpLOzNN99k8eLFZGZmJh1szZledXX1vAQ9EeTEFzQUCsWdtBJcX/FFPFm24KFQiEOHDhkyiBMTE0aQM9eH5/t8BFWwq6uLqqqqab/QonQirqG5tmkunSR7jsK1xOl0klmRSdgS4hn5BTosA2hoVGiL+YT6IRaQ/JbavODG03AQGhMdHR243W7q6urmjeqXDMbGxjh8+DB5eXlYLBbGx8djmonmYQ7xXenr6+P666/HZrPx1FNPzUrT4iTjHzPo6rrO/v37cblclJWVUVZWNuOX4PDhwxQWFk6rp2CeflMUhbPPPntGCpimaQwODhqjwyKAZGdnxyXPm+unpaWllJaWnrACv6ALiS+n2+0mEAhgs9koLS0lNzc3xlftRMHcKKusrIwRxTEHOY/HY2Ry5gByPGphYkufnp7O0qVL5zRcYa5til2FCHIiEE9u1GmaRldXF4ODg1TVVtHn7GGXtItGuZmApDBMkBRS+bLyWU7T596lFzBnmy6XC7fbjcPhoLCwMIYxcSI/a03TaGtrw+v1smzZsik7LTEmbN75fP/73yctLY3du3dzxx13sGnTphN+Px4n/vGCrpj60nWd/Px8g4c3E1paWnA6nQlJ56OjozQ3N5Obm0tFRQW7du1KaE6ZqG47OYCMj4/HfDltNhsdHR2kpaWxdOnSeZu8mQmCT9zf309FRQUOhyOmLCG4uWKxmM8vp7lRVllZmVTQM8tKikzO3AQT5zjTexZB73jLJwHGaZV2sFw/3/ibOch5PJ6YTM5ut9PX10d+fj5LlixBlmV2Sa/zkO0B+hlCxUapXs7XI1/BzQR1JPbBmw0Ep3tkZIT6+npsNlvMtt88Ojyf4+EQ5TiLxGbx4sVJ3T9er5cvfelLDA8PU19fz8GDByksLOSRRx6Zl3M6QTj1g66QdzQLf9fU1DAxMUEgEEg66ApO4mQ+bSAQoKmpCU3TqK2tNbY1iRyBEwnTTHf+YhRX1F3N2fCJtMuBY7qveXl5lCdwFTZLNpprr8dzjrNtlM0Es6qVuXRiDiBWq5Ug7YS9eTQ2Nhrv+XjKFW/LL9AnNTMm97BEXcNy7QLSiR/AhTzi2NgYKSkpUf3bDI3CjBJ0p8Yjub+gXx5hg/YuJiQ/n1Y/hY34jbt90i5W6euSPk+fz8ehQ4emfc9m+p/4EbQ187Z/Np+1rut0dnYyNDREfX190rTMHTt28MUvfpEbb7yRT37ykyetxDUPOLWlHSG6end0dBgiK2IyKhQKzcqCZzLbwew2UV1dHbfOZ6aBJUsBm/z4kZERY+xYdPpF80ZIBYoOtbkscbyZZjgcpqWlhVAoxPLly6etkcXzVpt8jrNRChM145KSkjm5R8RDPO0BcY6G7ZB1EL3kD6itn2Dp0qUUFBQc15fZRQfl2kretP0JtzTAWv2DCQOuyPTy8/NZtmwZsizj0gd5Vf0tZcMVdI10cX7rxUS0CHKWxKL0xXizveRk5sScYy+deCQ3j1l/ikNx4NRzKGFxwnM0B726urppBztmEvsRrh/JNhMDgQCHDh0iKyuLtWvXJnWtI5EId955J9u2bePpp59m6dKlMz7m7wWnTKZ74MABLBYLZWVlMR/82NgY/f39SY/19fX1EQqFKC8vZ3BwkLa2NhYuXMjixYvj3iw7duwwHAHmIkwjnCdELXE6KpJZrtG85RdBOJnttIC5fip80eYj6JmVwkTt1Vw6yc7ORpZlY6KspqbmuD3KZoNO/8MMSD/DkhLBEV4GnR9nwpWa9JCEGQph/IzQZPkTKXoObdIBSvWVpOlZ1OsbY47VNM3wg1tUv4Ci9GipYJvlD+yRX8QnuVmiLedi5Sqc5McMIZhr2IKNoDojPJz9vzRZDlCvreDayJdZQPzGn2jS5eTkUFFRMW/Z4nTNRHEtx8fH6e7uNtgYyaClpYXrrrvOsM05UZONJxinfqZbW1sbdzpstmaTVqsVl8vFnj17SE1NZe3atdMGMjEVZrVaZyVME4lEDE6koMrMBLMKl4CZiSBEomcakBDaASdCkSueUpioa7rdbjo6OvD7/WRkZJCfn280m070FysSiRylC55O7pqV6NYxCuQrya7eCBzTRhAZsd/vjzuSGwuJJsvzHLY+i0W3s1y5nDy9kiK9NuYoQccqLCxk7dq1vGi7lQLlf5CReZd6KfvlbbgZZp36rzjJN65jPOshoz7c5iWyQKXMVo3VZicSUQlkBWI0knVdN2r0tbW18y6FaOZhCwixH5fLxVtvvYWqqqSlpTEwMGCMiCdqeGqaxi9+8QsefPBBfvzjH7N+/fp5Pd93Ck6ZTFdRlLhBNxgMcvDgQdasWTPjc4TDYQ4cOIDH42H16tUz3qS6rvPWW29hsVhYsGABTqdzxqxNTMJ1dnZSVlZGcXHxvHZhzUwEkYEAxlZfNHNmqx1wvDA3yioqKlAUJeYck2F0zAVmFsiSJUsoKMzFL+8jVV+BX9pPpr424WPNdU2PxzNl4i8zMxOvtYvXbD9kghFq1Q8wLg2yVHsPeXoFVjWF9vZ2PB4PdXV1jKcf4XXbZobkw+ToZaxTPk2J1sBe+SUqtRUMSZ2cpr8r6fc2QC8Lwvm0+ZpxuNPweDxGEyw1NZWxsTGcTifV1dUnzCUkHoRJq2CgmMV+BD/XZrMZC1kgECA7O5ubbrqJ4uJivv/97ydd830H49RvpKmqGjejFQMM062aIiPo7u6msLCQQCAwxQNq8vGilGDOkERzSXBeJ2eaXq+XpqYmsrKyqKioOGnbJkVR6OzspKenx/AqM2dxs7GimS2SbZRNJvebGR2z2fKbEQwGDRPM6urqmOsdoYuw1ES6iWkwEyZT67xeLxOOfnJti5koOEJT3m+RbTJr1I9Q4tpAU2NUq8E8bPCW/Dj7bI+yRH0P71G+nPRrJwsh3N/T04PT6SQcDscsFnNpgiULVVUNf7/6+vpp7ynRlD18+DC33norbW1tlJeXc8kll/D+978/qSTpHY5Tv7yQCDPJLwoLHiGALtgPjA5CbmHMsfFszuM1l8QXc2BgwFC3ErVeQbo/WRzDiYkJmpqaSElJ4cwzzzQCjxh1dbvddHZ2xojTiCzueDPN2TTK4s30m+lWg4ODU5wuBL1uMoSPXW9v7xSZSx2dcctThKUDaNIYitZDhvphLMyc9ZuVuCa7Xbi8mTSPbUUNWGkfGGbUFx2ymdx4TWUBHw09Rbu8dcbXmy2CwSCHDh0iLS2NM88801jszfek0Uw82vA8nrFhMzweD4cPH2bRokWUlJTMeH/b7XZSU1P5zW9+Q0FBAb///e9RVZU9e/YQDAbnfB5/DzhlMl1N0xJq6sajdZkpYDU1NcYkTsjt4vBbb7IqVUevXgE2B6RnzpoCBseaVV1dXRQUFGCxWIztVUpKSkw2PN9Z72wn2XRdNzJN0bgxB0JROknmfQtHWlVV57VRZna6ENnm5MVClmVjN1FZWRkNPNoYyCaRcTwM229EkUbJD30fB8c/dBBkHI9rnPbmTpylKRSkLp7CzTXzh+dzZyFKVl1dXVRXVydllBpvZzGdSM10zyPkLuvr65OeEHvjjTe46aabuPrqq7n22mv/nqhgyeLULy8kG3SFlsDg4CBVVVVThiAUn4/mPz7BaaVF6GkZaLWr0VLSZs1KELY1TqeTioqKmO2c4EFOrmmahWmOhw4mRKhLSkooLS2d8w09uXQiMs1Ei4V5jHbyRNmJguigu91uent78fv9pKamkpOTcyzIOb6DYrkNjl7PCP34LX/Eohcj6wtIm0UdNR4URTG44XV1dXGFYkR9WHzegvearC3SQcvT1KiXYiU2WIdCIQ4fPozdbqe6uvq4ygaTa6+TxYiEToe4LycmJjh48CD5+flJa2MoisIPf/hDnn/+eR544AHq6urmfL7vcPwz6G7YsMHgkpaUlCQcCdZ1nbeeeYyVNdVo6Kg1q4Akgq3PCxlZMbxXcwadzPmb6WA+n8+Yrkq27iqydyHsnCx9LFlMt1ikpKQwPDyM0+mc8xjtXCHYAQUFBZSVlaFpWnSyyr+LDPvDpDoOEQxV4Atvwuo4l6zsLBz26LVRCWFh7tdJTCiam6IqI4Slt0nVz0VHB/QpwjtmRTgxlWhWhBONT580QKvlBdosL1GkraRAW0a1dhG6rjM4OEhHR0dSLtJzhVmMyDytJvjPtbW1Sb92Z2cn1157Le9617u47bbbTtqk5d8Ip37Q1XWdcDgc9/+2b9+O1WolNTU1qWC04+WXWHvWRjSfFzkjK6kVXNrzCl25i+kZGJw33quZDia65+YOv6jDiVHWgYGB47LqmQsEFcvlcpGRkUEoFJoyLnyieLiKotDW1obP56O2tjbuAierv8Sm/5yQeiFDnk8b1zLqCZZGzuKXyOTqWauEifcdiUSora2NBiJ0ApZnCUtvoUhdpKoXoGulKJIPp34eEK0pj0g7yNfPmPKc8bQbrFYrnkW7aC55mDy9mveq92KJpHH48GGsVuuUBuGJRiAQ4MCBA1itVtLS0hgfH48xMxUZsflaaprG448/zubNm7nnnns4++yzT9r5/g3xjxl0I5EIra2t9Pb2cvrpp8+43RUNrwMHDjA+Pk56ejpOp3P6xpJ3jMCOrQy0t5KelU3u2RdgKZ2fGfkp56dp+MbH8RzNiMfHx40MPycnh6VLl866w388MDfKzGWMSCQSs1hMx+iYK4RFUWlpKQsXLkz4nmXtGTTOxsJLqPIm4+9BaRsT6kuEtCYCnnLGutehhUsSWiKZIXZM5eXlFBUVxRwTlg4xav8sijSIpFxMWFLQJT/p6lqs2hqC0giDlldwqmvI0ZaxgKksmQhurGQjIRGJRNgbeQRfwMOgdJBFB/8dJaKSn59PcXFxwmbiiYDQvK2pqYmpGyfK2rdt20YgEGDXrl0UFhayefPmpAckrrrqKp599lkKCgo4cOCA8fd7772XzZs3Y7VaueSSS/jOd74DwB133MEDDzyAxWLhnnvu4cILLwQSO/12dHSwadMmXC4Xq1evNowtQ6EQV155JXv37iU3N5cnnniC8vLyuVyuf6ygK7rXXV1dlJeXMzw8zNKlSxNy/+IJ0wBGrdAsSmPe7ktA25tvILlHqJTDpBQUo608vvrgtBjuRFLC6MVVBssiFApRXFxsbPuDwWD8ADfSDHnH3zCCY40yRVGMLG86mEdIxVZ1ruLq89Ok0wAZn2UzEcsOUpUrSdEuiLFEMgvoLFz8GhY+QGpqLkeOHDGar/F2TCoexmxfxKKXYFVX0W3/KSpeloZ+hR8Xb9n/m6A0Rqq+mFz1XSzQTqNEfw+yyfOs3/IoqVoVzqOaCioRtAgcbjyErussKa+I0fedb1ukyYhEIjQ2NiJJkqEvPBNUVeWXv/wljz76KDabDZ/PR2pqKr/73e+S0sB99dVXycjI4MorrzSC7ssvv8ztt9/Oc889h8PhYGhoiIKCAg4dOsQVV1zBrl276Ovr47zzzjMcsaurq2Ocfn/9619TX1/P5Zdfzgc/+EE2bdrEtddey4oVK7juuuu47777ePvtt7n//vt5/PHH+e1vf8sTTzwxl8t26gddiDYVxsbGaGxsZMGCBYZa1cGDB1m4cOGUVVa892RZCSKDc7vdDPb1kbZvLym5uWTWVpFZWUtmcBy5OPH8OwCaBt3tUDaLWXJNQ2p8DdnVi66pDGkOWqzFVFbXTNEGNmsNeDwefKMD2IKjFEaOYCteTlr+YlKKa6YPcGoELPGpWPPVKIsnrj5dDVs4cxw5csRwHZ4rJB5H5zIClqexqQ0ocjMp2r9OOU6X9hJR30CTn2Tcl8KR5gsJTqzAWeAiPT2PnPT6KVm7yjgyaUhY8PEGo9ZfYtVziWAnLEXotDxLhBCKnkEGS1kT/k+yj7InFMbpsN2JR/4rMqksUC+gTPkPRoZHaW1tTfi+RaZpVq0DYjjOc3UMETXr2VzzYDDIbbfdxuHDh3nwwQeNyUSv1zuroZcjR47w3ve+1wi6l19+OZ/5zGc477zzYo674447APjP//xPAC688EJuu+02AG677TZeeOGFmONuueUW8vPzGRgYwGq18vrrrxvHiceeccYZKIpCUVERw8PDc7l2pz5PV2jnhsNhTj/99Jj6XrxR4LkI09hstqhVSHMzS7s7KenoIBT041MUem2peANBLD2DBsVqSj1zoAf59f9DSk1BlSRYkA8ZSahqyTJ61QYCf/oxwwN9BN71MdbVnhY3mzGbWhYXF4Neg972MkpnCxMDb9IetOHtHDMoTPH4rnLTFrS6S41uPyTvUZYs4lm8mOlgXV1dBqk/LS0Nl8tFenr6cVmPQx8yW5DZhUY/aeoKdCqwagkU6PRVyJYfoVuayMjWWb62FIlsRvStRMZrGOhXaGm1oWuWSVm7jCaFiFh24JA9qHSSpp3JkPwcsuTGrhUiYcOmp2AjG016C0k/DSuZlEauYzRlC1bdRkngBg41H0ZRlGktkiRJIiMjg4yMjBhbJLGoCbscodNhlr1MFExUVaW1tZWJiQlWrVqV9I7iwIEDXH/99VxxxRX84Ac/iLlHj1dBrrm5mddee42vfvWrpKSkcPfdd9PQ0EBvby8bNmwwjistLaW3txcgrtPv6OgoTqfTuIfNx5vdgcX1Gh0dnReHCoFTJuhKkkRFRUXcZoo56M7FmwwwrH40TaPurLNI32lHamvFIVuwvvd9OPOi1DNB6Pd4PPT29hr1zPz+bnLbmkjva0dKT0dzpKIvSk5uMhKJ0PHWHlR7MWUbz2JhXi5Mt30c6oKCxeLCIKfn4li0AkfIi3P5Ocb78Xg8uFwuOjo6UFWVBZYJCn2HyQz2YAmMoZeuRc2rM/i+NTU18z6/b4bD4aCgoMDIoIXYdX9/PxkZGUTcLezbNxHTpEumhi17t6BlXQyUoFMOvICEG42NCR+jqwOMjLSS7tyBZK3Hnr4HVW3FQycRSzO6Yzv5Ti81yjfRVckIcO3tbUxMRMdcnQvDUP48SDphLRuHpOJQlzEq9bNEex/Vyg1EGEaxfYsR9XyK1CsJSl3Uhx5ixNfEnpY/saRw/ZS6cTKIt6iZpTn7+voIBoOGNKfZ+01MipWUlFBdXZ20w8l9993H008/zQMPPMCKFStmdb7JQFEUxsbG2LFjB7t37+byyy+nvb09oaOv+I5P/vt0DsAnwx34lAm6EFU3inehbTYbkUjEKCPMZsDBzAxYunRpzOSZeukHpgS/yUaHuq4TPHyISEsb4X37CAVceOqWo4UUHIODRjYc71x0XWfsxWdpysqjvLyCojVnTn/O4RD4x7G8+Rpq7Vpw5kPWAvScJejFKyDiB00F2WK4zpqde30+H+HDo3gH9uMK9jEYHifc+Ffy8vJYvnz5VP6prsNwMxTUzHgdJ0PueRmt9JyE/+/z+Th8+DBOpzM6XSXLWBufIrj0G3iPBjghTJNwSi3UgWX411i0FhTVg25fAulBVL6IxNsk2gGGQiFamw+wqOgXZMq5aNbDqFoVFmmM9Mi1BOWfIJFOtvJZZKxg4WiAy0TiJXSuZoJvMG6/hwnC6JoVn7KVsL8cS2gpNep/E3EeQpP/im7/MprURYq8k17pEI7IRQw05hAMVrO6rm5emR/xpifF4jsyMkJ7ezuBQABN0ygtLSUrK2uKe3U89Pb2cu2113L66afz2muvnTC2SmlpKR/84AeRJIl169YhyzIjIyPTOvrG+3teXh5utxtFUbBarTHHi+cqLS019EGSGTaZDU6poJsIFovFoFyJEkEyEN35wsJC40MW0DduBJsNIpHo7wSQFIX0/W9jfXMfDA6inHU2GRecj7toEW6/n/7+/rjNr+Dh/Yw/9GNsRUWsbzgDecINUnHC14melIblja3IvS1IIz2oZ74PPWsBpBzd1tkSTwuJaSSpoJDwkpvxvvUSDoeDsrIy/H6/4VkmGjY5kp8sbRxL1y5UWyqk5YJjZk6yNLofydeDpet50BQ0ZyVkHcv4xYTT6OgodXV1ZHv/D33ci7XlR8i+ZlIjbqzl17NgyWnRt2yaUjNn7YWONnIcY+RO/A4pTcei24gsvAjIBiR0NjA56JrFiKqrV7Eg6zdIOuiEkRUV3RrGZnuKIuUGFK0ezfR4iT8g8wYS24jwB2yOl8mSVSxAWLdjtb2L3MgHCGghxgfseJsrGNR1lpx2GrZMC25LiImgBd+eTBYvyqK2tvaEs1DMurlZWVkcOnSIkpIS8vPzGR8fp7e3l/Hx8YS2SLqu88wzz/Dd736Xu+++m/PPPz+pc07ETAC4++67+cpXvsLw8LDxtxtvvJEtW7YQCAR49NFH2bhxI83Nzbjdbs444wyjgf7FL36Rvr4+Dh48yKc//WkCgYCxmJSWlvLoo4+SmZnJgw8+iMVi4Re/+AXXXHMNDz/8MO9///sBuPTSS3n44Yc544wzePrppzn33HPn/XM4pRppwj1CQJQSAoEAnZ2dRtdc3DxOpzPu9jQQCNDc3IwkSVRVVSVtRZ0QHg/WW/8T0jNQP3EVem2s9J9ofrndbtxjYwRe/ytLfv0o2e5B1PVrkOtXYrnuS0hJdKSltreRD74OSKiXfmZWpzlTo8zcsAl17CHr4DPYlAnCpWtR11xBdm7BzKPCShDr2/cijx1ELTkHtfZKo3Ys3CuKioooSx9CnujAMvASamoZ1t7nkBlHLdyIUvYJ9NzE6mCapuEf2kNq19dJCe7FY6klaF/EcNZ/43Q6p0xWwTHdgtTUVKqqqrBaZGT/V7DpL6Db+wnLV6CneEAqQop8N/YFQ83gWISVzyCxC0WWUB3dqIBft4B6GamRb2CnFB0V6ShTQdM0fMGX6Aq0ER4/glsPkjZ0BQtyFpwQS6R4EKPqPT090UUuTvloMqvjzTff5Gc/+xlWqxWLxcJPf/pTTjvttKRfMx4zAaJZ6TXXXENjYyNr1qzh9ddfZ3h4GKvVyubNm6mpqeEDH/gARUVFWCwWhoaGOHjwIJIkUVlZaTRfdV3n4YcfZsOGDTQ0NNDf309KSgolJSVccskl3HLLLdx888386le/Ij09nVWrVvHII4/gcDgIBoN8/OMfZ9++fSxYsIDHH388adeZSfjHYC8Iecfp6rbmG8jj8RjbU6fTSWZmJm63m5GRkfkdMujqgowMUNVoZnx0K2OGrusMDw/T9eqrrHzwJ2Ts2o1uh3BODp2f/gy96zfGWONkZ2fHNtIiERgaAJsE+QvBNQDZeWCdoel0NFOfmJigsbGRjIyMpD3KrC/dhSpZ8OavYCRzKW63O6ZOmMjCx3LgfvT0ElACaFUfQVEUWltb8fv9x6yQ1DDWxv7scQIAACAASURBVO8id/4JSbOAvxfJloJSfAZKw31x2RUx8HfjeOsC5PAgmj0X/5If4raux3P0szefZzgcNmrWCxxDkFqNxfvf2CK/QpJHwQKKo4Cw/adgzQe9ComjC7EygG3kdiJFP8KifBpNrkSS/xc1xY0uQThyAVblu1iJz1Zxu900NjaycOFCSktLY3oC82WJlAhihNjhcMxK/nHbtm3813/9F2eddRYZGRns3r2biy++mM9//vNJv/ZkZgLAhz/8YW699Vbe//73s2fPHvLy8vjsZz/Lxo0bueKKKwCoqanhlVdeMX5+8pOfABjHbdy4kXPOOYfGxkYAfv3rXxvHiccWFxfT39/Pxo0baWpqSvqcZ4lTn70gMJMwjcViIScnh5ycHOP4YDBId3e34T5ht9sZHh4mHA7PSuglIRZPTyMLBAKGBOHK/HxSnPmgakiKBfm881l80y0sgim2M+asveRL12FZuxb1S7dGnzR3hlIEwMQ4/PER2houYHR0NPlGWU8zFC1BWfdJyCwg091LZk5UaDuePc4UTm7NlUi2NFCCxqBBWVkZNTUmKpvFju4LokUWYfVsAxuoeasAG8jT3Lb+EZA1LK0/QvL1gxZBlgZJcf2O3OIMciveY5ynoBdKkoRVhtbmg6zQbiOcs4YF8u8gMwCyjm5NQyYfqz6Eqp1rZOYW75NYXd9DUgaRuhvBAVJ2ACQ/MnYiUgoOzkSKE3BFk9Dj8XD66acbQjGi7pqblwPIoE+1bZqNJVIiCMudmazmzQiHw3z7299m165dPPnkkyxZsmRWrzkd/vCHP7Bw4cIpDTgzmwCOMQ2m+7sQfTf/HWBwcNDwPiwuLmZoaGjezn82OKWC7n333WdINCbb8RV6BVarlQ0bNhhGgSLTaGxsTDxwcJwQrqzDw8NUVVUdK9j/72a0+mVoC0tRz7sEJAkJYqlgRLP24FOP4/j+XaQ0tRHcs4vQH37P4F33kFFdO21WJL34G9TfPELE1Uf+QB9L3v/vyDMFXM8wBCaw/fpOIld9C1LSowEo59hNPoWyRix9qb293RBSETX25cuXxw6u6DpS85+wvvZrJMkPVhXdboEsP8oZ/xNDZYuBrmHb/QMiZ38L3Z4HIaJ7NcmCJjux+Pei5rzH0E/u6+ujvr4+2uH37MXe+gUkfweMvAm2ILoCIXsaWHPQsRLiQhzWY6+tZl2OPPECsh5EohtZm8AysQM9XUMLgc0eRpfuQyUfuACI7nAEO6CoqIg1a9bEvU+D0qvI5OLg9CnX02yJ1NXVFdcSKVGioCgKTU1NqKo6LQ1tMpqamrj++ut53/vex0svvTSv2hp+v5/bb7+dF198ccr/JWITzPbv7yScUkG3rq6OV155hQceeICRkRHq6upYt24dGzZs4LTTTovhdwq1sZGREaqrq43MFzCcIEQQNNdchUauJEnGDZ6MY8RkiCZdUVGR4bEGgKahXnU1yqpVSG1tkMDeHcCiKGRtfRlrSyeSAimDXiKbPom9vCLGzDIzM9PgDaelpRHpPkLfoWaqX/sLKUsWkuYfRy2YWvKYgoO7sW/9FXJvMzz0dZTzrkRfOfMcvZm+JJpVHR0dRs24sbERRVEMXYlcXxvZ236K5BlDsgfBZkepuAi9aFnCLFfufg3LWz9HHmvB9tQlYPeAbANUVCkTy8R2kJagtN7CAddZpORU09DQcGzxzF6Dmvte7BN3AVr0mxGBFMmP5lXw2OppHt2JNDqAnr8m+tlnprFArkC3pGHRnkPT8kFxIykyslVD10GzKaAdBu0TRpPQ5XJx2mmnTaI3dgJlaASZsDxEWH4TsBHWVpOhfsKoA8P0lkgej8dozk5WhPP5fDQ1NVFWVpZ0UqJpGg8++CAPP/wwP/nJT1i7NnEtfa5oa2ujo6PDyHJ7enpYvXo1u3btSshMKC0t5ZVXXon5+8aNGyktLaWnp2fK8QCFhYX09/cb5YWToYIXD6dU0D3//PM5//yoE4CiKOzfv59t27bx4x//mP3795OTk8PatWuxWCw0NTVxxx13xAa8BDBnb+IDNNvNmBkIIrhlZWXFfd5QKGTwfVesWDG1SSfL6P8anY7SZ5oAstvR3/Vu5Ccejx6fmYHtvPMoKiqiqKgIOJZlut1uWltb8Xg8VP33V6jZdwA5T0LvHkEdGYH0mUW85b4+6GxDT3VAJIJek5y6v/zX36FVrcKfmU9jYyNpaWmsX78+Jlsy67t2hLMpd7nJ0SJIQQu61Q5D3ejVm8AW/zy1RWchd2xF6vgLcqQZffFKdEsmWloNStVnkCwD+F37ORIoY3Hdu2PLKLqG1PNH5O7foAdAshHNkmVAA11eTMqCe1iR7sPW+xPcxe/GEwjR3+fG7fWx1PY4pIXRbYNY7NHHqHbQsyRQckBaz/i4z3ABXrt2bWzA0/xYuBdVvgWZPFLVf2PC+ltkPZ109dsxATcR4lIVTXSwgwcPoigKubm5KIrC+Pj4jGWJwcFBbrjhBsrKynjttdeS1sqdLZYvXx6z1S8vLzdqupdeeimbN29m06ZN7Ny5k+zsbIqLiw3TyrGxMQBefPFF7rjjDhYsWEBmZiY7duxg/fr1/PKXvzRqzYKZcMstt8QwFk42TqlG2nTQdZ3t27fz+c9/Hk3TyM7ONuppIhuuqamZc9lA6AsIrQav1xuj1ZCVlcXw8LBhET9Zx3fOOHgQ+4c+iL5oMWpdDdo9m+MeNjExQeOhQyy9/17yH/8NFkBPBX9xDvu+9zNSS8sS6yCMe7F+/nKsO1+D4gzUimVoy1eg3vSDaU9Nan0b6Y2tWPdsYaygkt6CWgou+ijO/OkzDHn7b5B/fxsW+wSqrDFesYYQNhorP0taVm5cDVrLgd9j+cvNWHxHsxwJlJI6Ipf/Cb+7h+6uvVhyzmBpkQ+yTNZNATeWt3+CtfuXYBtE1gJgAdKAVCAFImk1qCk34dj5AyRvB+rCcwif9QMsvfdhHfodsm0Q3aoj2TTIAd0C/pQFeNSPYU0vYWhoI6OjQerr66fqf6i7sepfQ7J0grQIhesJSotRpX40vDi0ddgSNOGSgc/n49ChQxQWFlJaWjrFvXeyJZIoS2zZsoVvfvOb3H777bz3ve9Neosejw72la98hT/+8Y/Y7XYqKyuRZZnt27czMjJCWloaDoeDnJwcQ6imvLycu+66i69//esoikJBQQFDQ0OkpaXxrW99i29/+9u4XC6cTiculwtJkrj55pvZunUre/fuxeFwoCgKiqJw0UUXce+99yJJEqOjo1x++eV0dXWxePFinnrqqXnn4Jrwj8FemAkvvPACWVlZnHFGVFYvFAqxb98+tm3bxo4dO2hsbKS4uJj169ezbt06GhoayMzMnHNNSGz5BgYGGBoaQpZlnE6nIbA9H5Y4HDkCxcVRZsToKJiaCxDLez3tmWfIufdeQ9lVA8Jf/CzqN+6O6ZhPTEwYY8JOWSL/qzdg//OrSJmAHcINZ6L+/I9gdySurwLSnlex/c8VKOkWtMw8uPpbsO6ixI/xDGH5/fewbdkcvWMtoKfJqLWriVz+Q/ScEvxShqF/YXBIMzMoHNlL0Z+/imwZje7frKCUrmC4+CJaUjdSs2zFlDFUy7bvIXc+h3V0D6Sp0WCbCjiIfmWyQbdBcOWrkL4G20ufRAqOoC7+V+TQNiyjLyPpE2DVIAuwRa+PZpcI51yKSz2T/c2nRxt1Vqthj2N89oSxuz+AZDkC6R40KonIfzlaFjk+6LpOV1cXg4OD8YP9UZiF6kdGRrjmmmsMZ+vbbruNCy64YFaBKR4d7MUXX+Tcc8/FarXy//7f/wPgrrvueqcK1cwX/hl0k4G4Ubdv38727dvZvXs3iqKwcuVKIxuuqKhIOlBGIhHDUUBQoeIpl4mShOBlzhdcLhfNzc0UFxezaNEiZFnGVl+PtbMTHVBryons2Adxmiliayrf9U0W/vwhLClAalSvx3fNVVi/fk/ixSgcQr7tWqx/ehI5FfQ0B3ppCeHvPg/5pfEfA9D2Jvb/3IhFikRvWQm0jBQi1/8MbdUH4z5EURS0399Gxl/vxaIrYD3aO8sEPQMGl3yKzH+7J/Yz8/Qi9e7F/sIXkIODgA52onMTKUSzXFv0d7joArTyW9HTVyMP7EIrWIvc+xc0m43UPZdE2Q2AlHP0MSpoKak0Z+9kYDDaV8jKyjIcLgyqoq+fSucvKErbimwNollzCef8CKwXAce3EAcCAQ4dOmRYFiV7v+7Zs4cbb7yRTZs2UVlZye7du4lEIvzgB9PvaCYjHh1M4Le//S1PP/00jz766DtVqGa+8I9DGTseSJJEWVkZZWVlBi9wYmKC3bt3s337dr72ta/R3t5OeXm5kQ2vWbNmSq3LPGSwZMkSCgsLjQ9fCJMIWkskEjGCcHd3tyFULgLxXOhAZunFKXXj0VEipaVY+vuJbLwgbsAFomPCn/8cjsd+fSzx8kNEgZbzLsOzY0eMKpjT6TQaleNPPMSCXz2JRbysP0Tom98D2zSd8gkv1m99EosrAukY2abS8CH03PKED7P6RpDkDCwBJfoYBSQd8ICSnsFgWj2Hd+2K6eynp+Vj7XgdyesBmx79eqhA+OhvgAwIpV2KXvjv6OmrAdCK1mH96/dR1n4C26uXQVAHDSQHEAAiQCqMK8UQbqeh4V+Mz06WZTIzM8nMzKS0OB85PIh1eD8WaQJVTaXdfSWjXV40+a0YLvZsWAJCia2zs5OampqY5vB0iEQifO9732Pr1q088cQT1NREx7ovu+yypF87WTz44IN85CMfAfi7E6qZL/wz6M6A9PR0g3QN0e16a2sr27dv55lnnuGrX/0qFouFNWvWsGHDBtLT03n55Ze5+uqrk1Ljstls5OfnGzVeYRDpdrsNOpC4iUQgTkTzMY+xirrx5JU+0tcHFgvKNA7JBt58K7pca0AEdBm0yy+l/l1RxsJkR+FIJMKCp37F6T95GNlONPMbjz6cDRdMW4rgtw9gfbslGnBVQAZtAaiX3Q45ievf0jM/xv67uyGfaNA9ujdTs7KhsI7q8z+NJlliKWs+H2t2P0d2KHBsL6cTzXbtQADUrCVodf8FzqjIuNzxCnLXDmyv/wi5+y/gbYmWI2SiQdtP9BwAteDrlC1KbO1u6f4Bui0DOeJFs5Wi2ddSWnU1Cy0lU7QQJnvnpaenx12Ew+EwjY2NWCwW1q5dm3Swbm9v59prr+Wcc87hlVdeOaGC6LfffjtWq5WPfexjQGI62HwL1SSjH3Ey8c+gO0vIskx1dTXV1dV88pOfRNd1vF4vL7/8MnfddRdHjhyhrKyM/v5+1q1bx/r161mxYkXSZQNJkoyMSKzcwrbHbJc+ORv2+/00NjaSnp4+fbAXjcJkGoa7d6OnpyOpoKsQSQG+c7/x32ZVsKGhIdp276b+oYejm+MwMBaNZV3f+iqW/n6y8/LiLxj3fZOUH9yJlEo0eFmiTb7Qlx6D7ARTgR4X1u99Btvrf4r+e4Bo0EsFzQ7hL7wBgSGw2JDBCFqLSxfCoa04+vqjAT5CdHGQgVEgEyLF2ahlH4IMkwOINRXL249DaBy5YweSNQCZ0dcjePScg6DmrSMtuzB+XS48hrXrh1jGtoE6ArIfPe/daAv+DawLkcDQQhDsE7N3XmdnZ8wiLLJ3n89HS0vLrDSONU3jkUce4f7772fz5s28+93vTupxc8XDDz/Ms88+y9atW40AeKKFaiDKwCgsLDQe807AO+Ms/o4h+Loul4trrrmGT33qU+i6zqFDh9i+fTsPPfQQb7/9thEM169fz/r162floWa322Oy4Rh61VH7a03TKCgoIC8vL+6qP1coDgdqSwuW2lrUp5+GSQMUwWDQMMM84/LLicmTwlHqlHXjexmbmKCzry+Gj5udnU3GmIuU2+9EshLNVMPR34ojE9Zfmjg79o5i2b312L8jQB9oGaBc+EHIyIfsoqmPa91Fyrc+iCTrUVqYg2gTzHo0oc9awEDW+2gPXIRl38FjW/38FWSmOKOJrRIwMmJsGAFXsZ+FUvlw4hFlew5K4WVY+x4Fi43I4i8hK0NoGfHr1RDLyTUu61GJxrGxMZqamlAUhZycHPx+P2NjYzMO74yMjHDTTTfhdDp57bXXyMycmS54PHj++ee56667+L//+7+YUtyll17KRz/6UUOopqWlhXXr1qHrOi0tLXR0dLBw4UIef/xxHnvsMSRJ4pxzzuHpp59m06ZN0wrVnHPOORw8eJA//OEPXHzxxbz88stcf/31xoDJ3xL/bKSdBOi6zujoKK+//jrbt2/n9ddfx+VysWzZMiMIL1u2bNYrsblRVlBQYPBxPR5PzLbU6XTO2TlguvckhFIMycuHHiL1c58zjtGA0Kc+ApsfPPY3k2W6x+Ph9H9Zj90HkqggSNFmXeh7d8OHr4v/4poGt3yE1Je3RJtfAEc16iNLylAeOADx6uC7nsP2v5/D6hqKBk2ZaNqRDjhBKSwk8uVWUMNgTTHYJ263G8/YKA1PXoxqh9SUo0EXoq9vh3DxetR3PwAZ04/GyiPRqSvJ9zZq0UfBmg7W2WsUezweDh8+TGlpKSUlJTFuIWZnYSHwI5TBtm7dyte+9jW+/vWv86EPfei4qGAul4uPfOQjHDlyhPLycp588kmuv/56XnnlFYaGhpAkKWYIIzc3F5fLhcfjoaCggK997Wv09PTw4IMPoiiKwfK4+OKLufDCC/nCF75AJBLBYrEgSRLl5eV85zvf4bOf/Swul2tGoRq73c4FF1zA2NgYTzzxxMk2xPwne+Gdhkgkwttvv822bdvYvn07hw4dIi8vj4aGBjZs2MC6detwOp1xvxTC5j0cDlNbWxtXBc28LXW73bE0sKNliblut6YTx0kxTVkFLYB3IvETrViGo+sIchiDrqWHwb3IRsujr01xPRYY/+3j5H/u6iiFrYCjdIVozVmvXIXyL5ehnvN+KC6PeTnp13eS8vA3o8HWQjTgpkR/1Dw74ct/CA2fmHKalue+i+2le5HGR6OPTScabG2gO2Bs0XqCS6/AXvvRqWaWuo7c9jLaogZwHH9GaZ5qW7ZsWcKBBfPotdvt5uqrrzZMTG+99VYuvvjiWU1kxaOC3XzzzSxYsIBbbrmFO++8k7GxMe666y62bNnCvffey5YtW9i5cyc33XQTO3fuxOVysXbtWvbs2YMkSaxZs4a9e/eSk5PDunXr+NGPfsSGDRu4+OKLufHGG7nooosSvkaia2O+T0ZHR7nhhhtwu91885vfpKGhgUgkcrKMPP8ZdN/pEE2wbdu28frrr7Njxw4CgQArVqwwmBJVVVU8/fTTLF682KjfzSZ7FU0at9uN1+tFVdUYa6FE7rcCmqbR2dnJ0NAQtbW18cVxvvxluPtu+MpX4Lvfnfr/JljS05lc4VUWQLjdje/ouZqpdZmZmYTe3se6z1+DfJRHy9Gei14I6uqzsbhdhD/+ZbTzJ3XeW97Gfs2ZWKz6sQz3KC1My4DIx7+DdtZ1cTNk2y3/gnVwRzRQH6WykRN9Di0nndHzNzOSvS5GtS47O5sF+hgL3vgFtt7tKMveh7riijkJvgtMTEwYi3N5eXnSn/1bb73F5z73OT7wgQ+wbNkydu/ezdDQED//+c9n9fqTqWCJVLv+Fspg5oB733334fF4OPfcc42ptGeeeYb777+foqIiVFWdV+POBPgnZeydDkmSKCkp4bLLLjOoOsFgkL1797J9+3ZuueUW3njjDaqqqjj//PMJh8OkpaWRkZGR9JcvnluEIMYLaUURMMS2VGSxHo+HpqYm8vPzpx+dvvvu6O8ZAi6AOjERbdQd/bdmh8gnr0Oy2ci02aL0qqPUusHBQVpaWnjP569B9hHNUI8m0ZoG4UuuxJJXQrh2NdL4WOwLRSLIn70Ii0+PNr8Uos0vGcJli9E++CX091wz5fykt19D3vsi1n07IINoSSGNaCqigO6QUcvPJWPF5YjRAyGqHjjwFyxvPYO9/QkkNKyvdeAfaid84Z1k5BbParH8/+2deVxUZdvHv4dFwV1IEyViFURNWdPSnlxC1NLcScuFejTMDZ9cnvTNeN3LXLNeyzTcyhYTc69MUcAgTXIXRBLFnX2Hmev9Y5jTgIAoKKh8Px8+jjNn7rnnzDm/c5/7vq7fpa9unZiYqMb9lgeNRsOKFSsICQkhODhY9bzt169fuT+7LEpz7aoKZzAjIyNycnL4+OOP+fnnn+nTpw++vr5ERUUxZMgQjhw5wkcffcTrr7/Ob7/9xujRo0tNGLnf1IhuNcbMzIznn38eS0tLtmzZwo4dO3jyyScJCwtjx44dfPDBB2i1Wjw8PNRpCVtb23LH9eoz5Bo1asTTTz9dJF9fb8uo1WpVf2JnZ2csLS0rd24Y3dqZKZBrbAqzFxV5XZ9gkpuby7PDh2OaUfhCju5P6oCmfm1iTWzIM2+BUVNHGjk2oGGh4QuAMsWfWudSdIKrzzbLBG1T0Ly3A6xKK0ypUOvrxbrH6eiE3ljXhrZxc3L7fYgxRUPvFEXRXdw8emKSGI5yVgtmpihGcNMtgKQrt8iMvYipqWkRM/3SwgD15ur6opzlHaElJCQQEBCAh4cHoaGhlZp0cyeqwhksKyuLcePGcf36db7//nueeOIJ0tPTGTBgANHR0QQGBhIYGMjQoUNZtmxZlQku1IjuQ4GzszMHDx5UR512dna8/vrraiWHqKgowsLCmDZtGn///Tf29vbqAp2bm1u5K18Ylm9p1qyZWn7b0tISU1NTLl26RExMTNlm6ndJbqZuuJpbwms3b94kJiYGW1tbXbUAg1GxHjEBk2Y2uNy8TtaYd0grTDa5fOUKubm5NDr1F26rt6Do52KTgWzQWkFuv0mlC+6t62jnj9ddEfTTCvlAAeS1fh5NpyHg1BNNrVLc5fJyIO0GGrMnURo/QZ7nMJ4yy6GFvS4FXR8GWDwpxnAe+8aNG8TFxdGyZctyG+qLCN999x1LlixhyZIldO3atVzvuxdKc+160M5gwcHBvPLKK7z88st89tlnHD16FB8fH2bNmsXPP//MO++8w8qVK1m/fj2KopRYvPZBUiO6DwH6Vd2Snq9Xrx5dunShSxddkUetVsu5c+cIDw9n8+bNTJs2DVNTUzVcrUOHDlhZlX17m5+fz7lz58jPz7+t/HZxk/KYmBi1hpahzWVFRsP5+fmq56u7u7s6StMeP15kOiIf4I3RiEsrlOtXMW3QAEso4rRl2qu7LkNNgy4OVwOaBnDz9WmYjngXsxIC5/Pz8sieNY6mp87pphX0A7E6IFrQjN0IDcs2LDI+tBaTI3tQcm9ASgpGrbVo7F5UXy8eBqi/gOqTYm7dugXoRCc/P5/s7Ow77teUlBQmT56MkZER+/fvL3dG2r1SmmvXg3QGi4uLIzIyktjYWGbPnk1kZCQRERHY2dnh5OTE5s2bad26Nf/9739p3rw5RkZGD2pOt1QeuYW0hIQEhg8fztWrVzEyMmL06NFMnDixqrtVZYgIKSkp/P7776qxz9WrV3F2dlZFuG3bttSqVUtdGb9+/Tr29vblXqgzNH3Xl+zRm77ryyCV9yDXVzQo7fNN6ten4PJlTJ56ioIlS2DQIKhfH9LTdf8a4uuL2cGDRUbHAtxYMpsb3V9Vy/YYGtTn5+eTEBWB93tvUSsjCyzQLbzlQ4FDEzRTP0XrWYZpj/pFLlL7gy4YKbfQNnMid/ohML3zLb4+DNDW1hZLS8siRkSGfdVf5PT7NTQ0lGnTpjFlyhSGDRt2zxe9JUuWsHr1ahRFoW3btqxdu5YrV67g6elJamoqWq2W5s2bExQURM+ePXFzcyM5ORlzc3MOHDhA+/btERE6duzIkSNHMDIyYtGiRaqIBgYGsnLlSkSEvn378v333wM634eRI0eSnZ1dpjPYt99+i6WlJRs3blQz20JDQ/nqq6/o06cPzz//PFOmTOGFF16gT58+6jTD/Y5FLoHHJ3rhypUrXLlyBXd3d9LT0/Hw8GDr1q24urpWddeqDRqNhhMnTqjGPsePH6dWrVpkZ2fj5eXFjBkzym1yXRJ6m8vibmBlmb7r01gVRcHZ2bncFQ3KJCcHM0tL9egXIK8xaBMyVNHU9zU5OZmLFy+Sm5XJSwEDMb1VoItQ0HvqPgk5K3aBRzlM23d/ienWlSjJFylwfg5Nh65onxsCjUoPzNdoNMTGxpKZmYmrq2uJpviGdxmpqalcunRJDalKTk5m5cqVdOnS5Z5/t8uXL9OpUye1QOfgwYPp1asXO3fuvCtnr3txDyuL4qFgAA0aNOC9995j+vTppKWlsWfPHrZs2cLSpUv5448/CA4OZv78+Tg4OCAiiEjFHf3ujscnesHKykpd7axfvz6tWrXi8uXLNaJrgLGxMe3atVNPnvXr1/PRRx8xePBg0tPTGTVqFKmpqbRp00adG27VqlW543r182Z169Yt0fQ9MTGR3Nxc6tatqzpwXb16FUdHx8p18zczU0cNCrqgBe3faUVGqYqikJubS0JCAra2trTYtR3jgnqQnwKpgAmkOjYhcci/oVZ9GiQllT6PnZsLpqZofN/E+PedGOXnUfDqRMS9W5ndTE9P59SpU1hZWdGyZctSRbN4KSStVkujRo1wd3fn6aef5rPPPuObb77h888/v6fdBbrfKTs7G1NTU7KysrCysmLfvn1s2rQJgBEjRvDBBx8QEBBASEiI6go2cOBAxo0bh4gQEhKCn58ftWvXxs7ODkdHRyIjIwFwdHRUq+v6+fkREhJS5rlpKJaHDh3CzMwMT09PIiIi6NSpE/369cPZ2RkXFxf+/vtvZs6cyRdffEG7du3UiIiSaiVWJY+c6BoSHx/Pn3/+ybPPPnvnjR9j3NzcOHz4cJFA+7y8PI4dO0Z4eDgff/wxZ86coWnTpmqUhJeXFw0bNiz3wWxiYnJbEOAOxwAAH0dJREFUZQN9yfWCggKMjY35+++/SUlJUUfDlbHinrtiBfj7Q2iobvrBQCw1Gg0xMTFkZWXp5q5r18bk1BmMbqbq4n9zQNsYTDfuo2mTZqUWBW3UqBHm5uYY/7oDadAQ8X4eTbfXyWvzPEaxx0q9XRQRtUbe7eV7Sker1fL555+zadMmPv/8c9zd3Su8nwBatGjBu+++i42NDebm5vj4+ODh4XHXzl536x5WFoqikJeXx5AhQ0hOTlanLqZOnUpQUBD9+/fn5MmTGBkZ4eTkpKYRG4agVTceWdHNyMhgwIABLF26tNxxjY8r+vhNQ2rVqoW3tzfe3t5MmjRJTfsNCwtj3759LFy4kJycHNVr+Nlnn8XJyalct3CGbmiG1Wjz8/PV0fDly5fV0bA+eeOeTN/9/XX/FksB1fsWWFtbF6lCnL/oY0zWrIGCArRWTchd/SXK0/bUgduKbaoxzsf/wmr9Zzxx8k8UMzMKnnuRgneDMDE3R+vpU2K3srKyOHXqlFpCqrzf6+rVqwQEBNCyZUsOHjxY7siU8pCcnExISAgXLlygUaNGDBo0iF27dt223Z2cve7WPaw4xRe6Dh06RMOGDfnxxx85fvw4e/fuZe7cuaodZd++fTl27Bj/93//R8+ePe/qO1cFj6To5ufnM2DAAIYNG0b//qWbidwLGo0GT09PWrRowfbt2yu17eqMoihYW1szZMgQ1Q81KyuLP/74g4iICIKCgoiNjcXGxkY1fNd7DRueWDk5OZw+fZratWvj6elZJCXT1NSUJ554QhVhwxX9S5cu3Wb6XlZ8a2no504zMjJKrlF35Qp5/30PbY8eGEVEwAslh1wZGxvTuHFjXYSArS1i+zR1uj2DprYZZ3sNIvX48RKLggIkJiaSkJCAi4uLrhJxORARtm3bxvz581m4cCG+vr6Vfsv8yy+/YGdnp0ZU9O/fn/Dw8Lty9rKwsLhr97Di31MvuDt27KBz585cv35dzUJr27YtKSkpatbZ5s2biY+Pp0mTJkXuoqrTdEJxHrmFNBFhxIgRWFhYsHTp0kpvf/Hixfzxxx+kpaU9VqJbHvTRD/pU5iNHjiAieHh44O3tTUxMDKampvz73/8ud9xpcQzjW1NTU8nLyyviN1uW6bveJKZFixZYW1tX6olpFHEAriWiZGWhfcYNaeNepCiovgxSfn4+ZmZm2Nvb07hx43LNk6enpzNt2jTS0tJYtWpV5dXXK8bvv/+Ov78/UVFRmJubM3LkSDw9PQkNDWXAgAHqQtozzzzD2LFjWblyJcePH1cX0rZs2cK3337LyZMnGTp0qLqQ1q1bN2JiYhARWrZsya+//kqLFi3w8vJi06ZNtG7dukg/Tp8+zfDhw/H29iYoKIisrCzmzZtHly5d1At+t27d+PLLL7G1tVXfV9WhYMV4fKIXDh06ROfOnWnbtq168s2bN49evXpVuO1Lly4xYsQIZsyYweLFi2tE9w6ICOnp6fz000988MEHmJubY2RkhJ2dnTol0b59+7suX29IcdeyjIwMTE1Nb6u+cP78eVJTU3F1db1vVW3LQh8KZ2Njg4mJyW3+F6UVBT18+DCTJ09m/PjxjBo1qkIr8CkpKbz11lucOHECRVFYs2YNzs7ORZzC3Nzc2LZtGyYmJhQUFKgGMSYmJuTk5ODm5kaPHj1YuHAhWq1WjZywsLBgxowZzJw5k+zsbJo0acL169cxMTFh6dKl6m3/zp07mTRpEhqNBn9/f2bMmFGkjyLCW2+9Rbt27ZgwYQKgu6Patm0bixYtYvTo0YSHh5OZmcnq1atL9v+oHjw+ons/GThwIP/9739JT09n0aJFNaJbTubMmcO//vUvOnfujFar5cyZM+po+NixY5iZmeHl5YW3tzcdO3YsUt7oXsjLy1NF+NatW2RmZlK3bl1atGhBo0aN7sqvoqIUFBSoiSatWrW6bTrE0P9CPxo+deoUJ0+eJCMjg/Pnz7Nu3TqcnJwq3JcRI0bQuXNn3nrrLfLy8tQR5P12Cisvet+KCRMmMHToUF588UWys7MxNzdHRNi/fz/h4eHk5eURFBRU4f1xn6kR3Yqyfft2du7cyaeffsr+/ftrRLeSEBGSk5M5fPiwKsQ3b+oKOurnhtu0aXPXdnyGFoj6ml+Go2F9fTf9fOv9sPtLSUnhzJkz2NjY3DEL0JCIiAjmzJmDRqNR44hnzJhRofWJtLQ02rVrR1xcXJF+PAinsLtl8ODBdO3albffflt9bs+ePXTt2rXI71TNphOK8/jE6d4vwsLC2LZtGzt37iQnJ4e0tDRef/11NmzYUNVde6hRFAULCwt69eqlTgEVFBRw/PhxwsLC+Oyzzzh+/DiNGzcuUnnDwsKiVBHLyMjg1KlTNGnSBA8PD/WW3DCKRV/fLSkpiQsXLqim73oRrojpu1arJS4ujtTU1JIX68p4X3BwMKtXr+azzz5Tw67y8vLIycm5p77oiYuLo0mTJowaNYro6Gg8PDxYtmzZA3EKM6SsRS59EsTUqVMJCAggOTkZFxcXPvzwQ7p3785LL71UpJ1qLLhlUiO65WT+/PlqKWj9SLeyBbekObeOHTtW6mc8DJiYmODm5oabm5sacH/t2jUiIiIICwtj6dKlZGRk0LZtWzWV2dnZGRHh0KFD1KlTh1atWpWZ+mlY3w3+MX1PSUnRFa+8R9N3veA3bdoUd3f3cgv3jRs3GD9+PE8++SQHDx4s4oJVq1atCmfoFRQUcPToUVasWMGzzz7LxIkTWbBgQanb3w+nMMORaW5urhqHrX/eyMgIrVaLp6cn8+fP58SJE2zevJmxY8fyxhtvlNn2w0SN6FYjJk6ciK+vL99//70651YDatmXfv36qV6wubm5/Pnnn4SFhbFw4UKio6PJzs6mQ4cOvPHGG2rqZ3lPzpJqkRlW5j1//jxarbZU03cR4eLFi1y9ehVXV9dy5/qLCHv37mXWrFkEBQXx6quv3hdBsba2xtraWk0UGjhwIAsWLHggTmF69IL7n//8h+TkZOrUqcPy5cuLjFj137179+50796dvLw89YJTUjrww0jNnG41obQ5txruzE8//cTs2bN5//33SU9PJzw8nKioKAoKCtTkjQ4dOmBvb1+hk7Z4CJje9L1u3bokJSXRuHHjcieIAOpc7aVLl1i9evV9L5rYuXNnVq9ejbOzMx988AGZhbaalpaW6kJaUlISH374ITt27OCTTz5RF9ImTJhAZGQkSUlJeHh4cPToUQDc3d05cuQIFhYWeHl5qSPpXr16MX78eHx8fDAxMUFEyM/PZ9SoUVhZWTF37lxsbGzw9/dX7yANKV699yEU3JqFtOrOsWPHGD16NK6urkXm3Kra+/NhICkpibp1696WNqz3Go6IiCAiIoK4uDhsbW3V8kf65I17RavVkpCQwMWLF2nQoAG5ublqerB+NGxubl7iRfTPP/9kwoQJ+Pv7ExAQUOGLgWHCzoULF/Dz8yMpKQl3d3fWr19PrVq1iIyMxNfXl8zMTOrUqcP+/fuxtrZm8ODBREdHk5WVRfPmzVm5ciU+Pj6MGzeOLVu2kJSURJMmTRg3bhzTp09nzZo1zJs3D4AZM2YwatQooKhTmK+vL/7+/pibm+Pq6kpcXBzNmzdn1apV9O7dmzlz5pCens4XX3yBhYUF8M98r6HA/vnnn7i5ud3zvqlCSh856W/DSvmr4QERFRUlxsbGcvjwYRERmTBhgsycObOKe/VoodFo5Ny5c7J27VoZPXq0eHh4iLe3twQEBEhwcLCcPXtWMjIyJDMz845/KSkpEhERIZGRkZKamqo+n5aWJpcuXZKTJ09KWFiY/PLLLxIWFiYnTpyQ3bt3y6VLlyQoKEg6dOggJ0+erJTv9fHHH8trr70mvXv3FhGRQYMGyddffy0iImPGjJFPP/1URERWrlwpY8aMERGRr7/+WgYPHiwiIidPnpRnnnlGcnJyJC4uTuzt7aWgoEAKCgrE3t5ezp8/L7m5ufLMM8+Uq89RUVEiIvLDDz/I2LFj5YUXXpDp06dLfHy8eHh4iKOjo6xdu1bdfvPmzZKdnV2kjfj4eHnllVdk1apVFds5VUepulojutWEK1euyNNPP63+PzQ0VHr16lVp7S9evFhcXV2ldevW4ufnd9tB/jii1WolJSVF9uzZI7NmzRIfHx9p3bq19O/fXxYsWCC//fabJCUl3Sa4Fy9elF9++UUuXLhwR3HOyMiQGzduSGxsrAwZMkRsbGykefPmEhAQIBs3bpSCgoIKfYeEhATp2rWr/Prrr9K7d2/RarViaWkp+fn5IiISHh4uPj4+IiLi4+Mj4eHhIiKSn58vlpaWotVqZd68eTJv3jy1Tf12hu8Vkdu2K4m///5b5s6dq352nTp1xNfXVzIyMkREJ/wODg7q9545c6Z07dpVLly4oLaxZs0a6dixoxw9erRC+6aKKVVXaxbSqgnNmjXjqaee4uzZszg7O/Prr79Wmh3l5cuXWb58eRGf1G+++YaRI0dWSvsPK3qPXx8fH3x8dMY0Go2G06dPExYWxtq1a/nrr7+oU6cO3t7etG/fnu3bt9O/f398fX3L5YKmL4G0detWTp8+zbp16/D09CQqKko1+a4IkyZN4sMPPyQ9PR3QlR2vClcwKZwasLGx4b333mP9+vW4urqyefNmDh06xLZt2xg8eDBjx47lyJEjjBo1igsXLmBtbc2WLVto2LAhWq2WZcuWER0dzb59+yqUqVidqRHdu0Cr1d5Xb84VK1YwbNgw8vLysLe3Z+3atZXWdnGf1OIryzXoMDY2pk2bNrRp04YxY8YgIty6dYt169Yxffp0HBwcmDdvHtu2bVMX6Fq3bl1qOFlSUhKBgYGYmZlx4MAB1eBGn1BQEbZv307Tpk3x8PBQIwqkjNCt0l4r7fnyuoLpBRcgMjKShIQE4uLiCA0N5YsvvuDKlSv8/vvvODk54enpyaxZs7CwsOD8+fO0a9cO+GehbMiQIQQGBpZ/JzyEPFTLgVWNkZFRkQNYq9WWeGDeK+3bt+ePP/7gr7/+YuvWrZVW48rQJ9XKykod3dVwZxRFwdLSktjYWEJDQzl06BBHjx7l3XffxdjYmOXLl9OpUyd69+5NUFAQe/bsUX1f9+/fT+/evRkwYADr1q0rt6NYedEn7Nja2uLn58e+ffuYNGmS6goGlOgKBpTLFawst7Di+whg69at/M///A8WFhYMGzaM3NxcVq1axYgRI6hbty7r1q3jueeeY9OmTdStW/c2wQUej8FAWXMPD3QGpJqTkJAgX3/9tcTHx5e53dmzZyUvL+8B9ap8JCUlSZcuXeT69euSl5cnffv2lfXr11d1tx4ZtFqtXL58Wb799lsJDAyU5557TmxsbMTb21suXrz4QPrw22+/qQtpAwcOLLKQtnLlShER+eSTT4ospA0aNEhERE6cOFFkIc3Ozk4KCgokPz9f7OzsJC4uTl1IO3HihIjoFiX1312r1UpwcLB07dpVPvnkExERyc3NlZ9//ll69+4t0dHRkp6eLmvWrJE5c+Y8kP1RDahZSKsoK1eulDp16si4cePE29tbJk+eLJMnT5YdO3ZIbm6uup2fn1+R9/3v//6vZGZmPujuFuHbb78Vf39/9f/BwcESEBBQhT169Llx48Y9/+4XL16UF198UVxcXMTV1VWWLl0qIiK3bt2S7t27i6Ojo3Tv3l2SkpJERCd8/fr1kzp16kjbtm0lJCREvLy8xMHBQTw9PcXBwUEcHR3l888/l4EDB4qDg4O4urpKy5YtxcHBQcaPHy+zZ88We3t7admypezcuVPty44dO8TJyUns7e1VwTRc/Lt69aqIiCQmJoq/v7+MGzdO7VdKSoosX75cunXrdtu+0Iv2I0yN6FaU4cOHy8iRI0VEJC0tTY4dOybffPONDBgwQLZu3So5OTkyadIkadasmcTGxoqI7mq/e/dutQ2tVisajeaBH3CHDx8WV1dXyczMFK1WK8OHD5fly5dXuN1Ro0ZJkyZNpHXr1upzpQlDDeUnMTFRjhw5IiK6Y83JyUlOnjwpU6ZMkfnz54uIyPz582Xq1KkiohNGX19f0Wq1EhERId7e3iKi+y3s7Ozk1q1bkpSUJHZ2durv4eXlJeHh4aLVasXX17eI0JaH9PR0GTx4sPTo0UN69uwpp06dktDQUBk/frx888036nbnz5+XjRs3FnmvVqu9tx3zcFGqrtbM6ZYDrVZLfHy8utp/+vRptmzZoqaOhoeHU7t2bZKSkrCwsOC1115jy5YtREVFodFoAN2quKIoGBkZlbhiLWUnqVSIZ599loEDB+Lu7k7btm3RarWMHj26wu2OHDmS3bt3F3luwYIFqml1t27dyszvr6FkrKys1LpnhsVVQ0JCGDFiBKCzady6dSsAISEhDB8+HEVR6NChAykpKVy5coU9e/bw0ksvYWFhQePGjXnppZfYvXs3V65cIS0tjY4dO6IoCsOHD1fbKo3iaxeBgYE0b96cXbt28cILLzBy5Ejc3Nxo3bo1kZGRHDx4EAB7e3uGDh1a5L2Pe8ZljeiWg2vXrqnl3JOSkhg9ejSWlpb89ddfHDhwQM0au3btGkuWLCEyMpL+/fvz0UcfcfjwYQACAgIYOnQos2bNYsOGDbf5KhRfoKtsgoKCOHPmDCdOnGD9+vWVUvTxhRdeULOJ9JQmDDXcG4bFVR+0I5gh+oHCwYMH0Wg01K5dmz59+qAoCtOnT1dTe4cPH05ubi6JiYn3dSDxMFMjuuUgKiqK7Oxs6tWrx9GjRzE1NWXChAnMnj0bT09PtWRIbGwstra26sEWFxfHyy+/DOjCe5ydnXFzc2PhwoUcOnQI0Insjh072L9/PwUFBepo+GGlNGGo4e4pb3HVksStoo5gcPvo9vDhw7z55ptq2Xq9/wLA9OnTuXnzJubm5kyfPp0hQ4Y89iPa0qiJ0y0H7u7uLF68GNAlMQCMHTsWExMTDhw4wLRp04iJiaF27dq0bNkSQK1Y0KZNG2JjY6lfvz7vvfcepqamhIWFcfLkSXx8fBg/fjzXr19XvVfPnTvHsmXLePrpp0vtj340/LALdA2lU1Jx1QfpCAb/jG715jMdOnTAzc2N7du385///IchQ4ZgaWmJt7c3ixYtUmud6UfRUs0LRFYVNWdsObC2tqZnz55oNBratGnDDz/8QKdOnbCzs2P8+PHUq1eP/Px8bG1t+emnnwBdrTY7Ozvq1KnDsWPHeOqppzA1NeXmzZs0aNCA2rVrc/nyZbZu3crXX3/Nnj17MDY2Jjo6ulS3qbS0NEA3KtH7j+rRarXV4nZOLwxAEWG4F/z9/WnatGmREvFTpkzBxcWFZ555hn79+pGSklLhPlc3RIQ333yTVq1aMXnyZPX5Pn36EBwcDEBwcDB9+/ZVn1+3bh0iwuHDh2nYsCFWVlb06NGDvXv3kpycTHJyMnv37qVHjx5YWVlRv359Dh8+jIiwbt06tS19fK+eGTNmMHHiRPbu3QtAhw4dSExMxMXFhZkzZxITE8PYsWNxdna+rYROjeCWQlmrbA9ola/aU57V1tzcXFm9erWaMz516lQ12mHSpEny7rvvioguJjIwMFB2794tW7ZskZ49e4qILgxnw4YNaq578c/UarXyySefSP/+/eWNN96Q8ePHy5kzZyrU58rgwoULRaIX3n333SIr7FOmTLnntg8cOCBHjhwp0v6ePXtUX4GpU6eqK/iPEgcPHhRA2rZtK+3atZN27drJjh075ObNm9K1a1dxdHSUrl27yq1bt0RE91uPHTtW7O3tpU2bNqrhjIjIl19+KQ4ODuLg4CBr1qxRn4+KipLWrVuLvb29vPPOO5KVlVWkD6dOnRIRXYz3V199JS+++KJ8//338t1330nXrl2LbHvjxg31cUW9JB4hakLGKps7hX4lJCSoJh6vv/66/PDDDyIiEhISIv7+/nLp0iV5//33ZezYsSIikpOTI1OmTJFJkyaJyO0Hb1pamkyZMkU6deok586dkwkTJqiifv36dXnjjTfu2OfKPiH8/PykWbNmYmJiIi1atJDVq1eXKgz3SnFRN2TLli0ydOjQCrVf3dm1a5caT6u/mFU2O3bskI4dO8rFixclKytLhg8fLt27d5cxY8ZISEiIiOgMmLp37y7Lli2T5s2by8GDB29r5zEJBSsvNaL7ICgoKLhjDG5UVJQsXbpUbt68KceOHZM+ffrIpk2bJDg4WJycnOSnn34SkduDx8+ePSuBgYGqJd6PP/6ojjg2bNggDg4OIqIbmSxdulRWrVol+fn5Eh0dfdsoRs/DcJKUJbovv/zyI51Zd6/WindDcnKyjBgxQsLCwiQ1NVX8/Pzk448/lvT0dHn55ZfFxcVFzp07JyIiERERsmTJEqlVq5aamVZDqdS4jD0IDMuOiMEiguFjT09PPD09AWjUqBFvv/02+/bto169ejRs2BAvLy+A2xbIrl27RmZmJm3btgXgxIkTqjNUaGgor776KqCb942Pj8fDw4Nz584xZswYWrVqRXR0NH5+fowdO5Zr165hb2+vrmQXD1cz9JiorsydOxcTExOGDRtW1V25b0RGRuLo6Ii9vT0Afn5+hISEVJr7HOiOwfT0dCZNmoSjoyOBgYHY2try6quv4unpiYuLC+PHj2f37t106NCBDh06MGrUqCJljWq4O2oW0u4ThqJl+FgfhpOdnc1XX33F2bNn6dOnD1lZWTz//PM8+eSTakKFIfHx8Wg0GpycnACIiYlRH4eFhakGNrdu3SIpKQkvLy9Onz5NvXr1ePPNN1mzZg2//vorixYtIiAgAC8vL8LDw9W+6cPVjI2Ni/RXXwZcqsEinZ7g4GC2b9/Oxo0bq/3FoSKUFmdb2TRs2JBz584xePBgvL292bVrF+3atWPBggV06dKFgwcPMmfOnCLbl3SM1lA+akT3AaMfwZqbm9OxY0du3LjB4sWLsbS0ZOHChUDREbNWqyUvL48GDRpgY2NDgwYNSE9PJzY2FkdHR0BXSbZz586ATowLCgqws7MjKiqKV199lfbt29OuXTtiYmKwtbVlz549uLi4cOzYMQAiIiKYOHEinp6eTJ48uUj4kV6Eiwvx/UjgKA+7d+9m4cKFbNu2rUKldqDk6Ag9ixYtQlEUbt68WaHPqAglXejux0Vm+fLlfPHFFwQFBXHz5k0uX76MsbExCQkJhIaGMmfOHDVsTc/DWv68OlAjulWIq6src+fO5ccff2Tq1KlkZGSwYsUK1qxZQ1xcHKAT6Vq1atG3b1/ef/99QBfDOXz4cOzs7MjPz8fPz4+JEyeybds2Vq1aRfPmzTE1NeXatWtYW1tTt25dLl++TL169Rg0aBAAZmZm1K9fn8TERCZNmsSIESP4/fffqVevHhEREQC89dZbfPTRR2zYsIEzZ86oQls8XO3atWvEx8eTn59fqfvntddeo2PHjpw9exZra2u+/PJLxo0bR3p6Oi+99BLt27fn7bffvuf2S0pjBkhISODnn3/GxsamIt2vMOW1Vqwo+uPCxcWFuXPnMnDgQNLS0njllVfIzMwkMDAQV1fXKrvQPmrcqTBlDQ8QRVGMAAegO9AFsAPigPdE5HwZ77MD3ir8rwVwEtgOrADmiUiEoii+wDQR6aIoigWwGPgBqA/MAVKAC4A5kCIiQxVFiQaOAglALJAJDATSgBDgZxHJVxRlKLoL+EYpPKAU3ZBMEZFqfaYqimILbBeRNgbPfQ/MRvcdPUWkSoa7iqKYAOeAbsBlIAoYKiIn79PnmaH7veeLyHpFUZqLSGLha4rUiEWlULOQVo0oFKiYwr/PCkX4CSDVcLtCQUN/EojIBWCGweu1AUvgO3SCCTohv1r42BXQAPGAN7BVRCYrivIC0A64qihKI3SC/LGInChs1wL4HfAC3gSiFUUxB6ahuzj8DRw06FuRk/RhOHEVRekDXBaR6KqeLxaRAkVRxgF7AGNgzf0S3MLPy1EUZSrQA1hvILhG1f3i+TBRI7rVmMID/TbzguLCVSjCRoA+BiwXSATWGWy2jn+mk1qiE90rQDZgXdhuKBBa2OYg4LyB4DZAJ9wvA6eAPOAl4Ef+uSjMVBQlAN1I+M3C7UJFJLW44FZHAVYUpQ66i1e1KashIjuBnQ/w87aju0syfK5GcCuRmjndR4BCodUUF7Vi2/wlIscKxW4NMB3dlMI3QLKiKH8pirK3UDQBOgOHDZr4D+AHbAIaAU8B6eimM84AgSLSA6gLBANWgD/waeH7ayuK0ldRlCf0fa7EXVBZOKCb0olWFCUe3cXoqKIozaq0V1VA4V1WDfeBmpHuI0oJo2EjEdEaTEkkGbw8RlEUS+A5/hm1ugOLDLZpD+wWkd2KoqQAtuimE1qjG/XqvSIHoJsTnqQoSi3gc0VRugM30M0j71IUxQVYJiI/Vd43rjgichxQzSIKhbfK5nSrkprR7f2jRnQfE8o6iQpHv7eAnwy276QoimFc0CrgI0VRvNEJUz3gNLpFnjgROVu4XQfgy8I28goH3PWBBujmkDeIyGH9iLcqURTla+BF4AlFUS4Bs0Tky6rtVQ2POjWiW4M6Ki4+zyoiGoPHOxVF+QtoA9QCPEQkU1GUk8A4RVHiRWQL0Ay4VNieFeAEHEE3PfFd4WOqw+hRRF67w+u2D6grNTxG/D+9NBQk1NdKfQAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure()\n", "ax = fig.add_subplot(111, projection='3d')\n", "fig.subplots_adjust(bottom=-0.6,top=0.2)\n", "\n", "my_cmap = plt.get_cmap('hsv') \n", "\n", "ax.scatter(df_dogs['rating_numerator'],df_dogs['favorite_count'],df_dogs['retweet_count'], c = (df_dogs['rating_numerator'] + df_dogs['favorite_count'] + df_dogs['retweet_count']), \n", " cmap = my_cmap, marker='*', linewidth=0.1)\n", "ax.set_xlabel('rating_numerator')\n", "ax.set_ylabel('favorite_count')\n", "ax.set_zlabel('retweet_count')\n", "plt.axvline(11, c='blue')\n", "plt.show()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So we can see how concentration of the data points. Now let us explore the statisitical information in the data." ] }, { "cell_type": "code", "execution_count": 125, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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favorite_countretweet_countrating_numeratorrating_denominatorimg_numpredicted_confid1predicted_confid2predicted_confid3dog_class
count1442.0000001442.0000001442.0000001442.01442.0000001442.0000001442.0000001.442000e+03226.0
mean8586.1712902453.70665710.90900110.01.2128990.6135810.1416136.177018e-021.0
std12491.7802054462.1460611.6865830.00.5745230.2603590.1027385.256475e-020.0
min70.00000011.0000002.00000010.01.0000000.0443330.0000232.160900e-071.0
25%1953.000000566.25000010.00000010.01.0000000.3900030.0568301.523180e-021.0
50%4073.5000001244.50000011.00000010.01.0000000.6140250.1280374.995100e-021.0
75%10690.5000002828.50000012.00000010.01.0000000.8497950.2041539.554710e-021.0
max154886.00000076957.00000014.00000010.04.0000000.9999560.4676782.710420e-011.0
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator rating_denominator \\\n", "count 1442.000000 1442.000000 1442.000000 1442.0 \n", "mean 8586.171290 2453.706657 10.909001 10.0 \n", "std 12491.780205 4462.146061 1.686583 0.0 \n", "min 70.000000 11.000000 2.000000 10.0 \n", "25% 1953.000000 566.250000 10.000000 10.0 \n", "50% 4073.500000 1244.500000 11.000000 10.0 \n", "75% 10690.500000 2828.500000 12.000000 10.0 \n", "max 154886.000000 76957.000000 14.000000 10.0 \n", "\n", " img_num predicted_confid1 predicted_confid2 predicted_confid3 \\\n", "count 1442.000000 1442.000000 1442.000000 1.442000e+03 \n", "mean 1.212899 0.613581 0.141613 6.177018e-02 \n", "std 0.574523 0.260359 0.102738 5.256475e-02 \n", "min 1.000000 0.044333 0.000023 2.160900e-07 \n", "25% 1.000000 0.390003 0.056830 1.523180e-02 \n", "50% 1.000000 0.614025 0.128037 4.995100e-02 \n", "75% 1.000000 0.849795 0.204153 9.554710e-02 \n", "max 4.000000 0.999956 0.467678 2.710420e-01 \n", "\n", " dog_class \n", "count 226.0 \n", "mean 1.0 \n", "std 0.0 \n", "min 1.0 \n", "25% 1.0 \n", "50% 1.0 \n", "75% 1.0 \n", "max 1.0 " ] }, "execution_count": 125, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_dogs.describe()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So we have 1442 dataset left. The statistic informs us that that 50% of our selected dataset have probablity of 0.61% of not being selected by using our first level of condfidence. Equally it is indicating that 50% of the dogs in sample have rating_numerators lower than 11 points.\n", "\n", "When we consider the standard deviation, we see that rating_numerator has a much more smaller standard deviation (1.6) as compared with favorite_count and retweet_count. This might suggest that the data points are on average not so far from its mean (sample/poplation mean). On the other hand, we see that standard deviation of both favoriate_count and retweet_count are 12400 and 4466 respectively. These are huge values that might indicate there are outliers that may be driving standard deviation to be so large. \n", "\n", "Let us draw the mean values of favourite_count (green line) and that of rating_numerator (blue line) in another scatter plot to have a better visualisation of situtation being presented by our statistical exploration." ] }, { "cell_type": "code", "execution_count": 126, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "df_dogs.plot(x=['rating_numerator'],y=['favorite_count'],figsize=(12,6), title='rating_numerator vs favorite_count', marker='o', kind='scatter');\n", "\n", "plt.ylabel('favorite_count', fontsize=12)\n", "plt.xlabel('rating_numerator', fontsize=12);\n", "#plt.axvline(10, c='green')\n", "plt.axvline(11, c='blue')\n", "plt.axhline(4077, c='green');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The statistic is telling us that all rating_numerator values behind the blue line might not be considered when we us the rating_numerator as an orientation for selection and those behind the green line, when we use the favorite_count as an orientation, might not be selected. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us explore in much more detail the relationship between theses variables. To this end, we will use the seaborn pairplot to plot their pairwise relationships." ] }, { "cell_type": "code", "execution_count": 127, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.pairplot(df_dogs, \n", " vars = ['rating_numerator', 'retweet_count', 'favorite_count'], \n", " diag_kind = 'kde', plot_kws = {'alpha': 0.2});" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Along the diagonal, we have the displayed distribution of our three variables, with both favorite_count and retweet_count taking almost same form of distributon. The concentration of rating_numerator values are much dense between 10 and 14 points. Taking a closer look at rating_numerator, we see that it is left-skewed distribution. So we will expect the mean numerator_rating to be less than the median. However, correlation between the rating numerator and it self follows a distribution that somehow looks like a bell-shape distribution. The distribution of both favorite_count/retweet_count follow a right-skewed distribution, with the result their means would be greater than their median. \n", "\n", "On the other hand, interms of the pairwise relationship, correlation between favorite_count and retweet_count is strongly positive, with the data concentration at the lower tail end. \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us consider the analysis form another perspective and express the correlation between favorite_count and retweet_count in terms of rating_numerator express as a colour. " ] }, { "cell_type": "code", "execution_count": 128, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from matplotlib import cm\n", "\n", "cmap = cm.get_cmap('Spectral') # Colour map (there are many others)\n", "plt.figure(figsize = (14, 12))\n", "\n", "plt.xscale('log')\n", "plt.yscale('log')\n", "plt.xlim(df_dogs['favorite_count'].min() - 10, df_dogs['favorite_count'].max() + 100000)\n", "plt.ylim(10, df_dogs['retweet_count'].max() + 25000)\n", "colours = df_dogs['rating_numerator']\n", "markers = 25\n", "\n", "plt.scatter(df_dogs['favorite_count'], df_dogs['retweet_count'], \n", " c = colours, s = markers, cmap = cmap, edgecolor = 'None', alpha = 0.6)\n", "\n", "# title and labels\n", "plt.suptitle('Favorite Count vs. Retweet Count (Log10 Scale)', fontsize = 16)\n", "plt.title('with Rating for colour of marker', fontsize = 14)\n", "plt.xlabel('Favorite Count (log10)', fontsize = 14)\n", "plt.ylabel('Retweet Count (log10)', fontsize = 14)\n", "\n", "# colour bar\n", "cbar = plt.colorbar()\n", "cbar.set_label('Rating')\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "From the above plot we see an overall picture of a strong positive correlation between retweet_count and favorite_count. It does make sense though, given that fact that a tweet (favourite it) is more likely to to attract a retweet to it as well. This confirms the result form above. The tightly packed points follow a distinct linear trend with a positive slope, so as favorite count increases so does the retweet count. Also evident, tweets with high favorite count and high retweet count also have higher ratings, as shown by the concentration of blue points." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### In conclusion:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- strong correlation between favorite_count and retweet_count.\n", "- moderate correlation between rating_numerator and favorite_count/retweet_count\n", "- less dispersion in standard deviation of rating_numerator\n", "- large dispersion in standard deviaton of favorite/retweet_count\n", "- evidence of high favorite_count/retweet_count might be and indicator for high rating_numerator (The reverse may also hold as well)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2. How is the dog stage distributed. How do aggregration and mean values of rating_numerator, favorite_count and retweet_count show the patterns of the dog stages distribution? How is resulted dog stage ranked?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now as a recap, we have all in all 1442 dogs dataset (df_dogs) in our dataset for further analysis. Let us plot a bar graph to show the various classification of dogs. For this we will filter our dataset along dog stage. We will term it the dog class." ] }, { "cell_type": "code", "execution_count": 129, "metadata": {}, "outputs": [], "source": [ "df_dogs_class = df_dogs[df_dogs['dog_class'] == 1]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Henceforth df_dogs_class" ] }, { "cell_type": "code", "execution_count": 130, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "226" ] }, "execution_count": 130, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_dogs_class.shape[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we see our new dataset (df_dogs_class) has 226 elements, with its graphical representation displayed below." ] }, { "cell_type": "code", "execution_count": 131, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize = (17,6))\n", "sns.countplot(df_dogs_class['dog_stage'],order = df_dogs_class['dog_stage'].value_counts().index);\n", "plt.xlabel('Dog Class', fontsize = 18);\n", "plt.ylabel('Counts', fontsize = 18);\n", "plt.title(\"Bar plot for Dog Class\", fontsize = 16);\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here we see class Pupper has the most number of dogs while doggo,floofer and doggo,puppo have the least members. \n", "\n", "Let us now get the percentage distribution the dog class via a pie chart." ] }, { "cell_type": "code", "execution_count": 132, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "dog_stage\n", "doggo 47\n", "doggo, floofer 1\n", "doggo, pupper 7\n", "doggo, puppo 1\n", "floofer 7\n", "pupper 144\n", "puppo 19\n", "Name: dog_stage, dtype: int64" ] }, "execution_count": 132, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Create a variable and store dog_stage value counts\n", "dog_count = df_dogs_class.groupby('dog_stage').dog_stage.count()\n", "dog_count" ] }, { "cell_type": "code", "execution_count": 133, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "dog_stage\n", "doggo 12.000000\n", "doggo, floofer 11.000000\n", "doggo, pupper 11.142857\n", "doggo, puppo 13.000000\n", "floofer 12.000000\n", "pupper 10.953264\n", "puppo 12.000000\n", "Name: rating_numerator, dtype: float64" ] }, "execution_count": 133, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Create a variable and store the average rating numerator for each dog stage\n", "avg_numerator_rating = df_dogs_class.groupby('dog_stage').rating_numerator.mean()\n", "avg_numerator_rating" ] }, { "cell_type": "code", "execution_count": 134, "metadata": {}, "outputs": [], "source": [ "# Create a function for calculating percentages and labelling different sections of a pie chart\n", "def func(pct, dog_count):\n", " absolute = int(pct/100.*np.sum(dog_count))\n", " return \"{:.2f}%\\n({:d})\".format(pct, absolute)" ] }, { "cell_type": "code", "execution_count": 135, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot a pie chart with legend for showing percentage of dogs belonging to different dog stages\n", "explodeTuple = (0.3, 0.5, 0.8, 0.8, 0.0,0.2, 0.2)\n", "plt.figure(figsize = (12, 9))\n", "plt.pie(dog_count, labels = avg_numerator_rating.index.values,explode=explodeTuple, autopct = lambda pct: func(pct, dog_count),startangle=90, pctdistance=1.1, labeldistance=1.2)\n", "plt.legend();\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So we see that the dog_class pupper has 63.72%, and followed by doggo with 20.80%. \"doggo,puppo\" and \"doggo,floofer\" have least percentage taking values of 0.44% each." ] }, { "cell_type": "raw", "metadata": {}, "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Analysis using mean values of rating_numerator, favorite_count and retweet_count" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As the heading above has indicated, we will make a graphical inspection of our dog_class by using a two dimensional plot as indicated below. \n", "\n", "First we create the average dog_class variables." ] }, { "cell_type": "code", "execution_count": 136, "metadata": {}, "outputs": [], "source": [ "# create a variable and store the average favorite_count for each dog stage\n", "avg_dog_stage_favorite_count = df_dogs_class.groupby('dog_stage').favorite_count.mean().sort_values(ascending=False)" ] }, { "cell_type": "code", "execution_count": 137, "metadata": {}, "outputs": [], "source": [ "# create a variable and store the average retweet_count for each dog stage\n", "avg_dog_stage_retweet_count = df_dogs_class.groupby('dog_stage')['retweet_count'].mean().sort_values(ascending=False)" ] }, { "cell_type": "code", "execution_count": 138, "metadata": {}, "outputs": [], "source": [ " # create a variable and store the average rating_numerator for each dog stage\n", "avg_dog_stage_rating_numerator = df_dogs_class.groupby('dog_stage')['rating_numerator'].mean().sort_values(ascending=False)" ] }, { "cell_type": "code", "execution_count": 139, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "avg_dog_stage_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog class (orientation: rating_numerator]')\n", "avg_dog_stage_rating_numerator.plot(figsize = (10,6), kind='bar', color='blue', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Average favorite count')\n", "ax2.set_ylabel('Average rating numerator')\n", "ax1.set_xticklabels(avg_dog_stage_rating_numerator.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In the bar graph (two dimensional plot) we see dog_class (dog_stage) displayed using average favorite_count (y-axis-left) and average rating_numerator (y-axis-right). On the x-axis we have the dog stage variable (**conditioned**). For a better graph interpretation, it is very important to understand, how the graphs sorted. To this end, we provide a solution to it, by using the term **orientation**. **orientation** indicates the variable by which the graph is sorted. So from the above graph, we are orienting on the rating_numerator. The graph is telling us that conditioned on our dog_stage (**conditioned**) and using the mean values of both the numerator_rating and average favorite_count and orienting on the rating_numerator, the dog_stage \"doggo,puppo\" had the highest rating, followed by the dog_stage puppo. The class that had the lowest rating is pupper stage." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So we will be using this two defined words (**conditioned** and **orientation**) in the rest of our exploration" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next we have **conditioned**: dog_stage and **orientation**: favorite_count" ] }, { "cell_type": "code", "execution_count": 140, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "avg_dog_stage_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog class (orientation: favorite_count')\n", "avg_dog_stage_rating_numerator.plot(figsize = (10,6), kind='bar', color='blue', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Average rating count')\n", "ax2.set_ylabel('Average retweet count')\n", "ax1.set_xticklabels(avg_dog_stage_favorite_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- we have same the result as before (**orientation**: favorite_count)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now it is time to explore favorite_count and retweet_count and as **orientation**: favorite_count" ] }, { "cell_type": "code", "execution_count": 141, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "avg_dog_stage_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog class (orientation: favorite_count)')\n", "avg_dog_stage_retweet_count.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Average favorite count')\n", "ax2.set_ylabel('Average retweet count')\n", "ax1.set_xticklabels(avg_dog_stage_favorite_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- Here again, we have same result as before (**orientation**: favorite_count, rating_numerator)\n", "\n", "\n", "- Note: we are using the average values" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now use retweet_count and rating_numerator and **orientation**: rating_numerator" ] }, { "cell_type": "code", "execution_count": 142, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "avg_dog_stage_retweet_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog class (orientation: rating_numerator)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "avg_dog_stage_rating_numerator.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Average favorite count')\n", "ax2.set_ylabel('Average rating_numerator')\n", "ax1.set_xticklabels(avg_dog_stage_rating_numerator.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The result is not different from the ones we have had till. Obtained results form cross section of our **orientation** turn to favour the dog_stage \"doggo,puppo\" " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### In conclusion:\n", "\n", "- using dog_state (**conditioned**) and the average values of rating_numerator, favorite_count and retweet_count by orienting on rating_numerator, favorite_count and retweet_count als (**orientation**)\n", "\n", "- results are the same. Result turn to favour dog_stage \"doggo,puppo\" and pupper dog_stage is presented to be the last on the ranking." ] }, { "cell_type": "raw", "metadata": {}, "source": [ "### Research Question 2. How far do rating_numerator, favorite_count and retweet_count go to influence the selection of the top 6 dog breeds when using their aggreagation on one hand and their mean values on the other hand as predicted by the algorithm? Which dog breeds are the two top breed selected?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 2.1 Next focus our exploration on the top 6 dog_breed selected in by our algorithm." ] }, { "cell_type": "raw", "metadata": {}, "source": [ "Note: Here the selection will based on just the aggregation of our three variables and conditioning on predicted_dogbreed1" ] }, { "cell_type": "code", "execution_count": 143, "metadata": {}, "outputs": [], "source": [ "sum_favorite_count = df_dogs_class.groupby('predicted_dogbreed1')['favorite_count'].sum().sort_values(ascending=False).head(6)" ] }, { "cell_type": "code", "execution_count": 144, "metadata": {}, "outputs": [], "source": [ "sum_retweet_count = df_dogs_class.groupby('predicted_dogbreed1')['retweet_count'].sum().sort_values(ascending=False).head(6)" ] }, { "cell_type": "code", "execution_count": 145, "metadata": {}, "outputs": [], "source": [ "sum_rating_numerator = df_dogs_class.groupby('predicted_dogbreed1')['rating_numerator'].sum().sort_values(ascending=False).head(6)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now use favorite_count and retweet_count and **orientation**: favorite_count" ] }, { "cell_type": "code", "execution_count": 146, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "sum_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: favorite_count)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "sum_retweet_count.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Total favorite count')\n", "ax2.set_ylabel('Total retweet count')\n", "ax1.set_xticklabels(sum_favorite_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We see that Golden_retriever has the highest value and then followed by Labrador_retriever, Pembroke, Eskimo_dog, Lakeland_terrier and French_bulldog.\n", "\n", "Let us see what we will get by setting the **orientation** to retweet_count" ] }, { "cell_type": "code", "execution_count": 147, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "sum_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (\"orientation: retweet_count\")')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "sum_retweet_count.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Total favorite count')\n", "ax2.set_ylabel('Total retweet count')\n", "ax1.set_xticklabels(sum_retweet_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Golden_retriever and Labrador_retriever maintained their positions as before. Eskimo_dog and Pembroke have changed positions. Lakeland_terrier remains at the same position and French_bulldog has been sent out and in its place Samoyed brought in." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now use favorite_count and rating_numerator_count and **orientation**: favorite_count" ] }, { "cell_type": "code", "execution_count": 148, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "sum_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: favorite_count)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "sum_rating_numerator.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Total favorite count')\n", "ax2.set_ylabel('Total rating_numerator count')\n", "ax1.set_xticklabels(sum_favorite_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So we obtain the same result as using favorite_count, retweet_count with orientation favourite_count" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now use favorite_count and rating_numerator_count and **orientation**: rating_numerator" ] }, { "cell_type": "code", "execution_count": 149, "metadata": {}, "outputs": [ { "data": { "image/png": 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JkznhhBMAmD59+tpRyEMOOYTFixezfPlyAI455hjatm1bY5uPPfYYc+fOXXv+0UcfsWLFCtq3b18076RJk9aed+rUiaeffppBgwaxww47APDd736Xp59+usYAdMiQIbRo0YLevXvz3nvv1dhPK64xR0APAI6RdCTQBtiGbES0o6RWaYSyK7Aw5S8DugFlkloBHYAlBekVCssUS/+wmjaqtOqLVQ0+ibvQnZN715ypxE4uuC1iZmZWV7/4xS84+OCDuf/++1mwYAGDBg0CoEuXLmy33XbMmjWLe+65h9/97ndAtsF6ZRXbDbVr1y5Xm2vWrOG5557LFaxGxAbbGRXrQ+W+ABvswbnlllvmqsOq12hzQCPi/IjoGhHdyRYRPRER3wWeBI5P2YYDD6b3U9I56foTkf1lpwBDJW2ZVrf3BF4EXgJ6SuohqXVqY0oqU1UbZmZm1sCWL19Oly7ZbLcJEyasd23o0KFcc801LF++nN122w2Ar33ta2sXLk2bNo3tt9+ebbbZpto22rdvz4oVK9aeH3bYYdxwww1rzytu4RdTOe/SpUsZMGAATz31FB9++CGrV6/m7rvv5qCDDgJgxx13ZN68eaxZs4b777+/xs9fuW9Ws6Z4FOdoYJKky4FXgfEpfTxwh6T5ZCOfQwEiYo6kycBcoBw4MyJWA0g6C3iEbBumWyNiTg1tmJmZNTt5t01qLD/72c8YPnw41157LYcccsh6144//nh+9KMf8Ytf/GJt2sUXX8wpp5xCv3792GqrrZg4cWLlKjdw9NFHc/zxx/Pggw/y29/+lrFjx3LmmWfSr18/ysvL+drXvsYtt9xStOyFF17ImWeeSd++fWnZsiUXXXQRxx13HFdeeSUHH3wwEcGRRx7JscceC8BVV13FUUcdRbdu3ejbty8rV66stm/9+vWjVatW7L777owYMYJzzjmnxs+zuZOHjzNqreDnjVe/b8GbmVlDmTdvHr169WrqbliJFPt7S1oVEfnmK2yE/CQkMzMzMyupprgFb2ZmZtbgbrvtNq6//vr10g444ABuvPHGJuqRVcUBqJmZmTULp5xyCqecckpTd8Ny8C14MzMzMyspB6BmZmZmVlIOQM3MzMyspByAmpmZmVlJeRGSmZnZJu6uPn0atL6G3Cf6uuuuY+TIkWy11VYAHHnkkdx111107NixwdrYWD3wwAPsuuuu9O698e0F3tQ8AmpmZmb1EhGsWbOm6LXrrruOVatWrT1/+OGHm1XwuXr16iqvPfDAA8ydO7dW9ZWXl9e3S5sEB6BmZmZWawsWLKBXr1784Ac/YM899+TUU09l7733pk+fPlx00UUAjB07loULF3LwwQdz8MEHA9C9e3c+/PDDteVPO+00+vTpw2GHHcYnn3wCwEsvvUS/fv3Yb7/9+OlPf0rfvn2r7MeECRM47rjjGDx4MD179uRnP/vZ2mtbb7312vf33nsvI0aMAGDEiBGcccYZHHzwweyyyy489dRTfP/736dXr15r8wA8+uij7Lfffuy5556ccMIJax/J2b17dy699FIOPPBA/vjHP/L73/+effbZh913351vf/vbrFq1imeffZYpU6bw05/+lP79+/OPf/yDmTNnMnDgQPr168e3vvUtli5dCsCgQYO44IILOOiggzbYx7S5cgBqZmZmdfL6668zbNgwXn31VX7zm98wY8YMZs2axVNPPcWsWbM4++yz2WmnnXjyySd58sknNyj/xhtvcOaZZzJnzhw6duzIfffdB2T7ed5yyy0899xztGzZssZ+zJw5k3vuuYfZs2dzzz338M4779RYZunSpTzxxBOMGTOGo48+mnPOOYc5c+Ywe/ZsZs6cyYcffsjll1/OY489xiuvvMLee+/Ntddeu7Z8mzZtmD59OkOHDuW4447jpZde4rXXXqNXr16MHz+e/fffn2OOOYb/9//+HzNnzuTLX/4yw4YN4+qrr2bWrFnstttuXHLJJWvrW7ZsGU899RTnnntunq9+k+c5oGZmZlYnO++8MwMHDgRg8uTJjBs3jvLychYtWsTcuXPp169fteV79OhB//79Adhrr71YsGABy5YtY8WKFey///4AnHzyyTz00EPV1nPooYfSoUMHAHr37s0///lPunXrVm2Zo48+Gknstttu7Ljjjuy2224A9OnThwULFlBWVsbcuXM54IADAPj888/Zb7/91pY/8cQT177/61//yoUXXsiyZctYuXIlhx9++AbtLV++nGXLlnHQQQcBMHz4cE444YSi9W0OHICamZlZnbRr1w6At956i1//+te89NJLdOrUiREjRvDpp5/WWH7LLbdc+75ly5Z88sknRESt+1G5nop5lJLWplfuT0WZFi1arFe+RYsWlJeX07JlS77xjW9w9913F22z4rNDdkv/gQceYPfdd2fChAlMmzat1p+hsL7NgW/Bm5mZWb189NFHtGvXjg4dOvDee+/xpz/9ae219u3bs2LFitx1derUifbt2/P8888DMGnSpDr3a8cdd2TevHmsWbOG+++/v1ZlBw4cyF/+8hfmz58PwKpVq/j73/9eNO+KFSvo3LkzX3zxBXfeeefa9MLP3qFDBzp16sQzzzwDwB133LF2NHRz5BFQMzOzTVxDbptUF7vvvjt77LEHffr0YZdddll72xpg5MiRHHHEEXTu3LnoPNBixo8fz2mnnUa7du0YNGjQ2tvrtXXVVVdx1FFH0a1bN/r27bt2EVEeO+ywAxMmTOCkk07is88+A+Dyyy9n11133SDvZZddxoABA9h5553Zbbfd1gadQ4cO5bTTTmPs2LHce++9TJw4kVGjRrFq1Sp22WUXbrvttjp9rjwktQGeBrYki/fujYiLJE0ADgKWp6wjImKmsuHi64EjgVUp/ZVG619dhrqbI7VW8PPGq//OyRvfHmBN/T9YZmZWN/PmzaNXr15N3Y1Gs3LlyrUr2K+66ioWLVq02awOL6bY31vSqoio8r59CijbRcRKSVsA04EfAaOAhyLi3kr5jwR+SBaADgCuj4gBDftJ1vEIqJmZmW1U/ud//ocrr7yS8vJydt55ZyZMmNDUXdrkRDbCWDHku0U6qht1PBa4PZV7XlJHSZ0jYlFj9M8BqJmZmW1UTjzxxA1WhT/yyCOMHj16vbQePXrUem7n5kRSS+Bl4CvAjRHxgqQzgCsk/RJ4HDgvIj4DugCF+1eVpTQHoGZmZrZ5Ovzww4tub7QZayVpRsH5uIgYV5ghIlYD/SV1BO6X1Bc4H/hfoDUwDhgNXAqIDTXaPE0HoGZmZpugiFhvmyFrnqpZq1MeEXvnrGOZpGnA4Ij4dUr+TNJtwE/SeRlQuHlqV2Bh7Xucj7dhMjMz28S0adOGxYsX12nPTNt0RASLFy+mTZs2tS4raYc08omktsDXgb9J6pzSBAwB/pqKTAGGKTMQWN5Y8z/BI6BmZmabnK5du1JWVsYHH3zQ1F2xRtamTRu6du1al6KdgYlpHmgLYHJEPCTpCUk7kN1yn0m2Kh7gYbIV8PPJtmE6pd6dr4YDUDMzs03MFltsQY8ePZq6G7YRi4hZwB5F0g+pIn8AZzZ2vyr4FryZmZmZlZQDUDMzMzMrKQegZmZmZlZSDkDNzMzMrKQcgJqZmZlZSTkANTMzM7OScgBqZmZmZiXVaAGopDaSXpT0mqQ5ki5J6RMkvSVpZjr6p3RJGitpvqRZkvYsqGu4pDfSMbwgfS9Js1OZsWlXfyRtK2lqyj9VUqfG+pxmZmZmVjuNOQL6GXBIROwO9AcGp0c7Afw0IvqnY2ZKOwLomY6RwM2QBZPARcAAYF/gooKA8uaUt6Lc4JR+HvB4RPQEHk/nZmZmZrYRaLQANDIr0+kW6ajuobXHArencs8DHdPzSg8HpkbEkohYCkwlC2Y7A9tExHNp9/7byZ5pWlHXxPR+YkG6mZmZmTWxRp0DKqmlpJnA+2RB5Avp0hXpNvsYSVumtC7AOwXFy1JadellRdIBdoyIRQDp9V+q6N9ISTMkzWBNnT+mmZmZmdVCowagEbE6IvoDXYF9JfUFzgf+HdgH2BYYnbKrWBV1SK9N/8ZFxN4RsbeXY5mZmZmVRknCrohYBkwDBkfEonSb/TPgNrJ5nZCNYHYrKNYVWFhDetci6QDvpVv0pNf3G/QDmZmZmVmdNeYq+B0kdUzv2wJfB/5WEBiKbG7mX1ORKcCwtBp+ILA83T5/BDhMUqe0+Ogw4JF0bYWkgamuYcCDBXVVrJYfXpBuZmZmZk2sVSPW3RmYKKklWaA7OSIekvSEpB3IbqHPBEal/A8DRwLzgVXAKQARsUTSZcBLKd+lEbEkvT8DmAC0Bf6UDoCrgMmSTgXeBk5otE9pZmZmZrWibAG5qbWCnzde/XdO7t14ldfRyXPmNHUXzMzMrA4krYqIdk3dj7ry0hszMzMzKykHoGZmZmZWUg5AzczMzKykHICamZmZWUk5ADUzMzOzknIAamZmZmYl5QDUzMzMzErKAaiZmZmZlZQDUDMzMzMrKQegZmZmZlZSDkDNzMzMrKQcgJqZmZlZSTkANTMzM7OScgBqZmZmZiXlANTMzMzMSsoBqJmZmZmVlANQMzMzMyspB6BmZmZmzYykNpJelPSapDmSLknpPSS9IOkNSfdIap3St0zn89P17o3ZPwegZmZmZs3PZ8AhEbE70B8YLGkgcDUwJiJ6AkuBU1P+U4GlEfEVYEzK12gcgJqZmZk1M5FZmU63SEcAhwD3pvSJwJD0/th0Trp+qCQ1Vv8cgJqZmZltelpJmlFwjKycQVJLSTOB94GpwD+AZRFRnrKUAV3S+y7AOwDp+nJgu0brfGNVbGZmZmaNpjwi9q4uQ0SsBvpL6gjcD/Qqli29FhvtjCJpDcIjoGZmZmbNWEQsA6YBA4GOkioGILsCC9P7MqAbQLreAVjSWH1yAGpmZmbWzEjaIY18Iqkt8HVgHvAkcHzKNhx4ML2fks5J15+IiEYbAfUteDMzM7PmpzMwUVJLsgHHyRHxkKS5wCRJlwOvAuNT/vHAHZLmk418Dm3MzjkANTMzM2tmImIWsEeR9DeBfYukfwqcUIKuAb4Fb2ZmZmYl5gDUzMzMzErKAaiZmZmZlZQDUDMzMzMrqUYLQCW1kfSipNckzZF0SUrvkR5y/0Z66H3rlL5lOp+frncvqOv8lP66pMML0gentPmSzitIL9qGmZmZmTW9xhwB/Qw4JCJ2B/oDgyUNJHu4/ZiI6AksBU5N+U8FlkbEV4AxKR+SepNtBdAHGAzclB4t1RK4ETgC6A2clPJSTRtmZmZm1sQabRumtHnpynS6RToCOAQ4OaVPBC4GbgaOTe8B7gVukKSUPikiPgPeSvtTVWwfMD9tJ4CkScCxkuZV04Y1El1S7AleTS8uarQ9dM3MzKyOGnUOaBqpnAm8D0wF/gEsSw+5h+yxT13S+y7AOwDp+nJgu8L0SmWqSt+umjbMzMzMrJ4knZUnrSqNGoBGxOqI6E/2rNF9gV7FsqXXYkNo0YDpG5A0UtIMSTNYUyyHmZmZmRXx/SJpuac8luRJSBGxTNI0YCDQUVKrNELZFViYspUB3YAySa2ADmSPgqpIr1BYplj6h9W0Ublf44BxAGot36s1MzMzq4akE8nW5vSQ9F8Fl9oDy/LW02gBqKQdgC9S8NkW+DrZ4qAnyR5yP4nsofcPpiJT0vlz6foTERGSpgB3SboW2AnoCbxINtLZU1IP4F2yL+PkVKaqNszMzMys7l4EFpMN8N1YkL6C7NnyuTTmCGhnYGJard4CmBwRD0maC0ySdDlZR8en/OOBO9IioyVkASURMUfSZGAuUA6cGRGrYe1cg0eAlsCtETEn1TW6ijbMzMzMrI4i4i3gLeCx+tTTmKvgZwF7FEl/k3Wr2AvTPwVOqKKuK4AriqQ/DDyctw0zMzMzqz9JxwJXkd2dVjoiIrbJU74kc0DNzMzMrFn5DfCtiJhdl8J+FKeZmZmZ1dZ7dQ0+wSOgZmZmZlZ7L0m6E3iA7OmXAETElDyFHYCamZmZWW1tB6wBjilIC7JdjWrkANTMzMzMaiUivlef8g5AzczMzKxWJI0rlh4RI/OUdwBqZmZmZrX1eMH7NsC3gDHJ5UYAACAASURBVHfyFnYAamZmZma1EhH3FJ5LugOYmre8t2EyMzMzs/rqAeycN7NHQM3MzMysViQtJVv1XvEUpCXAeXnLOwA1MzMzs9ravuD9moiI2hR2AGpmZmZmtRIRqyUdCXwNQNK0iPhz3vKeA2pmZmZmtSLpCuBnwJvp+Jmky/OW9wiomZmZmdXW0cAeEbEaQNKtwCvAhXkKewTUzMzMzOpim4L37WtT0COgZmZmZlZb1wCvSHqcbBX8IOCXeQs7ADUzMzOzWomI/5T0JDCALAD9ZUS8m7e8b8GbmZmZWa1IOgZYGRH/FRH3AR9LOipv+RoDUEm/ypNmZmZmZpuNSyNiecVJRCwDLstbOM8I6OAiad/M24CZmZmZlZakbpKelDRP0hxJP0rpF0t6V9LMdBxZUOZ8SfMlvS7p8BqaKBZD5p7aWWVGSacDo4BdJb1ScKk98HLeBszMzMys5MqBcyPiFUntgZclTU3XxkTErwszS+oNDAX6ADsBj0natWKbpSJekXQNcCPZIzl/CLyat3PVRaqTgceBK1n/2Z4rIuL9vA2YmZmZWWlFxCJgUXq/QtI8oEs1RY4FJkXEZ8BbkuYD+wLPVZH/LOBi4MF0/ijwg7z9qzIAjYilwFLgBEkCdkj5W0naKSIW5m3EzMzMzBpUK0kzCs7HRcS4YhkldQf2AF4ADgDOkjQMmEE2SrqULDh9vqBYGdUErBGxEvhJnTtfUwZJZ5BNKl0MrKloF+hd10bNzMzMrF7KI2LvmjJJ2hq4D/hxRHwk6WayuC7S62+A75NtpVRZNGB/15Nnsui5QK+I+KCxOmFmZmZmDUvSFmTB550R8V8AEfFewfXfAw+l0zKgW0HxrkCj3e3Oswq+DFjSWB0wMzMzs4aVpk+OB+ZFxLUF6Z0Lsn0L+Gt6PwUYKmlLST2AnsCLVdTdUtLZ9elfnhHQ+cATkh4CPqtIjIix9WnYzMzMzBrNAcD3gNmSZqa0C4CTJPUnu72+ADgdICLmSJoMzCVbQX9mVSvgI2K1pG8DdY4F8wSgFauotqkpo5mZmZk1vYiYTvF5nQ9XU+YK4IqcTTwj6XpgEvBxQR2z8hSuMQCNiF/k7IiZmZmZbR4OSq97FqQF8LU8hfOsgp9KkVVQEXFYngbMzMzMrHmJiK/Wp3yeRUgXAr9IxxXA34DXairUkI+AkjQ4pc2XdF5Beg9JL0h6Q9I9klqn9C3T+fx0vXu+r8PMzMzMaiKpvaRrJD2fjqvTE5dyqTEAjYgXCo6nIuJssp3xa1LxCKhewEDgzPSYJ8geAdU/HQ+nD1L4CKjBwE1plVVLssc8HUG29+hJBfVcnerqSbZp/qkp/VRgaUR8BRiT8pmZmZlZw7gV+AIYlo7PgdvyFq4xAJW0TcHRUdKhQOeaykXEooh4Jb1fAeR+BFREvEW2+n7fdMyPiDcj4nOyya7Hpu0FDgHuTeUnAkMK6pqY3t8LHJrym5mZmVn99YyIn0fE39PxC+AreQvnuQU/h2yPqDlkD5n/OXBabXpY6RFQkD0CapakWyV1SmldgHcKilU8Aqqq9O2AZRFRXil9vbrS9eUpv5mZmZnV36eS9qs4kTQQ+DRv4Tyr4LvVlKc6DfAIqGJBclSTnxquFfZtJDASgJbVfgwzMzMzW+cHwB2Stkznn5DtO5pLnlXwrciCtIpl9dOAPxSMPFZXtqEeAVUs/UOgo6RWqS+F+SvqKkv970CRpzlFxDhgHIBaq9Ged2pmZmbWzHwYEX0kbQsoIhZL+lLewnluwd8I7E822fTW9P6mmgo14COgXgJ6phXvrckWKk2JiACeBI5P5YcDDxbUNTy9Px54IuU3MzMzs/p7ACAilkTE4sK0PPI8CWlgROxecP6opBq3YaIBHwEl6SzgEbIb5bdGxJxU32hgkqTLyeanjk/p48mGheeTjXwOzdFfMzMzM6uGpF2BXkAHSccUXNoGaJO3njwB6BpJ3SNiQWq4O7CmpkIN+QiotFXTBuUi4k2KbAkVEZ8CJ9TURzMzMzOrlT7AcUBH1o+1VpAGFfPIE4D+DHha0t/JAsqvsG6/TTMzMzPbTETE/cD9kg5Mg411kmcV/FRJ/0Y23CpgbkR8UtcGzczMzGyT95Kk08lGRNfeeo+IkXkK59mIfhSwZUS8EhEvA23S9kVmZmZmtnm6HegOHEW2z/uXqcU+oHlWwY+KiGUVJxGxFDijdn00MzMzs2Zk14g4H1gZEePJHqPeN2/hPAHoelu0S2oBbFGrLpqZmZlZc/JFel0mqRfQHtg5b+E8i5CmSrobuIVs66QzgMdq20szMzMzazbGp8epX0S2VeZWwC/zFs4TgP6ULOg8h2wR0qPA72rfTzMzMzPb1ElqSfYkpKVkDwXK/QSkCnlWwa8GbkiHmZmZmW3GImK1pB+TPW69TvLMATUzMzMzK/SIpB9L6ixpm4ojb+E8t+DNzMzMzApVPPXoXLI1QkqvuW7H5w5AJW0ZEZ/VuntmZmZm1qxERLf6lM+zEf2+kmYDb6Tz3SX9tj6NmpmZmdmmS1JbSedJujmdf0XSEXnL55kDOpZsl/vFABHxGnBwXTprZmZmZs3CrWRx5FfT+ULgV3kL5wlAW0TEPyulrc7bgJmZmZk1Oz0j4lekDekjYhXZPNBc8swBfUfSvkCkfZ9+CPy9Lj01MzMzs2bhc0ltyBYeIakH8HnewnkC0DPIbsN/CXiP7ClIo2rfTzMzMzNrJi4F/gx0lTQROAg4NW/hPAHoLhExtDBB0kDSnFAzMzMz27xExJ8lvQzsT3br/acR8X7e8nnmgN5UJO3GvA2YmZmZWbO0A9kc0DXAQEnH5C1Y5Qhomve5H7CDpLMLLm0DbFHHjpqZmZnZJk7S74G9gblkAShk80Gn5Clf3S34dsD2Kc8OBekrgBNq3VMzMzMzay4OBHpHRNSlcJUBaEQ8CTwp6baIeLOuvTMzMzOzZucFYFfg9boUru4W/G8i4lzgN5I2iG4j4ri6NGhmZmZmjUtSN+B24F/JbpGPi4jrJW0L3AN0BxYA34mIpZIEXA8cCawCRkTEK9U0MR54QdK7wGekZ8FHxJ55+lfdLfh70usNeSoyMzMzs41GOXBuRLwiqT3wsqSpwAjg8Yi4StJ5wHnAaOAIoGc6BgA3p9eq3Ap8H5jNujmguVV3C/7FtPH8sIgYXtuKzczMzKxpRMQiYFF6v0LSPKALcCwwKGWbCEwjC0CPBW5Pczqfl9RRUudUTzHvRMR/1bV/1e4DGhGrJXWWtEVEfFHXRszMzMysaUjqDuxBNm9zx4qgMiIWSfqXlK0L8E5BsbKUVlUAOlfS7cB/k92CJ9VZ71XwFd4EnpH0IPBxQQNj8zRgZmZmZg2ulaQZBefjImJc5UyStgbuA34cER9lUz2LKnahuhXuHdJr4d6fDbINU4UPgKnAVukwMzMzs6ZVHhF7V5dB0hZkweedBbfL36u4tS6pM1Dx9KIyoFtB8a7Awqrqjojv1b3rOQLQiPgFgKS26fyT+jRoZmZmZo0rrWofD8yLiGsLLk0BhgNXpdcHC9LPkjSJbPHR8mrmfyJpg9FWgIgYmad/NQagknqTTVLtnJ2qjGxp/rw8DZiZmZlZyR0AfA+YLWlmSruALPCcLOlU4G3WPVzoYbItmOaTbcN0Sg31P17wvg3wLdafQ1qtPLfgxwEXRMRUAElfB35PtgO+mZmZmW1kImI6xed1AhxaJH8AZ9ai/nsKzyXdQTZlM5cWOfK0rwg+U4OPAe1rKiSpm6QnJc2TNEfSj1L6tpKmSnojvXZK6ZI0VtJ8SbMk7VlQ1/CU/w1JwwvS95I0O5UZm4abq2zDzMzMzBpFD2DnvJnzBKALJJ0vqWs6zgP+maNcxQaovYCBwJnpdv55ZBug9iQbvj0v5S/cAHUk2QaopB37LyKbj7AvcFFBQHlzyltRbnBKr6oNMzMzM6snSUslLUnHMrLRzwvyls8TgH6fbFXUw+noSs3zAoiIRRWPcIqIFUDhBqgTU7aJwJD0fu0GqBHxPNAxrc46HJgaEUsiYinZBxycrm0TEc+lYePbK9VVrA0zMzMzq7/tgR3S0SkidomIyXkL55kDulNE/KCuvYN6b4BaXXpZkXSqacPMzMzM6ik9rOhfgS+R7Ulakf5snvJ5AtCb0m3wycA9EfG32nSwATZArW16bfo2kuwWPrSsTUkzMzOzzZekXwH/B/gbsDolB9lK+hrl2Qf0q5K6ACcCEyW1JgtEr8rRuYbYALWMdc8srUifltK7FslfXRuVP9s4slX+qLVqFbyamZmZbca+DewaEZ/WpXCeOaBExLtpE9MRwGzgsprK5NgAFTbcAHVYWg0/kHUboD4CHCapU1p8dBjwSLq2QtLA1NawSnUVa8PMzMzM6u8tcsaRxeTZiL4n2ejn8cBK4B5gdI66G2QD1IhYIuky4KWU79KIWJLenwFMANoCf0oH1bRhZmZmZvW3AnhV0mPAZxWJEfEfeQrnmQN6FzAJOCYi3s7bq4bcADUibgVuLZI+A+hbJH1xsTbMzMzMrEH8OR11kmcO6D51rdzMzMzMmp+IGF/ddUmTI+I7VV3Pcwv+y8AVQG+yZ31WNLxrLfppZmZmZpuPntVdzDN5dAJwG9nt9CPItmOaVO9umZmZmVlzVe3uQnkC0K0i4hGAiPhHRFwIHNwQPTMzMzOzzU+eRUifpW2O/iFpFPAu4CcLmZmZmVlVqnzyEOQLQM8BtgbOJpsLug3Z8+HNzMzMzIq5oLqLVQagkiZExAhgn4h4gWy/p+81bN/MzMzMbFMj6VU2nOe5HJgBXBkRf9qw1DrVjYDumx7BeZqkiVQaSo2Ij+rQXzMzMzPb9E0liw3vSudDyZ4Jv5JsAfsx1RWuLgD9A9kz178EzGH9ADRSutlG7a4+fZq6C0WdPGdOU3fBzMysPvaPiAMLzl+VND0iDpQ0u6bCVa6Cj4hrI6IncHtEfCkiuhUcDj7NzMzMNl/tJe1VcSJpT7J1QgDlNRXO8ySk0+reNzMzMzNrhk4H7pC0Bdld8s+BUyW1A66pqXCeVfBmZmZmZmtFxPNAb0nbAYqIDwsu311TeQegZmZmZlYrkloDQ4DuQKtsy3iIiF/lKe8A1MzMzMxq637gU+BlstXvtVLdPqBLKf4cTwEREdvWtjEzMzMzaxZ2joi+dS1c3Qjo9nWt1MzMzMyatecl9Y6IuXUpXGUAGhHrDadK2hZoU5C0sC4NmpmZmdkmbwDZ3p/zgc9Yd4d8zzyFa5wDKumbwBigK7AY6AL8Hfj3uvbYzMzMzDZpQ+pTOM8ipCuAA4BHI2IPSd8Avl2fRs3MzMxs0yOpXUR8DHxQn3ryBKDlEfGBpBaSFBFTJV1Rn0bNzMzMbJN0L3AE2WPag3TrveA119My8wSgy9Ou9tOB2yW9D6ypS4/NbPNxV58+Td2Fok6eM6epu2BmtsmKiCPSa7f61FPls+ALDCHb5+nHwDTgXeCo+jRqZmZmZpsuSY/mSatKnhHQ8yPiArJNRsenBn4FXJC3ETNrPLpETd2Fou6kd1N3wczMGlh6AlIbYEdJ7cluvQNsQ87b75BvBHRwkbRv5m3AzMzMzEpL0q2S3pf014K0iyW9K2lmOo4suHa+pPmSXpd0eDVVn0k2//Pf02vF8QhwS97+VfckpNOBUcCukl4puNQemJG3ATMzMzMruQnADcDtldLHRMSvCxMk9QaGAn2AnYDHJO1aeU94gIgYA4yR9OOIuK6unavuFvxk4HHgSuC8gvQVEfF+XRs0MzMzs8YVEU9L6p4z+7HApIj4DHgrbS6/L/BcNfVfJ+nfgd4UPKgoIu7K02CVt+AjYmlEzI+IE4C2wDfSsUOeis3MzMxso3OWpFnpFn2nlNYFeKcgT1lKq5KkC4FxZLfdjwCuA47P24ka54BKOpNsNPRL6Zgs6Qd5GzAzMzOzBtdK0oyCY2SOMjcDXwb6A4uA36T0YqtZo4a6TgQOBhZFxPeA3cm3uB1yZjwd2DciVsLaFfDPAjflbcTMzMzMGlR5ROxdmwIR8V7Fe0m/Bx5Kp2VA4b6eXYGFNVT3SUSsllSeVsP/L7BL3r7kWQUv4IuC8y8oHimbmZmZ2UZKUueC028BFSvkpwBDJW0pqQfQE3ixhupeldQRuJVscfqLwCvVF1mnygBUUsXo6B3A85IuTPf7nwUm1lRxQy3/lzQ4pc2XdF5Beg9JL0h6Q9I9aV8q0pd3T8r/Qi0m4JqZmZk1C5LuJltE9G+SyiSdClwjabakWWS3z88BiIg5ZNMt5wJ/Bs4stgK+oG4BF0fEsoi4kWx7ztMjYlje/lV3C/5FYM+IuEbSk8BXyUY+R0XESznqnkA9l/+nyzeSLX4qA16SNCUi5gJXp7omSboFOJVsbsOpwNKI+IqkoSnfiTn6a2ZmZtYsRMRJRZLHV5P/CuCKnHWHpIeAvdL5/Nr2r7pb8Gtvs0fESxFxbUT8JmfwSUQ8DSzJ2Y+1y/8j4i2gYvn/vsD8iHgzIj4HJgHHpsj7EODeVH4i2SNDK+qqGKG9Fzg05TczMzOzhvGipD3rWri6EdAdJP1HVRcj4to6tnmWpGFk8wXOjYilZEv9ny/IU7j8v/K2AAOA7YBlEVFeJP/arQQiolzS8pT/wzr218zMzMzWdyBwmqR/AB+TDVxGROQKSqsLQFsCW9OwC45uBi4jW9p/Gdny/+9X0UZQfIQ2qslPDdfWk7YsyLYtaFlNr83MzMys0JCas1StugB0UURcWp/KK6vj8v9i6R8CHSW1SqOghfkr6ipLC6k6UMVUgIgYR7aJKmqtmva7MjMzMzMgIv5Rn/K55oA2lDos/38J6JlWvLcmW6g0JSICeJJ1O+4PBx4sqGt4en888ETKb2ZmZmYbgepGQA+tT8Vp+f8gYHtJZcBFwCBJ/cluiS8g2+SeiJgjqWL5fzkFy/8lnQU8QnaT/Na0VQDAaGCSpMuBV1m3sms8cEd6jukSsqDVzKxB6ZKNc21jXOT/v21mG78qA9CIyLuCvaryDbL8PyIeBh4ukv4m2Sr5yumfAifUqrNmZmZmVjK5n9lpZma2MfDos1nTkbSU4ou7K1bBb5unHgegZmZmZpbX9g1RiQNQMzMzM8ul8iM6JW0LtClIWkgO1a2CNzMzMzPbgKRvSvo72faXL6TXJ/KW9wiomZmZ5bIxzr/13NsmcwVwAPBoROwh6RvAt/MW9giomZmZmdVWeUR8ALSQpIiYCuR+NrxHQM3MzMystpZLagdMB26X9D6wJm9hj4CamZmZWW0NAT4FfgxMA94Fjspb2AGomZmZmdXW+RGxOiK+iIjxEXEt8B95CzsANTMzM7PaGlwk7Zt5C3sOqJmZmZnlIul0YBSwq6RXCi61B2bkrccBqJmZmZnlNRl4HLgSOK8gfUVEvJ+3EgegZmZmZpZLRCwFlgInSOoLHJguPQPkDkA9B9TMzMzMakXSmWSjoV9Kx2RJP8hb3iOgZmZmZlZbpwP7RsRKAEm/Ap4FbspT2COgZmZmZlZbAr4oOP8ipeXiEVAzMzMzy0VSq4goB+4Anpd0X7r0LWBi3nocgJqZmZlZXi8Ce0bENZKeBL5KNvI5KiJeyluJA1AzMzMzy2vtbfYUcOYOOgs5ADUzMzOzvHaQVOUjN9MjOWvkANTMzMzM8moJbE0tFhwV4wDUzMzMzPJaFBGX1rcSb8NkZmZmZnnVa+SzggNQMzMzM8vr0IaoxAGomZmZmeUSEUsaoh4HoGZmZmZWUg5AzczMzJoZSbdKel/SXwvStpU0VdIb6bVTSpeksZLmS5olac/G7p9XwZuZNSN39enT1F0o6uQ5c5q6C2abmwnADcDtBWnnAY9HxFWSzkvno4EjgJ7pGADcnF4bjUdAzczMzJqZiHgaqDxf81jWPa99IjCkIP32yDwPdJTUuTH75wDUzMzMbNPTStKMgmNkjjI7RsQigPT6Lym9C/BOQb6ylNZoGi0Abai5B5KGp/xvSBpekL6XpNmpzFhJqq4NMzMzs2akPCL2LjjG1aOuYnt7Rj3qq1FjjoBOAAZXSquYe9ATeDydw/pzD0aSzT1A0rbARWTzEPYFLioIKG9OeSvKDa6hDTMzM7PN2XsVt9bT6/spvQzoVpCvK7CwMTvSaAFoA809OByYGhFLImIpMBUYnK5tExHPRUSQTbAdUkMbZmZmZpuzKUDF3eThwIMF6cPSHemBwPKKW/WNpdSr4NebeyCpprkH1aWXFUmvrg0zMzOzzYKku4FBwPaSysjuKF8FTJZ0KvA2cELK/jBwJDAfWAWc0tj921i2Yapq7kFt02vXaDZhN5u027K2pc3MzMw2ThFxUhWXNniUZrqbfGbj9mh9pV4FX9u5B9Wldy2SXl0bG4iIcRWTd70fgJmZmVlplDrsqu3cg0eAwyR1SouPDgMeSddWSBqYVr8Pq1RXsTbMzMzMbCPQaLfgG2LuQUQskXQZ8FLKd2lEVCxsOoNspX1b4E/poJo2zMzMzGwj0GgBaEPNPYiIW4Fbi6TPAPoWSV9crA0zMzMz2zh45qOZmZmZlZQDUDMzMzMrKQegZmZmZlZSDkDNzMzMrKQ2lo3ozczMNml39enT1F0o6uQ5c5q6C2Yb8AiomZmZmZWUR0DNzMxsk+WR502TR0DNzMzMrKQcgJqZmZlZSTkANTMzM7OScgBqZmZmZiXlANTMzMzMSsoBqJmZmZmVlANQMzMzMyspB6BmZmZmVlIOQM3MzMyspByAmpmZmVlJOQA1MzMzs5JyAGpmZmZmJeUA1MzMzMxKygGomZmZmZWUA1AzMzMzKykHoGZmZmZWUg5AzczMzKykHICamZmZWUk5ADUzMzOzknIAamZmZmYl5QDUzMzMzEqqVVN3wMzMzMwanqQFwApgNVAeEXtL2ha4B+gOLAC+ExFLS903j4CamZmZNV8HR0T/iNg7nZ8HPB4RPYHH03nJNUkAKmmBpNmSZkqakdK2lTRV0hvptVNKl6SxkuZLmiVpz4J6hqf8b0gaXpC+V6p/fiqr0n9KMzMzs43OscDE9H4iMKQpOtGUI6B5I/IjgJ7pGAncDFnAClwEDAD2BS6qCFpTnpEF5QY3/scxMzMz26gE8Kj+f3t3Hm/rWP9//PU2zyEp0zdDZMrQgAwNlCFThAwVohPJkAr9qMzNmjNLQokSmSUyh8isMhWhDIkMmd6/Pz7X6iy7fTjHOWetfdZ+Px+P89h73ete977Wvda512d9ruv6XNLvJY1p215r+36A9nPufjRsJHXBjysi3xA4zuVKYHZJ8wBrAefbfqSNXTgfWLvdN5vtK2wbOI4+RfcRERERk8k0kq7p+jdmmH1Wsf1mKpm3k6R39LiN49SvSUidiNzA4baPYEhELqkTkc8H3NP12Hvbtpfafu8w2yMiIiIGxXNdvcjDsn1f+/kPSadSPcZ/lzRPi7XmAf7Rg7b+j35lQCckIh9u/KZfwfb/PbA0pvPNgRderskRERERUwZJM0uatfM7sCZwE3A60Jk3szVwWj/a15cM6ARG5PcCC3Q9fH7gvrb9XUO2X9S2zz/M/sO14wjgCABNp2GD1IiIiIgp0GuBU9s87GmAE22fI+lq4GeStgP+Cmzaj8b1PAP6CiLy04GPtNnwKwH/al315wJrSpqjTT5aEzi33fe4pJXa7PeP0KfoPiIiIqIfbN9pe9n2bynbB7XtD9tew/ai7ecj/WhfPzKgExqRnwW8D7gdeBLYFsD2I5IOAK5u++3fdRJ3BI4FZgTObv8iIiIiYgToeQBq+05g2WG2PwysMcx2AzuN41jHAMcMs/0aYOmJbmxERERETHIjqQxTRERERIwCCUAjIiIioqcSgEZERERETyUAjYiIiIieSgAaERERET2VADQiIiIieioBaERERET0VALQiIiIiOipBKARERER0VMJQCMiIiKipxKARkRERERPJQCNiIiIiJ5KABoRERERPZUANCIiIiJ6KgFoRERERPRUAtCIiIiI6KkEoBERERHRUwlAIyIiIqKnEoBGRERERE8lAI2IiIiInkoAGhERERE9lQA0IiIiInoqAWhERERE9FQC0IiIiIjoqQSgEREREdFTCUAjIiIioqcSgEZERERETyUAjYiIiIieSgAaERERET2VADQiIiIiempgA1BJa0v6o6TbJe3V7/ZERERE9NJIjoUGMgCVNDXwfWAdYElgC0lL9rdVEREREb0x0mOhgQxAgRWA223fafsZ4KfAhn1uU0RERESvjOhYaFAD0PmAe7pu39u2RURERIwGIzoWku1+t2GSk7QpsJbt7dvtDwMr2N55yH5jgDHt5puBpyZjs6YBnpuMx4/h5bz3T859f+S890/OfX+M1vM+I3Bt1+0jbB/RuTG+sVC/TNPvBkwm9wILdN2eH7hv6E7thTpi6PbJQdI1tt/ai78VY+W890/OfX/kvPdPzn1/5LyP03jFQv0yqF3wVwOLSlpI0nTA5sDpfW5TRERERK+M6FhoIDOgtp+T9EngXGBq4BjbN/e5WRERERE9MdJjoYEMQAFsnwWc1e92dOlJV3/8j5z3/sm574+c9/7Jue+PnPdxGIGx0H8N5CSkiIiIiBi5BnUMaERERESMUAlAIyIiIqKnEoBGxIglSf1uQ0RMWdoSlLl+jHAJQEcJSXmtR4C8DuNHZSpnkHrf5T3bW53gKSZc59zZfr5tmqmPzYmXkQvLKCBJtl9ov8/d2dbfVo1OXa/DrpLW6Xd7RiqXFyQtK2lPSW+XNG2/2zWatC8B3deO9SQt1eoJxmTSCZ4kbSJpwf62ZsrSde6WlXQsmR0/oiUAHQVsW9Kikk4BPt3Z1udmjQpDA/1WEPhQ4E3A3X1p1AjTOUfdmZ8W++wMHAs8CuwHbC9phr40chRqXwIsaV5JRwFfAfZuP2MS6Xr/d35uKOkyI8kbtgAAIABJREFUYB3gS5J2aduTGR1G9/mTNJuks4AvUktrv0XSqn1tYIxTAtABNPRCJWl14PvAJbb37E+rRh9JU3cC/a5uzCWADwE/s32rpIGtxTsBXg0vyl7MAQiYF1gLuJE6b88A/+lTG0eFYa4d6wInAffYXgrYC1hH0kr9aN8g6koGdM790sBOwGeBeYB9Jc1m+/n0XP2v9iWpc61dAHjQ9sbAHsCR1JfXGIESgA6grg/yhdumv1GLDizQtuebdA+0D4ypJH2Z+hBZCfg1cDSwadvnuX62sd8k7QBc1XX7p8D7gTmB+YBLqA/idW0fDcyU9+/k03XtWKpt+jXwGDCDpOls/xU4CjiwT00cCMME+psCP2s3D6HW7L4I+DpwAXBYZ9ceNXHEGjomWdJiVKb4bVTA/uZ219PAj4E5JG3Z21bG+EgAOgCG6ebdQNKNwJ6STgbupYKeWSS9sRMY9aOto4mk/wNOA54ArqEySasAxwNzSVqj7TfqAqrO+8/2YcALkj7S7poVOBn4J/AItW7xB2zfIGkFqgt4xj40eSBJWlLSa7tubyzpauCANgRCVPCzFPC6tts3gQUkjel5gwdEV6DfeS9fCLxJ0jttPwUsDxxh+wxqGcXNJS3bGY87Gkl6Y5uY2BmT/H/trmeB54H3ABcDD0va2vazwJPAncCYjF0eeRKEDIDu8Zztw2QTYCPqw/oDVDfmNcCDwMbtMaP2Qja5SXp9uzhOT2Xwfkq9HrcDtwE3A+cBn4QXzdgceF2zVF/oGn6wF7CfpHmBm4Cn2zk5B5gZOFXSN6jutAdt/7sPTR84kuYD1qa+ICFpTSr7vCF1rncEdrD9K2oc7iaSZmyvzQ7A9X1p+BSqEwB1jVk8AviIpGltPwR8Gzi47T4n8BpJWwFvpDKhj/S+1f0naUFJJ1Jf4A9rX5IWBi6W9CrbdwGXUdnP1YB9gAMlbUFl62+iPvtW688ziHFJADqFGibruYukd1FdN38DdgbOBna2/QvbfwR+Rw3KXqXX7R1Uw7wOM1AZoiWoMYybUAHoJbbXsH0/MC3VtXm/pEV63OS+6sr8bAnsLGlh26dQHxL3Uh8im0h6te1zqMkEPwL+Aaxu+5t9avrA6Mo+/832IcBq7X14IfWlaBPgS8BvqazcUlQAtC2wSHvshbZ/14/2T0kkzSrpIADbz7Qvpp3/8+cB6wH/1+7/HjBjG3d7CPAc8Cng17b3sH1Pz59An6mqANxJfZatRH2BX4/KzJ/B2PGdlwIPAe+zfSmwDZW1PwP4LpUlvbl3LY/xkQkQU6hhZrEvSV3IDqSynqcCq9r+j6QFgIWorpyngSt72dZB1OkK6ppk9AbgfttPSPoTsC6V2XsM+K7t09p+36EmdHwN+ESfmt8zLUDvLuUzE/BD4FXAHcA3JB1NfWDcB/yJylRsJelJYH/bv+hH2wdN13v2ha5tc1CZzjOpoSEzA++0vVy7/0bgk7Z3lPQ54I99aPqU7HngfZLuoSbQfQG4Q9KRtk9qweYmkr7Tut6vp7J2C9g+ADigby0fAWzfLekG4HbbT0u6EHg3FYB+HzixDU24XtJDwEaStrN9tKRLgHdQn3uXAY9IUirAjBzJgE4hVKbq+n0JSQd2jYP5ITCn7UepTMZ0wFtbVvRnVNfac7Z/PZq6fCe1du415EP8/VTgv3PbdCb1HeFJ4DjqA+bkNrZuTuDErscO9P/Brnqe80han5oIN7vttW3vRE0S2Jia4f49YIm2fSvgMNvJWkwC3e9ZSWtJ+qmktWz/E/gBsCKwOBUkrS9pAUlvoUqF3SRpFttntHF18RJUEw8F0K4Bn6WuDUvaXogqLfYOSStTXe5rUNeI7agvYd8HphnauzKKvZ/qBYHqPZoWeMz2rcAvgKNUEzxXpbrpz237zk2Npd3Z9q62n0nwObIor8fIN2Tg9XzAv4AXgG9R3wSPpjKbu9neRtJrgC2BtwGvBb7TxnHFJNI+nHekZnCfTE3QOIIKqO6nJs5s08Y8zkZl9f5h+8r2+IH9Jj70uUn6KJWJuJ46P+cA27WsxWLAvsCXqeza/cDbbN/R84YPuDY+fAeqC/ivwGLAuS1bdAjwkO2DJX2WGgc6C/Ap2xf2rdFTmCHX6pmBJ1uZoDMAbK8naS4q4z8nNcTknVSQtSSwUwusoouqDu3K1FjO79j+edd9X6LqKp9k+8d9amK8AglAR6g2QWNZ279vt6elumPeB1wHXG77cEnbAttT37B/Cmxg+7b2mNlsP9Z1zP9eHGP8SdoGmNH2oe32lsAYavzRx6ihLB+mMkg7UVmM3YB32L5hmOMN5OsgafaWge/eNj9Vx/N7tj/fPnx3AGawvU/b51xgH9tXS5qpZY1iIqjqIj4/ZNuHqUzSorbvaLffxtjVYvYGjrd9pqRF8iXglVFNpvsONbnrbttflLQMdX3e2PZtquLomwM3tuv4NB7lJdleiqpawGPAq2w/2XqOprL93NBzN6jX10E00N1/U6qWNVudsYPVobokX7C9DNUtto+k19v+IdXl8AFqAtKbuh7zeNfxMvN9AnV1j59p+1BJs7XbswJfA0yd7z8Az9u+npo8ICrrOctwxx2010HStK378HPt9lskfVrSirbvpc7V+wDabN8zgTUkfU/S+dQM67va/Qk+J4GuyV6bSVqpfUj/mKqGsVnb7UJq4sbGtm8CbqGtnZ3g85VpgeYZwK+opMCekjZrX0RPYeykmcupSTF3tdsZFvUS2vjYT1K9ftCCz3bfc/CiyXUDdX0dZMmAjjBDunBeBWzSusg+RX04rEitmPH/WsCDpOmp7rRvAtu0D/2YCN3dyC2j8U7gY7ZXVxWWfz/1gb2P7VskzUJ1t3Veu4Vc5UFGBUkbMrakz4rA1dSXqK8Av6G63k+0fWzbf4G23wy2j+9HmwdJGy/YPc7zbdSwhkeomqrTtSEhq1PXidVtPyxpA+rL63eAP2R8+ITpXCckbeixEw3no8Y6H0xdq2dn7MSZy4C9bf98uCx1jFsLMB8B3pIvSIMhAegIMSTgmY9aKedmaozQZsD6VBfZjrbPbPutC/ze9gP9afVgGWbs4uuojMVMVHbvF1RWY06qG/lTtu+UtASV5du7jWvsfCgNbFfQ0OfWuta3bv8+6FpmdEtgWSobNCuwP/D2dDVOWkOuHQtQAc+8VB3aM4DDqSEiG9o+V9IPgGltf6yNU5zP9p/61PyBIOk64Arbn1BVFvgRcKjtsyXdApxne7cW8N9l+8a+NngKJWlu2/8Y5DH0o0m64PtMUmcd7M4HyHupD4zHgGup7NGu1AXtAWBu1YoQe1MZjiWHHG/UraozKagKG7+j/T6tpLdS3T1P2P5wyyofDRxg+2yq2/0Hkk6gutYu6GSkO6/lIAafQ7u5JK0r6d1U5vNUatjHmm33s6iZqPO2c/YQY7t/YxLpunZsRl0nVgbOp4bqXEldR/4fcHC7PnwXWEHSPLafSPD50lp2+b/XVpXp2/CGpdtuG1OrFS1A1e98hlqRZzrgVmAZVdH00xN8vnK2/9F+JvgcAAlA+6RdxN5E1S2bVtJSLWO0E/C47WNsPwz8kipqvhjwcWpc6LeBNwDvtf2b7uOmS+cVE7CLpP2Br1KB03O0ItHtQ+g44HlJ29j+IrA7ld1bxaOgQHrLOnQCz6kk7UZ1536UmrxyJ1ViZok2BOFR4CnGLuG4me0Thzl0TAB1lflpt6VaS3wf4Cjbh7fXaWFqksuhVCm25YHtXbOsV3YtihAvbw4Ye21twc8cwIeohT1mbcNtTqCyno8DN1CTRq+lstDvtf2vfjQ+YqRKF3yPdT44WhftwtSklSWAK6gsxQeB5ahM2+1tbOGHgLVsb9SOMVebzDHsbNd4ecOMmVsCuICqg7hG61pfD9gA+LHtS9p+a1PLFC5u+4mu442K10G10tNBVBmwf9k+sG3/CzU84SLq/MxLlVvaEtjW9lV9afAAa+M8X0uVAnuGquf5oO1d2/1bUeNyL6GGQjxLrS9+S39aPOWRtAewhe3lVfV+x1A1l0+nMv0bAEfavqoNQ3mAGl97cevNun00jQWPmBDJgPZQC1Lc1X3wMJXZfADY1/Z91JJiD9O6g13rXl8E/E3SYi0L1Qk+pxoNQc/k0F6GToH0N1A1KD9PfZjP23a7gVqtZ121dctdy0O+37XiUadrToP4OmjswgedrsePUqs7PU+NM1xH0pvb7nsA33CV/TqZek//C1gxweek09X9+xUq4FyMCjBnp4pwT6+xS+1eTGXoPwRcbXu3BJ8vrZ3fWSR9UdIctr8KzKmqk7oWdS1eA9jTVVv5KeDdbSzt7FSt250BbJ+f4DNi3JIB7QNJ+1CF48+h1m3fHpjJ9n7t/jHUB8vPbV8xWrJrk9swE2c+T5W3upx6Hb4NbER1l23W9nk3NbHmLNs/632r+2PouWrb/gL8yfZ7W9D+MWqc4ZGuenw3AafZ3lu1lvvDvW/5YBnH6zA/dc04iAqKfkKVuboD+AjVPfy5rux+JmxMoPbF6kbbz0rahDrHK7tq1XauCUdQs7J3At5KlWXbw7UWeUS8jGRAJ6P2bbp7rNa8ks6iZlHfSpXkmJfKvs0racW26w1UcfO54EU1/fJ6vQJdwx46H8gzSloemNv24lSm6OPUmLmLgGcljVEt77YANa7x7D40vee6z5WkRSR9uY0vBNgEeHu7/3bqPbwIVaKqc/9l7f4EnxNhmPfsmpKW1tiSa8tQdTy3pcrSXNJ6UK6g6gGv0DlWgs/xoxdP4LwDOFXSarZPAW6i1bJtv19FBaF3296ZKje2ZoLPiPGXDOhk0p11kLQk9UF9C9V9cy7waerDfENq/NbWwCrADNSKGRfY/lsfmj6wJC1CfVBcTZW4Wo+aIDMzsJ/tS1UrTq1I1UV8FNihM0t4UDNJ7YN3S2r4x322/yPpA9QSmd8B3gJgewdJpwEP2P64pHmoccv3UMvjPd2XJzBg9OJawNNQwxvGAL+llir9IrUa2lc9tq7q+tQXqqMlLWD7nr40fgqjWgp2FdeCHp3bf2n/B74OzGx7R1VVjF8D89v+dxt/uzNwsrPMccQrkgB0MmrZivdSF6pDqGBnp3b3T20f0vabpm37FPCU7e91HWMgg55eatmkjWkZOtvfU9VQPZCalNFZYnNl6vxfN1o+xFUrGG1PlU/6N3V+vtEmX5xHTVz5OfV+3bcFnbdQ3ZG3SlqO6pbPCkaTkGrpwc542yfaazIPNfllDJXhXIMKROcC3kONwT2uT02eokh6PbAFVeliI2rp3I9TJayuAfakSov9Eviu7VMlHU8V9N+svT5zJkkQ8cqlS3fy+hiVIbrA9rnUhIAZqVWMOsHnl4C9bD9n+2ud4LOrCy7B50Rq5/AZarjDTG3zhcBtwDySVlaVFDqGVle1E3xqgOuqSpqbmrG+te01qXFuy6jKg81C1fH8GrBdCz5ndZXuOYFaFg/bf0jwOXG6h+m02x+kvrC+igqIVpc0bzv3RwEH2T6cGrM8I/AklcVL8PkyVCWsvkqNv5+JWgrzCup8/872klSFh+2o83ossKWkWan3/OqqYuhPJfiMmDgJQCeDrg+UnwB/AqaWNLvtR6gi82MkHSvpEuCNVJf7iyTwnDBDx9sOs+3c9m8mSQu2oOlAarb2LlRGaW3bJ3QfY5Anf7mKOh9NZemhMj9zU9nQv1BlqT5h+zJVybCDJb3e9idt7zTsQWO8tbfnVN3/11Vl1/YFZrW9G1WZ4e/Am9p7+RhgNkl72b6Mqp7xeVe1jHh5WwELAW+2/QXbP6eCzAWp9z1UkL8gVfruOGrM/hhXXdv52/+biJhI6YKfCC81O73Tda6qxbca8EPbv2v3zU9N3Pi77V9379+rtg+SYcbbLmX75KH3t0lFH6SWLz2+6/7ZXOWDOhO9PFpeC1X5mL9QE1fGULOqN6EmX23afj+/bT/N9hf61NSBMuQ9uwjVnX5LG4e8OXCw7YXb/V+gxoYf46oNvArVFXxhv9o/JWq9GScCJ9g+XdIMtp9W1bbdGVjO9lZt3z2oRSj2o3pOnnJWjIqYpJIBfQU63bK2n5c0dXc37dAsHJXdfBZYRdJr2+PutX1CV/A51WgJeCal7mEKqtqI61Er87xoMkzn3Nq+ErgTWK0Fqp37/xt82n5hNL0WrmL6e1Hj3RajMp5P2f6T7YOo1Z7uAtZP8Dlx2rXiw5IWotZpR9IWVID/BuAwVQm2C4HfSjqwPfTHwJuAt7YvvZcl+JxwLVnw39XNqEUnaJPnTqIuKVu1+06nanzOYvv6BJ8Rk14yoBNBVR/uS1SJnrNcRcq775/KVc5mTWpM0b6uZfBiImj42og7U91rp9j++jCP6WRBF6XGeZ4xyN3rE6IF8vdS3ZJ/b5PnnhlNgfjkNsxkr0ttHyLpaOo9e3abGLcKVeLnbqpreGPXqlzvAq7KeNtXrr3Px1D//w+0/aCkGW0/JWk+6svWCsCGbbhURExGyYCOh85Yrfb71JIWlHQ6sDhVPukOYHNJS7d9poKxNfxsnwfsluBz0vDYEjVrSNpONTv4SGpS0XRtHN3Qx7gFrn+2fVrLXg/NVo9KLdDchMr6YPs/CT4nnXFM9lquTfZ6lDbxjRqjPAOwoO0/UOXCPgRg+6IEnxOnvacvoj73tmrbnmp3bwT8gxpj+2yuDRGTXwLQl9HpHm+ZzBltP2/7bmAdYHrblwNnALcz9sOie7WdzhKO9/e+9YNB0kySPilptXZ7RklHUuOzlqLKBK1EZYwWob4YDD3G1F2Ba6fAf4KsxvYVwPOSlul3WwbNOCZ7vYbKht4OzCJpadvPUStyzdX228X2/r1u7yCz/UfgTCphcICkDSWdQ63pfpbtH9p+PNeGiMkvAehLaN22naBlf+BESR9pXZRbMzbgvINaAeZ1kjZo+3cCz+fa7S3a2K+YcLMDr6XWZJ+KWiVqBmAd27sD3wCOtn0Rtf74uyS9Bl6UjX5e0rSSDgZ+IGm2PjyPkW412zf0uxEDajdgvzbhZX2q1M8D1HhPgMMl7Ut1Ef8GXpSdi0moDZXajbpWfBD4pe01bd/Y35ZFjC4JQIeQNIeky1WleixpZknfA0Rl3D4KfMH2icDjknZtD72VWqJt7ha4dgLPTSVdQwVMd/f8CQ0A1xKDd1FB6LuBeYBlbT8uaRpXKZV72xi6n1PjuDpZzs4XiO2plWRuATbvTDyKsTImdvIZx2Svp23fRq3p/k1q0suatn/Tv5aODravbGPFt7J9WL/bEzEaZRJSF0nT2n62de8+71p6cC7gy8B3qVWMFgF2t329auWcC6mZks9Kmrl90HSWdPs2Nev6cwl4XhlJS1Djsu4ElqCKRe8o6TfAOba/2vb7PlWm5veS5ukMeZA0HfW6zQ98PuPool8y2SsiYqxpXn6XwdY1U10tiJyWWt5ub0knUOtjzwucBnzR9pj2uCVsXy7pJCrjdlkn+GyWAT7ZuudjPGj4uqrrUzPWD5K0MfCeVn1ge+BXrYt9SeqLwYPtdby/M+vd9jOSDkt3ZvRb61HpTPZa0fZ/+t2miIh+GdVd8JLeDnwL/vvhsC5wI9VdfjPVLTYNcDlwCjV7FUn7AXtImt72R1wrknSO2alNeUqCzwnTCT4lLds1RnNBqusdapbwTdSM1QeBDYFHgJtsr2L7r51sUndWKcFnjBSZ7BURUUZ1AEoVJV5Y0trt9iLA8bYPaeVSZqJWgzmcOldnS7oaWBQ4oJPB6C7Zke608dfKW6nr9haSbqYmCByrWqXnDGop08Vbhvkhqij3Z2zfbvuIrm74gV23PQZKJntFxKg36rrgh3Tz3kx1h20LnAO8Hrina/eDga8Bi9neXdIbgNlsX9uONepWzplU1FVMXrU06dPAxsD7qBVK7gI+Qa1H/gC1SsyeVPbzGFrNyq7jKZNoYkqQ92lExCjMgLZyPDNKmqNNSPkV8IKkD1AzqLeQ9Lq2+/XAq6lAiJZxe1Hw2YenMBDauNuZVWsun0vNDt6GCkDPpEorrUtloQ8GzgM+A1xs+1u27xxyvHwJiIiImEIM/Cz4VpfzPtvXtNvbU+VQrgEet/0xSRtRS2VuTC2tORfwJPA64BfUUnkZRziROhOD2u9zUUHmq22v17bNApwA7Gr7bkmXU2M9t7P90JBj5QtARETEFGpgu+AlrQV8muravVjSo8B01BJs76UCm/MkbQlcDLyTWnnk05LeTC1N+H3bN7XjJeB5BVoZpbfbPqZN9FoGuN+1DvMfgF3bZK7/ADMCzwLvk3Qj8HfgWio72jleZ9hDXouIiIgp1EBmQFtG8/PA3rbP7gQ4kt5JFZLf2fZjbdb7bsDawMrUeM8x3RMEuma1D96J6gFJW1HB/XlUhnlRaujHZ4C/AHsAt9n+lqQZgXcBu1PB6F62L+1HuyMiImLyGagxoF0zqlcCvmz7bICuenurAY8xdpWcM6k1md9EZdp2GxJ8dtaBT/A5AYbMRv8VVXx7I+BW228DjqKWwFsE+CW1dOaCtp9qr9mHba/aCT47y2lGRETEYBioD/auQHE5YPrOdkkbSLqKWmd5JWBzSWtI+iBwH3C77SdsXznkeOnmnQBd2eJOPc/Z2wpQZ1G1POdo9x9KLTu4GHAJcD+Viabd/0B7/NTtdl6HiIiIATJQAWiX84Dl2zKMALNRXe+fo1Y1upMKeD4E7G/7331p5YDpmmC0lqSLgIMkfbRNAPsl8IykpdvuVwJrt9qe3wYOGeZ4KVcTERExgAY1AL2SyoCuD2D7+DaZ6A/U+uE/Bba1vb7tK7uLocf462Qou36qVR3YHfgU8FvgE5LWAX4GzA58QdIbqS74SwFs32b7r3kdIiIiRodBDkBvAnZp3e+vlrQXcDRwEUCnrE8rTJ8xnhNI0qLA+e3mC/DfDOgNwPuB5YF9gKuoCUf/pup7LgjsDfzO9le6j5nXISIiYnQYyDJMrdj8YcDUwGZUd/vDwAds/23ovn1o4hTP9p9bYL+W7XMlTWv72Va/czFgnfbvP1SguhvwdSozfWanrmrKW0VERIw+A1mGaShJ89q+r/0+FZVsG/wnPplJWhA43/ai7bZarc8PA5va3kDSGsDWVGH/XWw/0/bN6xARETFKjYoAtCPZtklP0tFUeaWvS5qpLW+KpAuome4LUysZXdHPdkZERMTIMaoC0Jj0JM0M3APMZ/spSdNSBecfp1Y8uq5r33wBiIiIiASgMfEkfZwq5n8qcCRwHZX1fLTdP3XG2kZERERHAtCYaG085yPUike72r6gz02KiIiIESwBaEwSkl5t++H2u6j3VrrbIyIi4n8kAI1JStI0tp/rdzsiIiJi5EoAGhERERE9NagrIUVERETECJUANCIiIiJ6KgFoRERERPRUAtCIiIiI6KkEoBExsCT9u/2cV9IpL7PvbpJmmsDjv0vSGROw/92S5pqQv9H12IskvfWVPHYC/86+kj7Tft9U0s2SXujF346I0SMBaERMUSRNPaGPsX2f7U1eZrfdgAkKQEcaSdNM4kPeRC2te/EkPm5EjHIJQCNixJC0oKTbJP1I0g2STpE0U8scfkHSpcCmkhaRdI6k30u6RNLi7fELSbpC0tWSDhhy3Jva71NL+rqkG9vf2FnSLsC8wIWSLmz7rdmOda2kkyXN0rav3dp4KRWcvdTzebWk8yRdJ+lwQF337S7ppvZvt67tn2/HP1/STzrZyOZDki5vj1mh7b+vpCMknQcc157f19o5uKEtlds59me7tu/XtX1vSX+U9GvgjZ3ttm+1/cfxfwUjIsbPpP62HBExsd4IbGf7MknHAJ9o25+2vSqApAuAHWz/WdKKwA+A1YFvA4faPk7STuM4/hhgIWB5289JmtP2I5J2B95t+6HWTb4P8B7bT0jaE9hd0leBI9vfuh046WWeyxeBS23vL2nd9reR9BZgW2BFKij9naTfAlMDHwCWp67P1wK/7zrezLZXlvQO4Bhg6bb9LcCqtp+SNAb4l+23SZoeuKwFp4u2fyu0v3l6O84TwOYv8TcjIia5BKARMdLcY/uy9vvxwC7t95MAWiZyZeDkWvUVgOnbz1WoAA7gx8BXhjn+e4DDOit22X5kmH1WApakgjeA6YArgMWBu2z/ubXleFpQOQ7voGVJbZ8p6Z9t+6rAqbafaMf5BbAa1St1mu2n2vZfDTneT9qxLpY0m6TZ2/bTO48B1gSWkdQZcvAqKvBcs/27rm2fpW2ftbXlyfY3T3+J5xMRMUkkAI2IkWbo8myd20+0n1MBj9pebjwfP5TGc5/zbW/xoo3ScuPx2PFpj4bZ9lLbx3Wsoeemc4ydbZ/7ogNLawFfsn34kO27jaONERGTTcaARsRI83+S3t5+3wK4tPtO248Bd0naFEBl2Xb3ZVR3MsBW4zj+ecAOnQk7kuZs2x+nsoEAVwKrSHpD22cmSYsBtwELSVqkq30v5eJOOyStA8zRtf397bgzAxsBl7Tnur6kGVqmd90hx/tgO9aqVDf7v4b5m+cCO0qatu27WPsb5wIf7RrLOp+kuVtbNpI0o6RZgfVf5jlFREy0BKARMdLcCmwt6QZgTuDQYfbZCthO0vXAzcCGbfuuwE6Srqa6nodzFPBX4Ib2+C3b9iOAsyVdaPtBYBvgJ60dVwKL236a6nI/s01C+svLPJf9gHdIupbq/v4rgO1rgWOBq4DfAUfZvs721cDpwPXAL4BrgO4g85+SLgcOA7Z7ied3C3Btm3h1ODCN7fOAE4ErJN0InALM2tpyEvAH4OdUIAyApI0k3Qu8vT3nc4mImARkp+clIkYGSQsCZ9he+mV2HViSZrH9b1VN0ouBMS1IjIgYGBkDGhExshwhaUlgBuBHCT4jYhAlAxoRMZEkbUt1/3e7zPa4SkFFRIxqCUAjIiIioqcyCSkiIiIieioBaET1LfPEAAAAI0lEQVRERET0VALQiIiIiOipBKARERER0VMJQCMiIiKip/4/KlNFXC332jEAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "sum_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: rating_numerator)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "sum_rating_numerator.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Total favorite count')\n", "ax2.set_ylabel('Total rating_numerator count')\n", "ax1.set_xticklabels(sum_rating_numerator.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here again, Golden_retriever and Labrador_retriever have maintained their positions. Pembroke has been brought to third position and completely new dog classes like Pomeranian, Chihuahua und Pug have been brought in." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now use retweet_count and rating_numerator_count and **orientation**: retweet_count" ] }, { "cell_type": "code", "execution_count": 150, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "sum_retweet_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: retweet_count)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "sum_rating_numerator.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Total favorite count')\n", "ax2.set_ylabel('Total rating_numerator count')\n", "ax1.set_xticklabels(sum_retweet_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So we obtain the same result as using retweet_count, favorite_count with orientation retweet_count" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally let us use retweet_count, rating_numerator with **orientation** rating_numerator" ] }, { "cell_type": "code", "execution_count": 151, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "sum_retweet_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: rating_numerator)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "sum_rating_numerator.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('Total favorite count')\n", "ax2.set_ylabel('Total rating_numerator count')\n", "ax1.set_xticklabels(sum_rating_numerator.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We observe that the resultc nsitent with using rating_numerator, favorite_count with orientation rating_numerator." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### In conclusion:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- using aggregation of our rating_numerator, favorite_count and retweet_count condition on predicted_doggreed1 and with **orientation** on rating_numerator, favorite_count and retweet_count we have:\n", "\n", "\n", " - Golden_retriever and Labrador_retriever selected across the various **orientation**s and the maintained they same positions (first and second) respectively through out.\n", " \n", " \n", " - there was consistency in the outcome with favour_count or retweet_count with rating_numerator and favour_count or retweet_count being used as **orientation**.\n", " \n", " \n", " - using rating_numerator against favorite_count/retweet_count with **orientation** rating_numerator, obtained results remain exactly the same.\n", " \n", " \n", " - the result was not exactly the same when favorite_count/retweet_count or retweet_count/favorite_count and **orientation** favorite_count/retweet_count. For example using retweet_count as orientation, Eskimo_dog and Pembroke changed positions and French_bulldog was sent out and in it's place Samoyed brought in, as against what favorite_count has selected.\n", " \n", " \n", " - rating_numerator orientation brought in three completely new dog_breeds namely Pomeranian, Chihuahua und Pug" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next we will use mean values of favorite_count, retweet_count, rating_numerator" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### 2.2 Mean values favorite_count, retweet_count, rating_numerator for the top 6 best selection breed" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next we construct our variables for the selection." ] }, { "cell_type": "code", "execution_count": 152, "metadata": {}, "outputs": [], "source": [ "mean_favorite_count = df_dogs_class.groupby('predicted_dogbreed1')['favorite_count'].mean().sort_values(ascending=False).head(6)" ] }, { "cell_type": "code", "execution_count": 153, "metadata": {}, "outputs": [], "source": [ "mean_retweet_count = df_dogs_class.groupby('predicted_dogbreed1')['retweet_count'].mean().sort_values(ascending=False).head(6)" ] }, { "cell_type": "code", "execution_count": 154, "metadata": {}, "outputs": [], "source": [ "mean_rating_numerator = df_dogs_class.groupby('predicted_dogbreed1')['rating_numerator'].mean().sort_values(ascending=False).head(6)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now use favorite_count and retweet_count and set orientation: favorite_count" ] }, { "cell_type": "code", "execution_count": 155, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "mean_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: favorite_count)')\n", "mean_retweet_count.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('favorite_count')\n", "ax2.set_ylabel('retweet_Count')\n", "ax1.set_xticklabels(mean_favorite_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We see that the selection is quite different to what we obtained, when we just use the aggreation method. Standard_poodle has taken the first postion followed by French_bulldog, Flat-coated_retriever, Black-and-tan_coonhound, Rottweiler and Eskimo_dog respectivly. Apart from the French_bulldog and Eskimo_dog that were selected using aggegation in the last chapter, the rest are completely new." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us explore further by using retweet_count as orientation" ] }, { "cell_type": "code", "execution_count": 156, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "mean_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: retweet_count)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "mean_retweet_count.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('favorite_count')\n", "ax2.set_ylabel('retweet_count')\n", "ax1.set_xticklabels(mean_retweet_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here we see that Standard_poodle has maintained its position, Flat_coated_retriever is pushed to the second position, Eskomo_dog given the third position and French_bulldog to the fourth, Rottweiler maintained its position and Tibetan_mastiff brought in and Black-and-tan_coonhound sent out.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us determine further by using favorite_numerator and rating_numerator and the orientation in turns" ] }, { "cell_type": "code", "execution_count": 157, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "mean_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: favorite_count)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "mean_rating_numerator.plot(figsize = (10,6), kind='bar', color='blue', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('favorite_count')\n", "ax2.set_ylabel('rating_numerator')\n", "ax1.set_xticklabels(mean_favorite_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The result is the same as using favorite_count, retweet_count with **orientation** favourite_count. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So we now us rating_numerator as **orientation**" ] }, { "cell_type": "code", "execution_count": 158, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "mean_favorite_count.plot(figsize = (10,6), kind='bar', color='green', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: rating_numerator)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "mean_rating_numerator.plot(figsize = (10,6), kind='bar', color='blue', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('favorite_count')\n", "ax2.set_ylabel('rating_numerator')\n", "ax1.set_xticklabels(mean_rating_numerator.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Suprisingly Black-and-tan_coonhound has taken the first position and Standard_poodle pushed to the second position, with Curly-coated_retriever, Bazoi, Tibetan_mastiff and Flat-coated_retriver following respectively." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now use retweet_count/favorite_count with retweet_count as **orientation**" ] }, { "cell_type": "code", "execution_count": 159, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "mean_retweet_count.plot(figsize = (10,6), kind='bar', color='brown', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: retweet_count)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "mean_rating_numerator.plot(figsize = (10,6), kind='bar', color='blue', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('retweet_count')\n", "ax2.set_ylabel('rating_numerator')\n", "ax1.set_xticklabels(mean_retweet_count.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The result is the same as before as when using retweet_count/favorite_count,by seting **orientation** retweet_count." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally let us ascertain how the selection would be retweet_count and rating_numerator and set rating_numerator **orientation**" ] }, { "cell_type": "code", "execution_count": 160, "metadata": {}, "outputs": [ { "data": { "image/png": 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r47la+3U3s1XL4MGDGT16NHPmzOE73/kOS5YsoaKigs0335xOnTqxaNEi1lsvG1HdddddOeecczjnnHPYdtttmTRpEh07dqRz585sscUWvP/++0yZMoUhQ4awdOlS/vnPf9K3b1969erF7bffzhFHHEFEMGPGDPr37798/7VZe+216d69O3fffTeHHHIIX3zxBV999RW77rorf/jDHxg5ciQfffQRjz32GBdddBFLly5l1qxZfPHFF3z++ec8/PDDy+/nrE2nTp1YuHBho17TIrSTNK1gfUxEjKmrgaSDgLcj4oWmeH7lKpdMmpmZtWSN9SifPNZff33GjRvHiBEjlg8/X3DBBWy++eaMGjWK/fbbj27dujFp0iR22WUX5s2bx6677krbtm3p0aMHW265JQCrr746d9xxB6eeeiqffPIJlZWV/OQnP6Fv377cdNNNnHTSSVxwwQUsXbqU4cOH079/f4YPH86PfvQjrrzySu64444a75u88cYbOeGEEzjnnHNYbbXVuP322zn00EOZMmUK/fv3RxL/+7//y7e+9S0Avv/979OvXz969+7NtttuW+/5H3jggRx++OHcc889XHXVVU1132RlRAwqtrKkNYBfAvuULqRqx6yt+7e1at+mTVzXp0/J9u+eyfJwz6SZtVazZ8+mTwn/blnzUdN7LWlJRKxZV7s0zH1vRGwtaRvgYaDqOU3dgXeA70bEvxo9aNwzaWZmZtZqRMSLwAZV65LmAoMi4oNSHdOPBjIzM7MWZfTo0QwYMOAby3XXXVfusMpC0i3AFGALSRWSjm/qGNwzaWZmZi3K73//+3KH0GxExIh6tvcsdQzumTQzMzOz3JxMmpmZmVluTibNzMzMLDcnk2ZmZmaWmyfgmJmZtSCN/VxdPw/XVpZ7Js3MzGylXX755SxZsmT5+v7778+CBQvKGFHTufvuu5k1a1a5wygbJ5NmZmZWlIhg2bJlNW6rnkzed999dOnSpalCK7mvvvqq1m15ksnKysqVDanZcDJpZmZmtZo7dy59+vTh5JNPZuDAgRx//PEMGjSIvn37cu655wJw5ZVX8s477zB06FCGDh0KQM+ePfnggw+Wt//Rj35E37592Wefffjss88AmDp1Kv369WPIkCGcccYZbL311rXGMW7cOA477DCGDRtG7969+dnPfrZ821prrbX89R133MExxxwDwDHHHMNJJ53E0KFD2XTTTXn00Uc57rjj6NOnz/I6AA8++CBDhgxh4MCBHHHEESxevHj5OZx//vnsvPPO3H777fzxj39k++23p3///nzve99jyZIlPPXUU0yYMIEzzjiDAQMG8NprrzF9+nQGDx5Mv379OPTQQ/n4448B2H333fnFL37BbrvtxhVXXLHyb04zUbJkUlIHSf+Q9IKkmZJ+lcrHSXpD0vS0DEjlknSlpDmSZkgaWLCvkZJeTcvIgvLtJL2Y2lwpNddvaDYzM2u5XnnlFY4++mief/55LrnkEqZNm8aMGTN49NFHmTFjBqeeeiobbbQRkyZNYtKkSSu0f/XVVxk9ejQzZ86kS5cu3HnnnQAce+yxXHPNNUyZMoW2bdvWG8f06dO57bbbePHFF7ntttuYN29evW0+/vhjHnnkES677DIOPPBAfvrTnzJz5kxefPFFpk+fzgcffMAFF1zAQw89xHPPPcegQYO49NJLl7fv0KEDTzzxBMOHD+ewww5j6tSpvPDCC/Tp04drr72WHXfckYMOOoiLLrqI6dOns9lmm3H00Ufz29/+lhkzZrDNNtvwq1/9avn+FixYwKOPPsrpp59ezKVvEUo5AecLYI+IWCxpNeAJSfenbWdExB3V6u8H9E7LDsDVwA6S1gHOBQYBATwraUJEfJzqjAKeBu4DhgH3Y2ZmZo1mk002YfDgwQCMHz+eMWPGUFlZyfz585k1axb9+vWrs32vXr0YMGAAANtttx1z585lwYIFLFq0iB133BGAH/zgB9x777117mfPPfekc+fOAGy11Va8+eab9OjRo842Bx54IJLYZptt2HDDDdlmm20A6Nu3L3PnzqWiooJZs2ax0047AfDll18yZMiQ5e2PPPLI5a9feuklzj77bBYsWMDixYvZd999VzjeJ598woIFC9htt90AGDlyJEcccUSN+2stSpZMRkQAi9Pqammpa87YwcANqd3TkrpI6gbsDkyMiI8AJE0EhkmaDKwdEVNS+Q3AITiZNDMza1RrrrkmAG+88QYXX3wxU6dOpWvXrhxzzDF8/vnn9bZv37798tdt27bls88+I3JMI6++n6r7DgsHJqvHU9WmTZs232jfpk0bKisradu2LXvvvTe33HJLjcesOnfIhs3vvvtu+vfvz7hx45g8eXKDz6Fwf61FSe+ZlNRW0nTgPbKE8Jm06TdpKPsySVXv7MZAYX91RSqrq7yihvKa4hglaZqkaTXfNmxmZtYyRDTu0hALFy5kzTXXpHPnzrz77rvcf//X/TedOnVi0aJFRe+ra9eudOrUiaeffhqAW2+9tWHBFNhwww2ZPXs2y5Yt4y9/+UuD2g4ePJgnn3ySOXPmALBkyRL++c9/1lh30aJFdOvWjaVLl3LTTTctLy88986dO9O1a1cef/xxAG688cblvZStVUmTyYj4KiIGAN2B70raGjgL2BLYHlgHODNVr+l+x8hRXlMcYyJiUEQM8owjMzOzfPr378+2225L3759Oe6445YPDQOMGjWK/fbbb/kEnGJce+21jBo1iiFDhhARy4ewG+rCCy/kgAMOYI899qBbt24Narv++uszbtw4RowYQb9+/Rg8eDAvv/xyjXV//etfs8MOO7D33nuz5ZZbLi8fPnw4F110Edtuuy2vvfYa119/PWeccQb9+vVj+vTpnHPOObnOq6VQnm7mXAeSzgU+jYiLC8p2B/4rIg6Q9AdgckTckra9QjbEvTuwe0SckMr/AExOy6SI2DKVjyisV5v2bdrEdX36NOq5FTpq1syS7XtltPaH0jbXqVet/bqbWenNnj2bPiX8u1VOixcvXj4T+8ILL2T+/PmtapZzQ9X0XktaEhHNemy8lLO515fUJb3uCOwFvJzugyTNvD4EeCk1mQAcnWZ1DwY+iYj5wAPAPpK6SuoK7AM8kLYtkjQ47eto4J5SnY+ZmZk1rr/97W8MGDCArbfemscff5yzzz673CFZDqWczd0NuF5SW7KkdXxE3CvpEUnrkw1TTwdOTPXvA/YH5gBLgGMBIuIjSb8GpqZ651dNxgFOAsYBHckm3njyjZmZWQtx5JFHrjC7+YEHHuDMM8/8RlmvXr0afC+kNZ0mG+ZuLjzM3Tp5mLt8fO3Lw9e9fJr62v/tb7PZYIMtqXmqwNcGDWqaeMpp2rRyR7CixrruEcHLL7/sYW4zMzNrXHPmdKCy8kPqfrqetWQRwYcffkiHDh3KHUoupRzmNjMzs5V03nndOe+8Cr7znfdpU0cX0OzZTRdTuXzwQbkjWFFjXfcOHTrQvXv3xtlZE3MyaWZm1ox9/PFqnHZar3rrrQq3GGy1VbkjWNGqcN3r42FuMzMzM8vNyaSZmZmZ5eZk0szMzMxyczJpZmZmZrk5mTQzMzOz3JxMmpmZmVluTibNzMzMLDcnk2ZmZmaWm5NJMzMzM8vNyaSZmZmZ5eZk0szMzMxyczJpZmZmZrk5mTQzMzOz3JxMmpmZmVluTibNzMzMLDcnk2ZmZmYtlKSxkt6T9FJB2UWSXpY0Q9JfJHUpZQxOJs3MzMxarnHAsGplE4GtI6If8E/grFIG4GTSzMzMrIWKiMeAj6qVPRgRlWn1aaB7KWNwMmlmZmbWfLWTNK1gGdXA9scB95cisCrtSrlzMzMzM1splRExKE9DSb8EKoGbGjekb3IyaWZmZtbKSBoJHADsGRFRymM5mTQzMzNrRSQNA84EdouIJaU+nu+ZNDMzM2uhJN0CTAG2kFQh6Xjgd0AnYKKk6ZKuKWUM7pk0MzMza6EiYkQNxdc2ZQzumTQzMzOz3JxMmpmZmVluTibNzMzMLDcnk2ZmZmaWm5NJMzMzM8vNyaSZmZmZ5VbSZFJSB0n/kPSCpJmSfpXKe0l6RtKrkm6TtHoqb5/W56TtPQv2dVYqf0XSvgXlw1LZHEk/L+X5mJmZmdk3lbpn8gtgj4joDwwAhkkaDPwWuCwiegMfA8en+scDH0fEd4DLUj0kbQUMB/oCw4D/k9RWUlvg98B+wFbAiFTXzMzMzJpASZPJyCxOq6ulJYA9gDtS+fXAIen1wWmdtH1PSUrlt0bEFxHxBjAH+G5a5kTE6xHxJXBrqmtmZmZmTaDk90ymHsTpwHvAROA1YEFEVKYqFcDG6fXGwDyAtP0TYN3C8mptaiuvHsMoSdMkTVvWWCdmZmZmZqVPJiPiq4gYAHQn60nsU1O19FO1bGtoefUYxkTEoIgY5BlHZmZmZo2nyXKriFgATAYGA10kVX0veHfgnfS6AugBkLZ3Bj4qLK/WprZyMzMzM2sCpZ7Nvb6kLul1R2AvYDYwCTg8VRsJ3JNeT0jrpO2PRESk8uFptncvoDfwD2Aq0DvNDl+dbJLOhFKek5mZmZl9rV39VVZKN+D6NOu6DTA+Iu6VNAu4VdIFwPPAtan+tcCNkuaQ9UgOB4iImZLGA7OASmB0RHwFIOkU4AGgLTA2ImaW+JzMzMzMLFHW8bfqaN+mTVzXp6bbNhvHUbOaZy7b2t9m1XT3bDPQ2q87+NqXi697+fjal09zvPalvu6SlkTEmqU9ysrxfBQzMzMzy83JpJmZmZnl5mTSzMzMzHJzMmlmZmZmuTmZNDMzM7PcnEyamZmZWW5OJs3MzMwsNyeTZmZmZpabk0kzMzMzy83JpJmZmZnl5mTSzMzMzHJzMmlmZmZmuTmZNDMzM7PcnEyamZmZWW5OJs3MzMwsNyeTZmZmZpabk0kzMzMzy83JpJmZmZnl5mTSzMzMzHJzMmlmZmZmuTmZNDMzM2uhJI2V9J6klwrK1pE0UdKr6WfXUsbgZNLMzMys5RoHDKtW9nPg4YjoDTyc1kvGyaSZmZlZCxURjwEfVSs+GLg+vb4eOKSUMTiZNDMzM2tdNoyI+QDp5walPFi7Uu7czMzMzFZKO0nTCtbHRMSYskVTAyeTZmZmZs1XZUQMamCbdyV1i4j5kroB75UisCoe5jYzMzNrXSYAI9PrkcA9pTyYk0kzMzOzFkrSLcAUYAtJFZKOBy4E9pb0KrB3Wi8ZD3ObmZmZtVARMaKWTXs2VQzumTQzMzOz3JxMmpmZmVluTibNzMzMLDcnk2ZmZmaWW8mSSUk9JE2SNFvSTEmnpfLzJL0taXpa9i9oc5akOZJekbRvQfmwVDZH0s8LyntJeiZ9kfltklYv1fmYmZmZ2YpK2TNZCZweEX2AwcBoSVulbZdFxIC03AeQtg0H+pJ9Yfn/SWorqS3we2A/YCtgRMF+fpv21Rv4GDi+hOdjZmZmZtWULJmMiPkR8Vx6vQiYDWxcR5ODgVsj4ouIeAOYA3w3LXMi4vWI+BK4FThYkoA9gDtS+5J/kbmZmZmZfVOT3DMpqSewLfBMKjpF0gxJYyV1TWUbA/MKmlWkstrK1wUWRERltfKajj9K0jRJ05Y1wvmYmZmZWabkyaSktYA7gZ9ExELgamAzYAAwH7ikqmoNzSNH+YqFEWMiYlBEDPKMIzMzM7PGU9JvwJG0GlkieVNE3AUQEe8WbP8jcG9arQB6FDTvDryTXtdU/gHQRVK71DtZWN/MzMzMmkApZ3MLuBaYHRGXFpR3K6h2KPBSej0BGC6pvaReQG/gH8BUoHeaub062SSdCRERwCTg8NS+5F9kbmZmZmbfVMqeyZ2A/wBelDQ9lf2CbDb2ALIh6bnACQARMVPSeGAW2Uzw0RHxFYCkU4AHgLbA2IiYmfZ3JnCrpAuA58mSVzMzMzNrIso6+FYd7du0iev69CnZ/o+aNbP+SmXQ2t9m1XQHbTPQ2q87+NqXi697+fjal09zvPalvu6SlkTEmqU9CqRHMZ4aEZc1tK3no5iZmZmt4tJo8MF52pZ0Ao6ZmZmZtRhPSvodcBvwaVVh1XPDa+Nk0szMzMwAdkw/zy8oC7IviamVk+mUOccAACAASURBVEkzMzMzIyKG5mnneybNzMzMDEmdJV1a9a2Bki6R1Lm+dk4mzczMzAxgLLAI+H5aFgLX1dfIw9xmZmZmBrBZRHyvYP1XBc8Kr1W9PZOSdiqmzMzMzMxatM8k7Vy1kvK9z+prVEzP5FXAwCLKzMzMzKzlOhG4oeA+yY/Jvq66TrUmk5KGkE0RX1/SfxZsWpvsaw3NzMzMrPVYGBH9Ja0NEBELJfWqr1Fdw9yrA2uRJZydCpaFwOErH6+ZmZmZNSN3QpZERsTCVHZHfY1q7ZmMiEeBRyWNi4g3GydGMzMzM2tOJG0J9AU6SzqsYNPaQIf62hdzz2R7SWOAnoX1I6LOp6GbmZmZWYuwBXAA0AU4sKB8EfCj+hoXk0zeDlwD/An4KkeAZmZmZtZMRcQ9wD2ShkTElIa2LyaZrIyIqxsempmZmZm1IM9LGk025L18eDsijqurUTHfgPNXSSdL6iZpnaplJYM1MzMzs+blRuBbwL7Ao0B3sqHuOhXTM1n1fKEzCsoC2LSBAZqZmZlZ8/WdiDhC0sERcb2km4EH6mtUbzIZEfU+X8jMzMzMWryl6ecCSVsD/yKbgF2nepNJSUfXVB4RNzQkOjMzMzNr1sZI6gqcDUwge974/6uvUTHD3NsXvO4A7Ak8BziZNDMzM2sFJLUh+wacj4HHaMDtjMUMc/+42sE6k92gaWZmZmatQEQsk3QKML6hbYuZzV3dEqB3jnZmZmZm1nxNlPRfkno05Ak+xdwz+Vey2dsAbYE+5MhazczMzKxZq3qe5OiCsnqf4FPMPZMXF7yuBN6MiIqGxWZmZmZmpSDpp8APyRK/F4FjI+Lzhu4n7xN86h3mjohHgZeBTkBX4Ms8BzIzMzOzxiVpY+BUYFBEbE02ijw8577WkHS2pDFpvbekA+prV28yKen7wD+AI4DvA89IOjxPkGZmZmbW6NoBHSW1A9YA3sm5n+vIOg13TOsVwAXFHLw+vwS2j4j3ACStDzwE3JEvTjMzMzMrUjtJ0wrWx0TEmKqViHhb0sXAW8BnwIMR8WDOY20WEUdKGpH2/Zkk1RtgETtuU5VIJh+Sbxa4mZmZmTVMZUQMqm1jesj4wUAvYAFwu6R/j4g/5zjWl5I6kiZeS9oM+KK+RsUkk3+X9ABwS1o/Erg/R4BmZmZm1rj2At6IiPcBJN1FNkydJ5k8F/g70EPSTcBOwDH1NSrmoeVnSDoM2BkQWffqX3IEaGZmZmaN6y1gsKQ1yIa59wSm1d2kZhExUdJzwGCynO+0iPigvnbFPGeyF3BfRNyV1jtK6hkRc/MEamZmZmaNIyKekXQH2VddVwLPA2PqblWnjclmhLcDdpVEVQ5Ym2KGuW/n61k9AF+lsu1rrm5mZmZmTSUiziUbol4pksYC/YCZwLKq3QMrnUy2i4jlz5aMiC8lrZ43UDMzMzNrlgZHxFYNbVTMrOz3JR1UtSLpYKDe8fP0vY6TJM2WNFPSaal8HUkTJb2afnZN5ZJ0paQ5kmZIGliwr5Gp/quSRhaUbyfpxdTmymKmr5uZmZlZjaZIKkkyeSLwC0lvSXoLOBMYVUS7SuD0iOhDdiPn6BTgz4GHI6I38HBaB9gP6J2WUcDVkCWfZF23OwDfBc6tSkBTnVEF7YYVEZeZmZmZreh6soTyldSx96KkGfU1KmY292tks4TWAhQRiwq3SxoZEdfX0G4+MD+9XiRpNtlNnQcDuxcEPZksQT0YuCEiAnhaUhdJ3VLdiRHxUTreRGCYpMnA2hExJZXfAByCH1tkZmZmlsdY4D/Ivt97WT11lyvmnkkAImJxLZtOI0sKayWpJ7At8AywYUo0iYj5kjZI1TYG5hU0q0hldZVX1FBe0/FHkXpT23kk3MzMzKwmb0XEhIY2KjqZrEOd2Vnq0bwT+ElELKzjtsaaNkSO8hULs68dGgPQvk2bGuuYmZmZreJelnQz8FcKvvmmMR4NVJ9akzNJq5ElkjcVBPKupG6pV7IbUPVVjRVAj4Lm3cm+qLyCr4fFq8onp/LuNdQ3MzMzs4brSJZE7lNQ1iiPBqpPjV2NaWb1tcDsiLi0YNMEYCRwYfp5T0H5KZJuJZts80lKOB8A/rtg0s0+wFkR8ZGkRZIGkw2fHw1c1QjnY2ZmZrbKiYhj87Qr6htwIuKNOsqerKXpTqSbOCVNT2W/IEsix0s6nuwrgI5I2+4D9gfmAEuAYwFS0vhrYGqqd37VZBzgJGAcWSZ9P558Y2ZmZpaLpOuoYcQ5Io6rs102ebrOHT8XEQOrlT0bEdvlCbTc2rdpE9f16VOy/R81a2bJ9r0y6nmbW7zmOq+qtV938LUvF1/38vG1L5/meO1Lfd0lLYmINUt7lOXH+l7BagfgUOCdiDi1rna19kxK2hLoC3SWdFjBprXTAczMzMyslYiIOwvXJd0CPFRfu7qGubcADgC6AAcWlC8CfpQjRjMzMzNrOXoD366vUq3JZETcA9wjaUjVg8HNzMzMrHWStIivH78YwL/IvlimTsXM5v5Q0sNkDxvfWlI/4KCIuGBlAjYzMzOz5iMiOuVpV8x3c/8ROAtYmg40Axie52BmZmZm1nxJ2ljSjpJ2rVrqa1NMz+QaEfGPat9cU5k7SjMzMzNrdiT9FjgSmAV8lYoDeKyudsUkkx9I2iztDEmHA/Pzh2pmZmZmzdAhwBYR8UW9NQsUk0yOJvte6y0lvQ28Afx7w+MzMzMzs2bsdWA1Cr6Xuxj1JpMR8Tqwl6Q1gTYRsShffGZmZmbWjC0BpqeJ18sTytwPLa8iaUPgv4GNImI/SVsBQyLi2pUM2MzMzMyajwlpaZBihrnHAdcBv0zr/wRuA5xMmpmZmbUSEXF9Xdsl3RkR36teXsyjgdaLiPHAsnSgSr6e4WNmZmZmq4ZNayosJpn8VNK6fD2bezDwSSMGZmZmZmbNX9RUWMww9+lk4+ebSXoSWB84vBEDMzMzM7MWqpjZ3M9K2g3Yguy7Gl+JiKUlj8zMzMzMmhPVVFjMbO7HyZ58/jjwpBNJMzMzs1XSmTUVFjPMPRLYGfgecJGkL4DHI+KnjRicmZmZmZWRpBdZ8b7IT4BpwAUR8WBN7Yp6aLmkz4Av0zIU6LNy4VpLdXPfvuUOoRYzyx2AmZlZS3c/2RN7bk7rw9PPhWSPijywpkbFDHO/BnyQdnwt8OOIWLaSwZqZmZlZ87JTROxUsP6ipCcjYidJtX6VdjGPBroSeAsYAZwKjJS02crFamZmZmbNzFqSdqhakfRdYK20Wllbo2KGua8ArpC0FnAscB7QHWi7MtGamZmZWbPyQ2BsyvlENrz9Q0lrAv9TW6NihrkvIZuAsxYwBTiHbGa3mZmZmbUSETEV2EZSZ0ARsaBg8/ja2hUzm/tp4H8j4t2VjNHMzMzMmilJ7cme3tMTaCdlj5WMiPPralfMPZMnVk8kJT2cL0wzMzMza6buAQ4muz/y04KlTrX2TErqAKwBrCepK18/9XxtYKOVjdbMzMzMmpXuETGsoY3qGuY+AfgJWeL4XEH5QuD3DT2QmZmZmTU+SV2APwFbkz10/LiImJJjV09J2iYiXmxIo1qTyYJZ3D+OiKtyBGRmZmZmpXcF8PeIOFzS6mQjy3nsDBwj6Q3gC7JR6YiIfnU1KmYCzlhJZwPfjohRknoDW0TEvTkDNTMzM7NGIGltYFfgGICIqPrGwjz2y9OomAk4Y8mC2jGtVwAX5DmYmZmZmTVIO0nTCpZR1bZvCrwPXCfpeUl/Ss+FLFpKSAEW1bLUHWARx9gsIo6UNAIgIj5T1VxxMzMzMyulyogYVMf2dsBAsq+7fkbSFcDPgf/XgGPcDBwAPEt2z2VhnhdkCWudAdTnS0kd085IX6X4RQMCNDMzM7PSqAAqIuKZtH4HWTJZtIg4IP3slSeAOoe5Uw/kNcDfgR6SbgIeBn6W52BmZmZm1ngi4l/APElbpKI9gVl59lXTc8SLebZ4nT2TERGSTgP2AQaTdXueFhEf5AnSzMzMzBrdj4Gb0kzu14FjG9J4ZZ8tXswEnKeBTSPibxFxb0MSSUljJb0n6aWCsvMkvS1pelr2L9h2lqQ5kl6RtG9B+bBUNkfSzwvKe0l6RtKrkm5LF9HMzMxslRER0yNiUET0i4hDIuLjBu7iBLL7JbdMP6uWeyji2eLFJJNDgSmSXpM0Q9KLkmYUGdw4oKYnqV8WEQPSch+ApK2A4UDf1Ob/JLWV1DadyH7AVsCIVBfgt2lfvYGPgeOLjMvMzMzMyJ4tnu6X/K+I2DQieqWlf0T8rr72xUzAyfXMoRTcY5J6Fln9YODWiPgCeEPSHOC7aduciHgdQNKtwMGSZgN7AD9Ida4HzgOuzhuvmZmZ2aoqIq6StDVZ512HgvIb6mpXbzIZEW+ufHgrOEXS0cA04PTUHbsx2ZB6lYpUBjCvWvkOwLrAgoiorKH+N6RnMo0CaOenGpmZmZmtQNK5wO5kyeR9ZB2KTwB1JpPFDHM3tquBzYABwHzgklReU5ZX/VlHxZSvWBgxJt1LMKgcJ2xmZmbWAhxONhv8XxFxLNAfaF9fo2KGuRtVRLxb9VrSH4Gqr2WsAHoUVO0OvJNe11T+AdBFUrvUO1lY38zMzMwa5vOIWCapMn0rznvU88ByKEPPpKRuBauHAlUzvScAwyW1l9QL6A38A5gK9E4zt1cnm6QzISICmESWRQOMJJt1ZGZmZmYNkJ4tPkNSF+CPZLO5nyPLxepU0p5JSbeQjb2vJ6kCOBfYXdIAsiHpuWTT0YmImZLGkz1osxIYHRFfpf2cAjwAtAXGRsTMdIgzgVslXQA8D1xbyvMxMzMza43Ss8UHRMQC4BpJfwfWjoh6n+BT0mQyIkbUUFxrwhcRvwF+U0P5fWQ3glYvf52vZ3ybmZmZWX5PS9o+IqZGxNxiGzX5PZNmZmZm1iwNBU6Q9CbwKdlk54iIfnU1cjJpZmZmZpDz2eJOJs3MzMws97PF/dhFMzMzM8vNyaSZmZmZ5eZk0szMzMxyczJpZmZmZrk5mTQzMzOz3JxMmpmZmVluTibNzMzMLDcnk2ZmZmaWm5NJMzMzM8vNyaSZmZmZ5eavUzRrIW7u27fcIdRiZrkDMDOzMnLPpJmZmZnl5mTSzMzMzHJzMmlmZmZmuTmZNDMzM7PcnEyamZmZWW6ezW1mVo/mOZPes+jNrHlwz6SZmZmZ5eZk0szMzMxyczJpZmZmZrk5mTQzMzOz3JxMmpmZmVluTibNzMzMLDcnk2ZmZmaWm5NJMzMzM8vNyaSZmZlZCyepraTnJd3b1Md2MmlmZmbW8p0GzC7HgZ1MmpmZmbVgkroD/wb8qRzHdzJpZmZm1ny1kzStYBlVQ53LgZ8By5o4NgDaleOgZmZmZlaUyogYVNtGSQcA70XEs5J2b7qwvlbSnklJYyW9J+mlgrJ1JE2U9Gr62TWVS9KVkuZImiFpYEGbkan+q5JGFpRvJ+nF1OZKSSrl+ZiZmZk1MzsBB0maC9wK7CHpz00ZQKmHuccBw6qV/Rx4OCJ6Aw+ndYD9gN5pGQVcDVnyCZwL7AB8Fzi3KgFNdUYVtKt+LDMzM7NWKyLOiojuEdETGA48EhH/3pQxlDSZjIjHgI+qFR8MXJ9eXw8cUlB+Q2SeBrpI6gbsC0yMiI8i4mNgIjAsbVs7IqZERAA3FOzLzMzMzJpAOe6Z3DAi5gNExHxJG6TyjYF5BfUqUlld5RU1lK8g3aw6CqCdR8LNzMysFYqIycDkpj5uc5rNXVOWFznKVyyMGBMRgyJiUHM6YTMzM7OWrhy51btpiJr0871UXgH0KKjXHXinnvLuNZSbmZmZWRMpRzI5AaiakT0SuKeg/Og0q3sw8EkaDn8A2EdS1zTxZh/ggbRtkaTBaRb30QX7MjMzM7MmUNJ7JiXdAuwOrCepgmxW9oXAeEnHA28BR6Tq9wH7A3OAJcCxABHxkaRfA1NTvfMjompSz0lkM8Y7AvenxczMWoGb+/Ytdwi1mFnuAMyalZImkxExopZNe9ZQN4DRtexnLDC2hvJpwNYrE6OZmZmZ5ef5KGZmZmaWm5NJMzMzM8vNyaSZmZmZ5eZk0szMzMxyczJpZmZmZrk5mTQzMzOz3Mrx3dxmZmbWjPkZn9YQ7pk0MzMzs9ycTJqZmZlZbk4mzczMzCw3J5NmZmZmlpuTSTMzMzPLzcmkmZmZmeXmZNLMzMzMcnMyaWZmZma5OZk0MzMzs9ycTJqZmZlZbk4mzczMzCw3J5NmZmZmlpuTSTMzMzPLzcmkmZmZmeXmZNLMzMzMcnMyaWZmZma5OZk0MzMzs9ycTJqZmZlZbk4mzczMzCw3J5NmZmZmlpuTSTMzMzPLzcmkmZmZmeXmZNLMzMzMcnMyaWZmZtZCSeohaZKk2ZJmSjqtqWNo19QHNDMzM7NGUwmcHhHPSeoEPCtpYkTMaqoAytYzKWmupBclTZc0LZWtI2mipFfTz66pXJKulDRH0gxJAwv2MzLVf1XSyHKdj5mZmVlTi4j5EfFcer0ImA1s3JQxlHuYe2hEDIiIQWn958DDEdEbeDitA+wH9E7LKOBqyJJP4FxgB+C7wLlVCaiZmZlZK9BO0rSCZVRtFSX1BLYFnmmq4KD5DXMfDOyeXl8PTAbOTOU3REQAT0vqIqlbqjsxIj4CkDQRGAbc0rRhm5mZmZVEZUGnW60krQXcCfwkIhaWPqyvlbNnMoAHJT1bkGVvGBHzIeu2BTZI5RsD8wraVqSy2srNzMzMVgmSViNLJG+KiLua+vjl7JncKSLekbQBMFHSy3XUVQ1lUUf5NxtnyeoogHaqqYmZmZlZyyNJwLXA7Ii4tBwxlK1nMiLeST/fA/5Cds/ju2n4mvTzvVS9AuhR0Lw78E4d5dWPNSYiBkXEoHLfJGpmZmbWiHYC/gPYI01qni5p/6YMoCy5laQ10/R1JK0J7AO8BEwAqmZkjwTuSa8nAEenWd2DgU/SMPgDwD6SuqaJN/ukMjMzM7NWLyKeiAhFRL80qXlARNzXlDGUa5h7Q+AvWc8s7YCbI+LvkqYC4yUdD7wFHJHq3wfsD8wBlgDHAkTER5J+DUxN9c6vmoxjZmZmZqVXlmQyIl4H+tdQ/iGwZw3lAYyuZV9jgbGNHaOZmZmZ1c+3EJqZmZlZbk4mzczMzCw3J5NmZmZmlpuTSTMzMzPLzcmkmZmZmeXmZNLMzMzMcnMyaWZmZma5OZk0MzMzs9ycTJqZmZlZbk4mzczMzCw3J5NmZmZmlpuTSTMzMzPLzcmkmZmZmeXmZNLMzMzMcnMyaWZmZma5OZk0MzMzs9ycTJqZmZlZbk4mzczMzCw3J5NmZmZmlpuTSTMzMzPLzcmkmZmZmeXmZNLMzMzMcnMyaWZmZma5OZk0MzMzs9ycTJqZmZlZbk4mzczMzCw3J5NmZmZmlpuTSTMzMzPLzcmkmZmZmeXmZNLMzMzMcnMyaWZmZma5OZk0MzMzs9ycTJqZmZlZbi0+mZQ0TNIrkuZI+nm54zEzMzNrSuXOhVp0MimpLfB7YD9gK2CEpK3KG5WZmZlZ02gOuVCLTiaB7wJzIuL1iPgSuBU4uMwxmZmZmTWVsudC7ZryYCWwMTCvYL0C2KF6JUmjgFFpNY6aNeuz0oWkdkBl6fafj1TuCErN1718fO3Lw9e9fHzty6f5XfsmuO4dJU0rWB8TEWMK1ovKhUqppSeTNb2FsUJBdtHH1FC30UmaFhGDmuJY9jVf9/LxtS8PX/fy8bUvH1/7GhWVC5VSSx/mrgB6FKx3B94pUyxmZmZmTa3suVBLTyanAr0l9ZK0OjAcmFDmmMzMzMyaStlzoRY9zB0RlZJOAR4A2gJjI2JmmcNqkuF0W4Gve/n42peHr3v5+NqXj699Nc0hF1JEkw6rm5mZmVkr0tKHuc3MzMysjJxMmpmZmVluTibNzMzMLDcnk2ZmrZikTcsdgzUOSX0lrVHuOMyqczJptZLUSdJe6fUq8d0K1vopKXccTUHSOsB/S+pY7lgsP0ltJf0aGAt8q9zxWO1WpX9fCjmZtLpsA9wpaYPwtP8aSWpT/R+OVfEfkpZCUptIJPUudzylkv6etYmIjyJiOLBLuWOyfCQdCnQj+/f4cKBz+k+CNTOSVPDvSz9J3yt3TE3FyaStQFIbgIh4CngYOC2VO0mqJiKWpX84BkkaIamzE+/mKyKWSVpX0qnA9ZLWL3dMjamqVyT9PVtWsGm8pMOq6pQpPGsASetIegLYLyIqgHWAF4ERwNKyBmffUPU7lf4WdJR0CHAR8Gl5I2s6fs6k1UjSVsCpwFpk/xveJSKmljeq8pPUiayX5+GI+EJSe+D/gO8AjwIbATdHxCNlDNMSSW0j4quC9fbAX8m+t/bfIqKybMGVkKTtgb2AZyLikdRDciYwpPB6WPMjaQOyJKQNcB7wLNm/LxsChwIDI+JfVf9pKFugVjXSsaxa2enAEcCNEfH78kTW9NwzaUhqW0Pxb4B5wDHAzcD/NmVMzZGkDsBmwP8AfVLxJsCbEbEbsATYAVi9PBFadVWJk6QdJW0ZEV8Afwa2A5albS3638Hqv7+STgBuAtYAzpZ0VkTcCXwAnJ7quHeyGZK0NfDvZN9i0hHYA7gYWBgRo4E/AVdD1gtWrjgtU5VISjpI0imSvgP8HngN6LgqTZZq0f+I2sopGM6u+oO7fvrZmex/xndGRGVEHAdsImlE2r5K/SFKwxaXAcdGxHTgXuAYSasBXdLrR8nuaTooIv4uqUsZQ16lFX4+JW0m6RH+f3tnHSZJdb3h91vBFgkagi8QWCTBJbBBgnuwQIDgbuFHILgT3AIECxBcFxLcgy3sAgECbHAnQNDFLbv7/f44t9jaZrDNzPRMz3mfZ56Zrq66U91dfevcI98Jr9x+kjYBriK8yHs26RTbhTa+v78oTy0DrG17P+AAYApJKwO7AVtJmjYNka5FmXOxPcz2ccB0wFzA5USP5WFl10OAAZJWLcf1qLm4K1At3kpRVD9JFwNbA68TUY85gSuAmYHZm3ainUwakz2Y2qpqXkmPAH+RtIvt94mQSl1S5GrgOEnj9aQbkaS+tj8F/gHMLWl24HhgHuKm/R8ij+ku2xvafkHSQGA5SX2aduI9mJK3VHmHVwPOsL0GMD2wKtCHyGdapxhWo7qTd7KWF1l9f1eTdAdwQqnaHgEsX3Z/GPgIGGD7ceBRYI0mnHbyNUiaD1hKUh9J/SUtSXiQZ7R9GPAksGzxrP8XOBI4uqRw9Ji5uKtge2RJlzHh/R9qe1VgJiIqNQlwXdl9CUmTN+VEO5luM4Em7UOD12ZcSWcAvwL2Ag4GlpS0CnGz/b2kZST1B94H/kUPk6Ww/d8S3p4JGAD8yvbbhMdgQ6AvkQawhqQ1JZ0C/Bn4uFXz8boajd4ZSQOAgyVNR4QKfy1pCLEg2ND2O8D9wENEysKXC6uujsasRp9S0nGE4XEPMKwsfK4BZpE0s+2PiJDpuGWI9W2f0pyzT+rU0hNGAhsAQ4CTicXpg8TitT9wA3EdLwZg+xzi2p2+k085Gc25RGRjRmD3Mr/MAixo+/aSTnMF8Zn1iMr7NCZ7CA3VZpK0ULngpyGS8q8nJqizgf8DbgfOJ/J3bgRetL2s7Reb8gI6iUYPVclhGkxUT94HrCfpZ+WGPCmwmO1LiUT5OYj0gPnK+5l0ApV3pngLIDwDPwdeI7x0/YBdbe9q+wtJvyIm+L2AvZtwymNN8aKOI+kPwGlEKspSxI3rzbLbvYQ38nxJJxLe2LvLc7nAaTL19IQyL79KRIE+Bv7P9rvArWX3VWw/BTwCLF4KqyhRkBc7/eR7EG0sUuvG+9VEAfM/iNqCm21vb3u4pF9K+p3t24CdbD/TiafdNDIM10NoCIesB/xS0kHADsDtkma0/ZKKFAVwmO3dSz5IH9sfwFerY1uFMnF8GTqsMQ3whu2jyn69gNUk3Ud4EfaTNNT2lQ3jteT71FWov78ld3XH+FMn2L5P0udEqPdmwnuwoaQvgH2AqYAhtl8px3+lIrOr0HhukmYj0iweAjYqnkiA5QgPJOV7vCewBDA3sI/tD8tzGRZtMrX0hO2B9Yl83o2JCNHSkl61/bSkB4FFJS1GGC8fEEYl5fgue912dxrn7/K9GyxpNdv3lc3Tlt8HASdJeh9YmMiT/B2A7TdLSkrLf+/SM9mitLGqmknStuXhtcRqeFXbLxFejcPLc+8RlaDjlfyrz21/UIVkWtVAKpHDUZLmkHSCpG0lTUpU/D6vqNKD0eHtX9q+kSjkGGOiKJNHS75PzabBqzOeouhkJFGgMDdhaEEU2Uxl+xHgJOAdYHfgHtsDK0OyjNUlb8h1Y0FSv7L5C2KBM5HtT2u5oeMAl0haSNL1wLK277B9cmVIJs2hynGtPe4r6UCiUntH20NsP0FUAM9FpNNAhL1HAjPbftv2INtfVON01eu2FSjzSy9Je0tanrhfbg9sImkn4EpgZUlTlvvAFoSxP8T2fK5Jw/UEQxJSZ7IlacsrVm66BwG72H5Q0orAWsB5wANEkveOtq/rKSveNrw+yxLJ7ecAA4HhwB1EyPQ+2+eV/R4iQv9/sN1jRGmbiaS1HfI21ePfAPsS4dsRwOnAC8ClRM7gCsAttk+sHVP3ZnYLz3EJrZ0KfAi8COxHFBVtA2xi+42y34WEruQzwNG2r2rKCSdj0LAgGL8sAATcQkj+vANMAUxEGCgHE9q+sxISVnfafrUpJ9+DKOkD01cRJkmLEwvTu4CXiVzrRYqH8hLgL4S82Fm2725jvG4xv7Qn6ZlsQWo3zP0l/V7Sz4kvxTXAdmWfG4ncss0Jb8dhlOKa2uTXktdH5Slow2CeAxhs+yTiffmE+I7cTaxCr5A0lCi4OaQyJBu9wEmH8LPKC6corFmEqKg/jlgULWr7PSK89DFhWG2kmgZj5W2o/u7kttGp7QAAIABJREFU8/9GFDIj+0n6laSZy7YpiNd3K9FAYCCwLWE0P0ykqFRh/uHAAcXrmoZkF6FEOyTpcOBiSesXT9VZhOG4KeGhvIC4Zo8ljJf7bV9UGZI5x3Q4ExDpXlXe9UzEgu1EYEngQ0mT2X6a8EIuRqQmfOUe2VMjU+mZbAHa8LBNSXgzPiZCJTsTRTXvArsAV9q+QtJhxOrqANtDO//Mm4uk5QgP1uPESnMrIg/mTyXX5TeE92dZRS/c1YCHbT9aju8RHtxm0cZ1fYzt3SRNTUzyfYn8xxNtX9rgefwDsTC4oSkn/z2QtCXwG6KA5ilgoO2lFNqDg4DtbT9TvCWbER6THwBHALvbHqqQsMoWe02mLFZchTYlzUI0fHiCSL04lkgrOpFajna5Xl+xfVrDeD0i364ZNHiNJwQWBxYiHCtnEgvWN4GLbZ9RDPo+DoWPaYG5bN/cpNPvcmQBTjdGIYz9me3PyuNq4pkYmMz2OtV2YCkiFHgN8AdF8vebRNj7idqYLTl5VRNH9fokbUUYj38keo9PTngi+xGFC4MIKZllJfVzVFieW8aqKuPTkOwAqs+o+rwIo+lAYHlJ+xHdmcYnOg+tWY75EVGscK3t/9rep1nn/31QtM47A/ip7WHlJjVF8Tb2A54HZpD0vO17iofrp4RB8mdC55Q0JJtPPdoh6QfFU/4OkV70DmFUTkw0N1jF9rWS1iW8kxMRC4rG8VpuLu4q1D6rHSiFlsCPCIPyeMIRs4hDXgtgf0KC69biMf7Sa5yfU4a5uy2SliAmp+kVKvwnAtuWm9HnwL8lzV92vwRYHfiB7UuIUPcJtn9dNySh9ZKFa2HNUeV39frmBU6zfSExmU9HhJeeBDaXdD6RF3lLPS+yZui01PvUFZA0DYwh9bMAIU81kaNqeQNgVyIkdR1RJLa1ojPTjYSXvV6B2eVDg7bfJOS45iqbziE8JIcQxXDPE+oKS5bn3wSetf2F7fOc8jBNR6OLEy1pYkl/Bq6XtBowskQy9gf+bnteYuG6oqSJCCPmCttLOIohvyTnmPZFocs6U+3x3JJOJgr3Di751a8TUlrPE4WoF0jat6Q3zUrof45Bfk5Bhrm7GTUP28TE6ulJYFHg38Ti4Ke2l5R0OiEjcZ7tjyRdBhxh+6G2xuvkl9HpSNoUmB/4h+3zJB1M6BBeUN6fY4Bxbe+kEApejFiBvtG8s+45lHzI3YGhRKh3McL7eArRCeTtst+5xPy9qaSVCENrOuCo7pqqoajUfo8IhV5IeMCPIbRNtyNytFYjQvo32+7WbSBbhUaPlKJYahWigOYlwii5jiiseQZYzvazki4noiDHVikz5fgeV7TRmUhagWh1+CKRb30ZowtQty+LgYGERNOthOrJ0kRO682272zGeXcX0pjsRrSRQ7Y6Eap92XaVjP8ScQN6ltAvm5worHkB2Nyjdel6BIpija0Iz89lRIh0f2A2SnGN7VslbUjogx3Y8B73Bkbl6rNjaMhb2pxYID1FFNI8Q4Ry77B9bNlnXCJkuKrtOxTtPb9M86BtrdAuj6TNgNVsr1Ue9yVe5zyOFp0zAR9VRnXSdSi5rKcSC/qZiSYQwyXtCPQnZNe2ItpYjkMUQx5ke3iTTrnH0JBHPQOjpdxOtX20pO2ItKbfligBknYhjM7jGyN3PcX5MjZkmLsbUAujjJI0p6TdJU1l+2qiqrOXpBnL7rsSBQlPExPYucBuJaTd0wzJPsR7sB4xMVxGFCPNR3SzeR/YSyHMfhBwQ4MhKdsj05BsfxrTDwqTEuGlmxxyG+8SN+mlq+vb0bXpACI0Rc2QrNoMdteJ/lxgYY3WM52f8I58BGD7xTQkuxaKdrTbEV2UdrK9MlEUtmnZ5TZCp3ZDQnJs37LfLsXY7PJpGN2dmiE5KeENPp8w5i8vu5xO5LGupNGarTcRXsmnqnEyT/7bSWOyG+DRAs2rEzfXJYAjFNqR5xBfhrnLKuwK4L+SDrU9yvZfbQ+G0UZpqyFp0fK7LgwsR2/sK4g8l/kAHNW9cxKaYscRodW/AQNsD6mPm0Zk+9M4KUvaSNLFkjYhJJfWBFaXNJtDoPl+olfxl6Fd28faPrk+bnef5Mv5rwtcVlIw/gRca/ut5p5Z8nWUhc1IIvozXtm8CbCvpHGLV+tZIg1jctu32r4HRi9+mnHerUyjgS5p5ZLvuD+wh+39iZSStSVNU753ZxCpJDMD2H7C9tX1OSU/q28njckuiNrWdzybyB9b3/ZqRKXZxkTe31CiWnuOsu/SRAXsGLRaPo6iQ8FA4HhJc5Scl8rj5fL7UeK96i+pKmJ4inLt237I9qW2R7Sqsd1VaLyBSvo9oRF5KHET3ovwxN1EtD2EKLa5Gfik5AnXx2spz05ZzLxPyP4sbvvsJp9Sj+frrrHa9qsIT9cASROVhfudwMXl+QuBvRoXBd198dMVqc8vxWs8PbAlsDUh/fbbcr/4K1FRP4NC0/V+op99KiL8D6Qx2QWpeW3mk7RI2bwHMCURCoQwkIYTchLnEjmAU5dJ7s1SVNKyn2/xwo4i3odbiUljjEm6NuFfTwi0HyXpL4Rn97bGMVvN2O5qlDSNiSQdKGk8QprsROBnhCTH30so9xhgQUnXEq0QX7X9O5f+8LXxWtFbsKztnYvXK2ki3+Q9rC1W3yDmoJmITlkQOesqYdNPykK1ZefirkKZX3pLOoDwNC5LyLstRRiTe9geXApphhHayw8Dc9ve0/ZzTTr1liALcLogCgHVc4jwyKfAYMJ7cwCwoO3lS4L+akRO4GZAL9uvNeeMO496BWWpgt0TmIzIMdvNocX3lSRpSesQ8ir/coMwcNI5FM/wDoRI/ClE6Gl1IhVhT9ufS5ra9n8UslYLA+c05EWmRyfpUBqKwn5MRIAGEXPHiGoOqv2u5qHxgWNs/6d5Z99zUag7rEU4U/aR9BPgn8DJhCH5maKr1LS2H5E0B/Ca7ffL8akX+T+Qq6Um8zWh1UWAD20vSghqjwT2tr03EU5Z3iFS/BBwmO3/VIZkq4X+KmpFSJUhOQ4R+u9HhC1eArYv+1Ri1/X3407CkzutorNI0okoKil/RXSNONBROfkKcZM+uRiS6wJnSJq2pB+cVm4AbRXrJEmHUOaPPooOWacAsxDqAjs37FcZlB8TqRnX1Q3JTJvpdD4k8o6fBrD9GFFoozKPDCQWrkuWBcMTtt9vvLckY0cak02mVm02UNLsZfOkwIDy/KNEb+hpi2F0DOGyryo8724YryW/ELX3aRFJxxHVvD+2vavtW4H9gFGKFogA9WKcPiVnaTBhdCYdgKTpVaqRG2+ktl8mJvIXJa1YNl9OiARfKOkaQongDJd+xGWcbin1k3QfSu514yL8SKIw4xDbGxCRolUlzfI1udmDbd9exquKzDJtph2RNImkNVWaGzQ8p5KvOohwxlTsCEyj0Fk+kpAEOrGhuCY/p3Yg2yl2Mo2udIV+3CXEqqqvQtB2GDBY0iq2ryP09voD/WyfKOn2zj/zzqcWRupFVEueSehl3mb7IUlvSNrM9l+I1lYjgY0k3WD77WJEjgBGlGTsuWwf37QX1PpsRAg1L16foGvX/KPA34m2iHfafl4hFn8tMJ3tWxoHbNXFUdI1qC9WJM0DjGP7AaI/8yqEUgaEsPW9RJ7djrXoR/34aWy/ltdshzErkQv5haT/NCwyRehH7gvcK2k+2w+XHOx1qs/my50zZabdSc9kJ1KKRqowbWXIrwhcb3s5oj3iVMByhJzNkcU1vw8REuxVJr/HWjWcDV8NaTskjj4h5H0WtH1dCXP/GdhE0mTl+feBt4Afl+NGSOor6RBCsPyOzn81rU/tWvwjYElVv+zGz/FtolihD9EaEQdPVIZkhgaTjqZeDFMWq1NJOo8Iaf9e0na23yEWrzuV/T4kKrQXK3Nyde2OkvQjSWcBu9bm9aSdqHl6HyS6RC0CzFjfp3wOvUuawV+Iuaj+fJUG9qVmcyeceo8ijclOpBaq3Y+YeHoR+TjTl13uIPI9ehMhwROJPLMPgM1sf1C7Mbfs6rf2Pu0g6XhF72UIA2QpRdeTL2xfCfwLOFfS84QxuYWLXqSkNQij/AnCW/Zwp7+YHkC5IS8DHEx0bdmlbB/ZxqLnn4T23iRt3Xgz5JR0JJJ+SHjQq8e9iDn2XtuLExqEO5So0DHApIruWBDX7TYlnFodvz8RWj3P9m4lEpK0I2V++UlJhZkZ2Ia4D4zbsOuosv8hwKuSJmtjrJxfOois5u5EFK39TicKQfYneoQuQwg1n2J7mKTVCC3JDcsx9XZQLemaLxP6FcBZtq8tOTFnAm8TBvVVROeIKyVdAGC7fkOYFpjYtdZXior4gcBdxWuZtBPVNVlLQ5iZKILan/A67gzcYvvQtq5ZSZO4VFAmSWdQTy+SdBehNbsAoZBxEzAF0R3lZeANQoZtO2Bl4ARg1rqhWAyVfYmOTaemkdJ+qI0e5ZL+DDxj+yiF9M8MwJ9sP9SwX5806JtDuuQ7lymB9xsMoacJ4fHTFT1BtwYeLAaW696dFjUkx7H9haQbgd2Irh+vSTqeaHm4G5EPs6mke4FtgTclLWL7PgBHwcar9Rwm2x8BNzblRbUo1Q25NtH3BkYA8wCP2r6qXLfPA+dJOsv26zXjs7ejPeX7jWN2/qtJegptGCdPES0O16ilVwwEXrK9uaQ5iWK9h22fLOnJRgPF9ruS9nR0aUrakZrzZD7iM3mX8Dq+U3Y5glDyWE7SU45q+srZUjf4x3ORFUs6ngxzdy4/JXQjK41EbL8EHA5cSUjb3OaQThlVD2m36g23Nhm/SnSp2a48HgwcRxiH0xAty3YpRuIhRAeDxrHcigZ3s6ktZirPzsaShgD7K6rnhxBhp0nK+/8GcZ3/oT5G7SaxvqRN62MmSUdRFjKTStpa0lTEfPtXQiy/4i1CMmZuIp3meuK6xvaTbeWopyHZMUhaQdJjRCX26ZLmohiSkn7oEPR/hGhUsVjZXi+EWrvksKYEXCeSxmQ78U2FA7WJ6FZgUUkL1VZTGwH9bR8LbG77hLK9JT+bxklZ0lySHgYWB24ADpc0KfAFMHXZBiHps7ik/rYPt31mZ553T0TSxArNx7r6wIrASoRn5xXCsO9D3JzPKLtNR9yIJ5A0YfFGWtICiq42ixF5ZknS4Ujakmh5OAcRml4c2B3YTNJsZbd7CXHrc4C+wKal4APIRU9HoOhW8zOF0gaS+ikKK9cG1iGMyZWABYmWhwsC/6eQ0JsZuI7Ih6/yKueSNIhITdjd0Z0o6SQyZ/J/pBaOrrw205awa2OeTi9HxdnORNut4cBcRIh7m+LKb9m8SGj7tUlaFljP9lbl8RXA67Z3LMntCxPGygvASbYfrx2bIdIORNLixMR8MdFlaX+iuOYVov3husBxti9StEf8G+GRnBPY0kUDtSTKHwvMDmzrbFuWdBCNc4ykiYjuNPsCixK52JfaPljSH4mIx7XAUra3lTSxS9vOVp6LuwKKLm4rE57gl4nip6sI+Z8fEPfHi2oOlgWBTYF5gfNtn14ba0eKAWp7WCe+jKSQxmQ7IWlKIo9jGuKmembJF6uMyLphOSMh//OC7a/0iG41NGZ7sskIg+R6oi/qhsBCtrcrz89KhDAWcRQkbQN8bPuC5px9z6KNm/ETwITA32zvVLw8pxKV24cWj8CsRC7wW4r2c897TJ3JaYApHAL8SdKuFG/WPsDttu+QNACYyfaNxWAZDHxG5PeeYPua4gToBRxENEA40/Y1ZbwxHARJ+9HG/LItcDRRTb9CSUM4n4hE7Wb7gxKpWqLkZPcmWgf/txzfxyEBNzXwRn5mzSONybGgZiBWv/cm9CEfIyaubYkL/rdtHPsVb1obCeItiaQliErfXoRn9gVC220w8GtHv9TxCbmfB2yv13B8ego6iJJ+UM87Gp9Iet8PWAJY3fZ7JSR1CjDI9rmS1iIWB4favrk2Xm9gVE7uSUdR8s5/antImYPnBP5BeK+GEz3gLyc8kkvaXqkcNxnhDTsH+LwyTJKOpcGpMLOjaUF/IsKxAPAbRzHmgUSx6hDg34SA/ONETcGI+r23KS8kaZOWzMvrKKSv9Aiu3r/xgTWI4pmniFDKnCritlU+ZfkCNBqSvVrNkFTQq2HbNkRe3eW21wJOApYiJDmOA/aTdBKRS3cU0Qt3DHLy6Diq4iVJ85S8oyOBuW3vS3Su+Z2kiWy/Qnw+W5f8xx1pMCTLeCPTkEw6CklbA0OB+cumS4D/EhXa8wK/BJ4D1iPy6r6QdKBCMeMuYvH/Sc3DlffCDqbML7OW+eU0hVD8OLaPIrSU9yy7HkzUFwwE9gCOtL2lQ1u40pLMe0EXIz2T34FGb2LJ89uCuMmeZPsjSQ8Bh9keVHLEtgJWtr1yOaauF7k4MMD2WZ3+YjqYhnD+LMDUtu8pj4cQ+UonFM/X1sACtjcuodINgaG2byr75+qzA9FoyZ7Kw74+4VU/lOg2tDSRazac8OLsQPTSHs/2q5IG2H6yNl7msCYdiqRfENfnO4Rs2FuEysP+kjYDjiHm1rckzQ9sTnTKGgn8griuj828uo6nMeIm6QeEo+Wvti+UNBR4y/ZqkpYjiqL2InKrhwIvNoTE837QhcnV2DcgaVzVqlmLx+0QYrV0LFEccnTJ2TkY2Eehm/g5kdT975IfWclTTCfpHOJLc10TXlKHUcKkVVXdeJKOo8gdKQppIPTBNpU0ru1Py/MzSNrY9rO2D6oZksqJo2OofVbVRF/NA48SIae+RJcQEQb+S4RXeS+iC0jVCvHJMt4YbROTpL0pc+flRIrFZ8AxJQo0EthX0vy2/0Lkq28H4BC0npNItxhm+0Tbm5Vc7F7V9yDpGGrOk+nLffE9onvN08WQvJNQN1nPofd5M6PTEl6vhcSzBWI3II3Jb6Y/cIRCsmBPYDLgaqJjzVyE1uGPgQ1s/w34DyGVAiG2urVDRxJJuxGVamfY/qWjh2i3R9IPizFYGdwTEP3G37U9D1FMs5WkTW1fRVTt/b4c/jrwW6JvdjXeGJqGSftT+6xWlfQ34BhJyzgq5ScjPJCrEvmSSxMdmU4g9PkWtH10w3gtlaaRdEkWBh4i5t0rgGUlzeYQwN+L6CwGcAGwuaRNFcoZEwBjdMCqPFw5x7Qvjca5QgpsCLEAuEHSlI6e5+sBF9jeAzgPOA3A0b5yoO2di7OBsj3nl25AGpPfQPG8zEV09Pgxkfz7ACFnsCowgPAwblkKE34P9G0jLD4d0SN6Ydv3dvLL6BAkLSPp78CMwOqSLla0KduSMLhPlnQxIQx8FrCipB8BewO7lYllhO1HbH+WRmTHogYdVEkLEa3kTiPkqbZQFNNMCfy45EZ+DnwEzFzyJYfZfi69OklnY/tKh77sSEIFYmKKYLXtI4HJJW1g+3bgNqLQb0JgVTdIUaWHq/0pIe36Pa8vkQP5Z9urEcWW+yvUHiYGqmK+D4EXJM1Z7puvlQhg2ibdjPzACiUxeJLyt8rvHxDh6hFEXk7VBm4uQgplBNHtY0JgcduP2d610SCy/W/bt7fCCquEsP9EdDe50Pb9wDAi4f2iEkoaRbxH/WyvSaQALANsX3KVBtp+qz5uGpEdS0mz6CtpuZKWsRRwp+0bCc/BhcCviGrY9yVdDVxE5AQfavvD2ljp1Uk6ndqC817gaaLIcYHy9G8pHi4ip3JN24fZfrtxIZW0P7WQ9j4lV7UfsRj9V9llV6ID3ATAHcCyRF7ky7bnt/14Nac4SIO/m5G9uQGFjtVuxCpp99pT75fE7omIiWrDsv1a4BRJ1xBfjt+5phfZ4onC0xIabovWth1PGNQLwJdesP8A8yqKjRYG7gZuB7D9WKeecUIprjmISCn4OxEyPEDRv/YjSe8Q+We9ibzJBQndvpYX00+6ByUfu4r63ETk3y0qaZhDO/JWST910TNtIzc46SAkLUJ0EHqOKNYDGAeYUNIEDr3IYURR6uGSbgR6V04F9RB5vFamRxuTtdyZ4ZIuBHaXNHdJ0K5f3HsD/5S0iO37iNDf+sTq6qziofyymrXFb7qfAeNLWgoYF5iNKNi4Fzhe0kDbg4HnJO1DFCoNI1pFvtekc+7RKETDNwbWqQx5SY8QkikHE+kZUxGf52clz7fK9e3tkPlp5Ws66SbUvFfPKhQ0lgOeAm51SI59Zd+kU1gMOMVRBAWApNuATYgiy/uJtLDzAWqL1EqPNg3Jbk6PNiY9ulpsLWBJQi9yM8LTOLJs34wQwT0eOEhRnX2L7Z2JVVj9htsTJq+3CE23c4F3ifykBYk8pt5E79SJCS/uRsC1todDerc6GrXRbakwBRFyeqPs17uE/44CBil03+YgOk6MrI4vv3OST7oUtev7ZkJYf2jtuZxjOoBi9E1czeVtsCzRfIKSX/0hcAYhK7YCcQ+9xPbQ+kE5v7QOPc6YbJxsJK1IVK3uQngcFyzbXiOEs/d3VKCdJumfwEhHEU51fI+64dr+AjijFNu8RGgODldovFV5dVsB15UJf3gJN6XUTwdTe3/7EiLN45TPqxch6Nyv7DdS0uTENb4wMIdrrQ7ruUudef5J8l2oXZ/vAJc2PJdzTDtTimkWAmYFzish7cdtf1iL4J0KbFcZkpL6AIvavkzR3ODzWl5l6tG2ID1GtFxjtnLq69GdD44mZGwOV7TZWh1YHtiwuuDbWu3mCnhMSprAnbbPaPa59CTqE3OZ9A8mxH5Pr+0zCSHrM4rIlxxFdK452kXXs+yXeUtJtyONk46hYW5ZkOhUNg1hwB9m++Py3JJE+tOGhJzeFURDiseJJgijSsQk55cWpsdUc9cMyR2BWyTtWp66h9DSq/I43iYU+Hco+/dty2js6YakpD6S+kvaUdJ9RMX7X2vP95hrq7ORNIOk1SVNWMLRU5SnxiHyHp8q+80t6R/EtXwE0et2LcJzfEjdkIQMOSXdkzQk2x81SP0QkY2ZgWG297H9sUJj+GqipuBtonj1ciLacZCjBeKI6l6Z80tr07I3/KqSr/Z4Vkl/IVz1RwArSdqSkJh4SdJ+ZddxgMeAH5Yv1H8787y7C6XoaCJC7mEP25s4WphVFZQ92tjuYBYGfgPMo5DhuETSvMVT8CmjVQcWBv7kkEh52faFhDzTKrbvbPyOJEnSc6nmgyp1S9Gs4wBJSwDPAIsDT0raphzyPpEHuYLt52x/bvs829u71hK3KS8m6XRaMszd6E4vycOrEpVkK9q+V9J6xJdjELGquogoUJgU2MIpX/O9yLzIjqVMyq6Fnf5IiOkPAtYgdDwvKNs2BfZ2rYtEW9+J9BQkSQIgaR5gO9vblscbEG2Dryc6CM1qexNJGwM/B/ax/aak8W1/KqlPcTBU42UaWA+jJVcNHi3Q/AdJ6wIzOFr5XUZI+kDchD8hqrhfJjq17Gt7YY+WT2nJ96e9KROHc/LoOFyEwiUtIekIQlx8QWBO26cAJwDrEG3l+pUJXrXjRzaMl4ZkkvRwynwyE6ExO7WkdcpTXwArEQ6YpYHlJa1N5ENWBanXEW0te9UNScjIVE+kJY0lSSsDDwAm2sNVvZ9PBfpLWrLcTG8hdBJntf1pVaWtbCz/vcj3qWOoG4OSJpR0NjHB32z7fOBJYDlJ/W3fTfQofo5oXTlL5pIlSdIWkmYq88kZwCREGPtyYEOFyPggYD6iM9ahRAebPQkHzKFEXvbZtq/J+T+BFjUmiVyOXxFK/MsB80va3faDwJ1E31YcXWt2s/3P+sHptUmaSS3v1MXDvqDtj4h83/mIbkIQYe2pgUXKDeBlIhn+6rI9SZJkDIon8nngXtsDbD9i+3PCufI2ofQAUYh6uu2/E57L2YH9bH9key/bV5TxMvc6aVljcijRTP4SosXTokST+X7E6ustSTOWROM38suQdAUkLSlpsgaP4ibALuUGsD1hUE4C4OhUcyewCiE6Xm37CbGgSpIkGQPbLwKPUtrbStpW0q623yTSv5aUVHXEWkjSvsCaRAOPE6tx6ovezn0FSVek2xiTtUqzVRW9tKvta9ekUYAvPYvTErqHtwEfE1+MI2y/ZHvb8jvFmZOmI2kFSXcToaRFJf1c0qbl6auIHKXVbQ8D7iC0JCsuIroPPV/G2pRI73grF0lJknwNawL3SrqGWIzeWbY/CPyTWLgeSXQZ+glwgu0rbL9X1RLkfTOp062quSVNQOhCHmb7cknLAxvb3qi2z0bAe8APiWrtd4GZgL8RbRCrlnJZbZY0nZLUvjdR/HWDpPGBJcq2rWw/rWjruQJRXPMiIV21ru172xgvBZyTJPlWJJ0E/Mj2Og3bFybaB+9me0hte3oik6+ly3smFVQFMZ8ARwG/KW74ZRjdD3RiSQcSLRCfI/IlzyZCgifavqCEtKtVVRqSSdOoeQ0XAY4shmSvIufzD8JTsAOA7SsJT/tmDmH9Y8vjr4yXE32SJN+RPYmQ9ngwuvAU+Bewa4MhWSl25PyStEmXNybL9TtS0mSS1rZ9MSFbsDYhmj2s7PohcKHt+Ww/YXuk7cG2t7J9F3zptUkjMmk6tUl5XmC88ne10HmH8KRPL2mp8txLwIyS5rF9nO3Lv2a8JEmSb8XR5GAf4JTG7bbva9iW983kG+nyxiSApO2Be4E5y6Zjge0Ir84hkvYCBhJGZtWjuH585ngkXZWbgHkljWN7RO3afRq4HzhR0h3ABMAuth+pDsycyCRJ/kfOBNYqUmKpYpKMNV0qZ7KtLiqlivVEYBvbr9e2H0F0q7mMMDIXJYoQDshVVNJdkLQ4sAGRz/u32vYViIrsiYDetm8s2zMnMkmSdkPSVI5uNjm3JGNNn2afQIVGt3ezpGmAd21/BoxP5D2OLPuNV7afAlwKXGb7JElnF7d9knQnhhL9zXeVNILwwG8FbATsZfvaascsGkuSpL0pkkAZuUv+J5q9ZykXAAAHA0lEQVRqTEoaF1jY9t0lL3IC4A9E+6Z7JN1GFNg8RVRkv2n7M0nT2X65KPj3gS/zP/KGm3QrynV/GtAbWI8oIHsLWNn2Kw375nWdJEmSdDmaGuaW9Auii8cA2x9IOoHwSB4s6WRgJduzSNqD8N5cC/QDfgMcVJT5k6RlkDSt7VfL37kwSpIkSbo8nW5MSvoZMBx4yfanxbs43PbvitxPH0JP7y3CgLzL9q6S1gWWByYn8iIf69QTT5JOJA3JJEmSpLvQacZkKaQ5gKjAvo9I0dhc0hxE7uMGtodJ2hGY3fZOklYCrgNms/2spH61cHYmCydJkiRJkjSZTpEGqjWWv8f2nMBBwGSSJrX9BHAlcEjZ/YfAm5ImJxrL30d4KBvzItOQTJIkSZIkaTKdYkx6dGP5qv/nNoTkySLl8fHANJKWIPIif0j0B50a+EXpAFIfL8N/SZIkSZIkXYDODHP3J2RQ7gf6AhcRwuN32t5T0qbATrYXKCLjs9h+phzbi9IMp1NONkmSJEmSJPlOdGoBTqnQ/pHttcvjOYCHgKltvy/pPOBw4EnbbkvEPEmSJEmSJOk6dLYx2Q94EZi+6EX2AQYBO9t+udNOJEmSJEmSJGkXOrU3dymg2Rc4TtJiwBDgdeC1ap+qj3aSJEmSJEnS9WmGzmQv4F1gGLCn7cGdegJJkiRJkiRJu9GUDjiSJrf9Tu1xCjQnSZIkSZJ0Q5rdTrG37ZFNO4EkSZIkSZLkf6KpxmSSJEmSJEnSvclilyRJkiRJkmSsSWMySZIkSZIkGWvSmEySJEmSJEnGmjQmkyRJkiRJkrEmjckkSVoCSR+V39NIGvQt++4iaYLvOf5Skq79Hvu/KGmK7/M/asfeIWnBsTn2e/6fAyXtVv5eV9K/JI3qjP+dJEnrkMZkkiRdFkm9v+8xtl+zvc637LYL8L2Mya5GaUfbngwD1gLuaudxkyRpcdKYTJKkKUiaSdKTks6V9KikQZImKB69/SUNBtaVNIukGyU9KOluSQPK8f0lDZH0gKRDGsYdVv7uLekYSY+V/7GTpJ2BaYDbJd1e9lu+jPWQpMslTVi2r1jOcTBhaH3T65lc0s2SHpZ0OqDac7tKGlZ+dqlt36+Mf4ukiysvYWEjSfeWYxYu+x8o6QxJNwPnldd3dHkPHpW0TW3s3WvbD6pt30fSU5JuBWavttt+wvZT3/0TTJIkCdp7ZZskSfJ9mB3YwvY9ks4Gti/bP7M9EEDSbcC2tp+RtAhwCvAL4I/AqbbPk7TD14y/NdAfmM/2CEmT2X5X0q7A0rbfLqHofYFlbX8saQ9gV0lHAX8u/+tZ4NJveS0HAINtHyxplfK/kbQAsBmwCGFg3ifpTqA3sDYwHzEXPwQ8WBuvn+3FJC0BnA3MXbYvAAy0/amkrYH3bS8kaVzgnmJo/rj8LFz+59VlnI+B9b/hfyZJknxv0phMkqSZvGL7nvL3BcDO5e9LAYqHcDHgculLR9+45ffihDEGcD5wZBvjLwucZnsEgO1329hnUWBOwhADGAcYAgwAXrD9TDmXCygG4tewBMV7afs6ScPL9oHAX21/XMa5Evg5ERm6yvanZfs1DeNdXMa6S9LEkn5Qtl9dHQMsD/xUUhXWn4QwIpcvPw+X7ROW7ROVc/mk/M+rv+H1JEmSfCfSmEySpJk0tuCqHn9cfvcC3rM973c8vhF9x31usf3rMTZK836HY7/L+aiNbd+0/evGanxvqjF2sn3TGANLKwCH2z69YfsuX3OOSZIkY03mTCZJ0kxmkPSz8vevgcH1J21/ALwgaV0ABfOUp+8hQrYAG37N+DcD21bFKpImK9s/JLx0AEOBxSXNWvaZQNJswJNAf0mz1M7vm7irOg9JKwGT1rb/sozbD1gTuLu81tUkjVc8sKs0jLdeGWsgEcp+v43/eROwnaS+Zd/Zyv+4Cdi8lvs5raSpyrmsKWl8SRMBq33La0qSJPlW0phMkqSZPAFsIulRYDLg1Db22RDYQtIjwL+ANcr23wI7SHqACO+2xZnAy8Cj5fgNyvYzgBsk3W77LWBT4OJyHkOBAbY/I8La15UCnJe+5bUcBCwh6SEixPwygO2HgHOA+4H7gDNtP2z7AeBq4BHgSuAfQN1gHC7pXuA0YItveH2PAw+VoqPTgT62bwYuAoZIegwYBExUzuVS4J/AFYRRC4CkNSX9G/hZec03kSRJ8h2QnRGPJEk6H0kzAdfanvtbdm1ZJE1o+yOF5uVdwNbF4EuSJOk2ZM5kkiRJ8zhD0pzAeMC5aUgmSdIdSc9kkiTJ90DSZkSIvc49tr9OnihJkqSlSWMySZIkSZIkGWuyACdJkiRJkiQZa9KYTJIkSZIkScaaNCaTJEmSJEmSsSaNySRJkiRJkmSs+X8bA162lc5U9gAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots()\n", "ax2 = ax1.twinx()\n", "\n", "mean_retweet_count.plot(figsize = (10,6), kind='bar', color='brown', ax=ax1, width=0.4, position=1, \n", " title='Dog breed (orientation: rating_numerator)')\n", "#dog_favorite.plot(figsize = (10,6), kind='bar', color='brown', ax=ax2, width=0.4, position=0)\n", "mean_rating_numerator.plot(figsize = (10,6), kind='bar', color='blue', ax=ax2, width=0.4, position=0)\n", "ax1.set_ylabel('retweet_count')\n", "ax2.set_ylabel('rating_numerator')\n", "ax1.set_xticklabels(mean_rating_numerator.index, rotation=30)\n", "\n", "h1, l1 = ax1.get_legend_handles_labels()\n", "h2, l2 = ax2.get_legend_handles_labels()\n", "\n", "plt.legend(h1+h2, l1+l2, loc=1)\n", "#save pic\n", "plt.savefig('popular_dogs.png', dpi=100)\n", "\n", "plt.show();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The result is the same as using rating_numerator/favorite_count and seting **orientation** rating_numerator." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### In conclusion:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- using mean values of our rating_numerator, favorite_count and retweet_count condition on predicted_doggreed1 and with orientation on rating_numerator, favorite_count and retweet_count we have:\n", " \n", "\n", " - Standard_poodle was the most popular dog_breed via cross section of various orientation. It maintain the first position in all, but just two of the **orientation**s, where it captured the second places.\n", " \n", "- Flat-coated_retriver also appeared in all the selection process.\n", "\n", "\n", "- there was consistency in the outcome with favour_count/rating_numerator with **orientation** favour_count/rating_numerator\n", "\n", "\n", "- retweet_count/rating_numerator with **orientation** retweet_count/rating_numerator also produced the same result.\n", "\n" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "### Research Question 4. What is the pattern of selection within the two top dog breeds after the application of the two approaches (aggregation and mean approach) by using within-breed-selection and between-orientation-selection? " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As a recap, after method of aggregation, we selected as top dog breed Golden_retriever and Labrador_retriever. We are now going display the 3 top dogs in this groups by using our orientation approach. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Selection 1: predicted_dogbreed1==\"Golden_retriever\"" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### favorite_count as orientation" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 161, "metadata": {}, "outputs": [], "source": [ "# create a table and display information on first 3 dogs\n", "Golden_retriever_breed = df_dogs.query('predicted_dogbreed1==\"Golden_retriever\"')" ] }, { "cell_type": "code", "execution_count": 162, "metadata": {}, "outputs": [], "source": [ "Golden_retriever_breed.sort_values(by = 'favorite_count',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 163, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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favorite_countretweet_countrating_numeratorjpg_url
111780722433613.0https://pbs.twimg.com...
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" ], "text/plain": [ " favorite_count retweet_count rating_numerator \\\n", "111 78072 24336 13.0 \n", "606 50182 23947 13.0 \n", "1089 49528 16592 12.0 \n", "\n", " jpg_url \n", "111 https://pbs.twimg.com... \n", "606 https://pbs.twimg.com... \n", "1089 https://pbs.twimg.com... " ] }, "execution_count": 163, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first five dogs\n", "Golden_retriever_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 164, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 164, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Golden_retriever_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 165, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 165, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Golden_retriever_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 166, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 166, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Golden_retriever_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Retweet as **orientation**" ] }, { "cell_type": "code", "execution_count": 167, "metadata": {}, "outputs": [], "source": [ "Golden_retriever_breed.sort_values(by = 'retweet_count',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 168, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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favorite_countretweet_countrating_numeratorjpg_url
111780722433613.0https://pbs.twimg.com...
606501822394713.0https://pbs.twimg.com...
1089495281659212.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator \\\n", "111 78072 24336 13.0 \n", "606 50182 23947 13.0 \n", "1089 49528 16592 12.0 \n", "\n", " jpg_url \n", "111 https://pbs.twimg.com... \n", "606 https://pbs.twimg.com... \n", "1089 https://pbs.twimg.com... " ] }, "execution_count": 168, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first 3 dogs\n", "Golden_retriever_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 169, "metadata": {}, "outputs": [ { "data": { "image/png": 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WC7394cf/x//z//X69Wt386W35mYG8/Jozc2RW56twEAa3TjSwFA46WZbRa4xAOTIFM5jfXg8A3Zet29/++3S+8GXQ+uNuD34zWlpgBnpa6YOh+Nl3baxLWaIpJMqc1MozZwsyCwgEewSJPcmoYpICk6LCEg09t6Px8NQnO5++as//FPw9DA+rfnp7WGsj8p1C3Qztv7zP/7VP14vl2///mfGNwMNRkBjW8NEb2ZdKug0ln4APGMlE0omzUnMv9HYT7k2O1toa+tysFedN4fE4WiHL47Hfsn33rylIQOwspPCViRlRAUQTjyugrqlEvTZh6jUvqqHTMIod9qhMyLcDSYv2FiKGFtiS4WUIDWEJDBWmRESgda7mR2Px3Q2b5QE9+beNDQ2IDKobMd2uD199+a7uMSmgJFpGBgREXF+Ojdzb63RrXejmUuCf/Hy9PH99uaHH8+PH5flALdDt9YX+NLZyeGN3ly5jljXNZd+Or04NZjDx1iHQtS6KRE5UpkIjTE+XZ4+PTxGQrC7Q/vVN1/R/dSORustO8lMb+3mtMWI3pbzNi7runjjyLCqnwvaMpBjBAAiB6IlEUjKvE/Im3IjIjPTza1587b07r4sx+N6fiOYOMZ2OS5+a68NOJMLOuLm6bf/5uF8zuXQ0C3SzYbRvFvCm9Ga0o2Q5Nabuciq/lpri3tKio1YjM3XBKuLzyQiOAQ/dVmPp/Xy9HTOraENZCWGCU2krsK3CoilBBXuStKoajUUiCcjBcNE/egBChGZkQG3CGybUkkSZiO2mA3DrVobM2XLpGBt7UuXsF5WB5fWbk6nTD0+xLZ9GhEXDBt6cbj52Ys7eBtj8754onmGRb0uybYcDtacvS2nI80U4e7L8vLl7R3hrWNZmozdW1863Zs3Qta49G7DHh4f1radTve3t/dqkTFs3ChjjG3puY1VDGSy8/H8dKODhY1NCRxf9ZBAazgoApYGmdJc3R2LU+6GhaTZOKgJkMyraUBJrSWAkQPIlmBoKOFWTQ/WTXaDG6zaBObuh+NyWEZub5INhOKyNDviftgmymVbjg9vvl810LaLkiFEFa5sShMB662b+0StaHA5jTbcfSmSgpoSbsvBhi4EzWTUYfC0nF4HMc5r37ZYz5GK2Ui/Qq4ELRU0T43QRllWrlnpT302A6r0Yzk6Vj8hgNa806Q1IoYqW6Ojubu5LziMGIRJWrdtZKZBUDIthcCtHW/6zRgjt5ERdjBsXC9a1xUMIpkaj0+X9598ZAM0NCJpSUtzOXA4trYsvaPDzEWaG+juS1u0VFRMd4Ox+dJ6M6d7J9mauzW0BjvY48PxcDotp1BE26yNHE64YWtu8shtxBhOLnS2XCmYj61vY5WCGe5IEmADxYAZBWNLcFiQFdqoFMgEFelmy7K01lK5jsGIHCNjiObukohwwMyr+y/AWrPm7rRGW9LNJFo/aJitednGtp0jD5c89duvTtjG5Tewiy2KEZVftoW9LbS+9JO3JZXeGiDlpjHA1UydlgV4uDVvTS02WkBje3jEv/2771+/PPUGz7yl3v34LjOCwxLVLyj0IIAUI3ILbTLfrUogsoqYKopVrQ2CsJnhX2ka7k1Ad1AAku4w0bT0fkzvh2MqHx8eMxXKqLotMjObmRvYLenNHYSUZnB30gyxNFu8f/rwMdZtnkvKzQ59Sc+IGOattS4oAYc1Or0ZXaQsSbMiCjU3P/TmvVtrx9aW3pbW+3As28a23N6eXt7eG10cGz6aej5h3R4CYz2v27o+PT4tI5hMD2IICfPWupI0UoLQzKhMNEpZiboBZiIaLCGZmVmCcO9Lb2aH5dDcz+s6LpdojWNkZm/d3Jw49G60LYYyk/Tm3dzIdKY3t2ZoHZGGwJYbJDFtyRc3h18BD6H70xHePMa2pQwmw+Kd6uaLeQfgrcOUcYnLlkkyLNPkMBPMzZUEuYCH7qfT8S//9ne/e/PxrqMZaPn+/XmMjc0tGSmS1WyIzFBWnBJ9JIxGysFUpmDGqD8v4kdh6SRJBxoYJIneW18MmRmZJnPQRUVz64uJNkYroCwAM4ttCGjNU0MQXTCAkUBiWKOZU3C6GZ+eHrcxEoxM0ro3YpCIyNZGQ+tOMwDW2FqZUlUlbN6XBaRbcz94czawHdAO2ZZonSC49gPMlpFdOIOB5hCPx6U3XMbZElCO1tVJXUBqPQ+pkZlNw0wIKTIm3ChKiZSxLb1Rh4jhSzdSpJkjtWn2669kgnqmS2sRAaXTqtt/uj1h2LaOpRnEEDngG7xDaZmgG9CEzeAdx2TuJLSTtERU0W+H5mmWY8jo1ogmmtHdl00brBlj0FyDAL0ZbYhqFsONON0uP1t+dvfq7vb2hooPT49jXCJ0ebyMaI0dLK9ByAVFBBQkmTJlYrZ3olDP2eUyTMpalZFUCkohrVtrnQYAvXcCY9sCQnkKMxOhBNAWhxCjMA0LpjK8OSmpkgpGhE1PKDo6+8HayDHWNcnMWLcLSWc3Y2YllNa8LVXu0XyS+lqrfog1N/dZwFvL1qJxFCweabEp3dKB4/mcl/MT7GFEXraNcf76ixdLc43EkAUPbckFgmjaWSc+hsIiJcbQqL6zwHCHiNYAsllPdGt+f7oz88u20f1p3R4fHgFGqqAHTDoNWmuZulw2IRzsrZm7MnPI3ccW2xCjJU69DaXRcsQ6thUwaz23NHdWKObpfA7luVkup9tAjBEtGG2YeWsO4xga1SUZCGC2WkbQkO1gYiOBXE7tcHeTxpFpzb3fOE5ui/eHh/OPmdxyo2SkGTOyIJYYicyYnKDQpP00VpMUlWgVQo1kkCkMesKShtY6oEw199YWRYRidtDBsY1ktdOQqRiRGhkp5LqurXnvXWKmIgq2K0JkJBDAw9OndawjoawnzzFGNaMyk2RjW2hGGsxBwh3ed9JHSzN6J01sYK9GaaYlJubNLBoLCVwu+fHD+e3bB8PDsfuL29NYR47cuy+gG9Naa7FtBmvNNnBggBbps59kbjBFGuTN6zBGxBgB6nJZrXlGCrxsAyOMzBExttRWdB3CIjIzEvj48WNKYx3L8bAsy3rZYpBxEEZvmwQx1vUc27lQsYxIbTZyjMt4HJdxZm694WkV2NxNLS/rmsjjgb3RjEOKMThSpnUdzE3C4XgjiRncsiVdaJ6XiPXxspm6MaTMx9zCpBy5IYyz/TX5tAXsTpS4akXADIJmAgGTFdSCvdlAWrklqSgPAG2EKBB0bxRjZJINkk20jPTZ569XlSRFBOCz7Z71pizBjC1trMERoeQIjTFYWBAnJkqy0VvlxnWoosWsPCxpZk100OCNcA93QjBFoyl0YaGmMc5PD29+fPf+3eWyyhlPj7pdLCJGxBa5jW0bIyLWMca2auTSexQT2ayRIxJwkO7dzUIbAcghZOb5aX349J3MlMVZZtIykmRmKhIZkWsBOZMsijQxtrGNFbCIOD89GRuxgIrYme7IbR2xBUxFFdzGaGNEjHVs29i8+nIbkmlmhwOTHApqGyZ6wE0hDqVJY5KUx5aK4ZkY9Ggc2ZYtYoSkkSGt22VEQNaUqbxQRaIvysIYMzhNI5vMnhRotGJ9kDAyyZBooCyTGdVltYhA5tWHGgp4kdMIwmQjK4cAGSNijIIyCnmIGNVbkjQijDJzM+NIaaS3kTaGDLaOsW0X0iY3gJPN2ty8+gP2zE0h6ISbrMYQiOZomH2WYgKBYPMGar1snz58ePvmzbu3D9vGZjgczNkTFrAQLtsYYyA2bTHWHBsE5NgyCanJCRgcZpKakUSaAR4JSWOMddvWdaW5aADHiAIPYkRCijTUoVTPbDSYVcM1QypA2HIInm5DmUiTGyyRYvXdEQIkF5MA0lEtLBAYyRAQsJGUUWxrFnLaKIuxMgcqI0OD+9NIy4vb0gYcDLNQG8pQAnQMpSAHGBwDa8gFL97ZKIZLKBSDiCSrmy4DHNU2RVFGZqpEs2qEDyGCl4dti01UZ1OVPUAoI0eBDjAOwQ3ejYQypNwi4OW7av5gdXZImduWImPipZnWk8zMBHwbMYJAZkwiNckC8if3lQYrg+Uky5nBDLQC3iYsmSZa0X4dIx4/Pb754e2nDx/Pl7NyLAtvb/oX9/d98TFGCtWWV1YNXe2ZzIgcMGuggabMnfNbbBOQDeCIkDBGRkrWYiIy9OYEimTIzDpryHbicl1pGUGzZvNLhqKIlsvmTvUysxQzqzxokjJHwbBWrKAA3d262AqiNXOaCdDOd7DMzAGMkQnLKKZQHrbz9vbjh/vR7mRbiKkjYWzKC5SZWIUNGJlGy+p7ZiYwEhEIYqRalO9hNZwjglYErKx4ORIpWGsDXLctWF1wkgkfGQGgLtiIISmNCC3NQmE2nY2gjATYWp9Ee+MkEXJC/MXAjm2QiExljEwBiig6dRlKphr2LuacSylqucFMbgQddJqDDpoZ0gxumXk5nx/fvnvzw9uHjw8VhI/H5fZuub3t98dDxPY0UsrcRqYEk0wcqVGxGVBmmPlgztkBAtLI6oJXQ1nruq0jiqQs2ZWX6pUPgCLNHYoy0Mh0I92wkxw4K8QgvRAg21nkyvICJMxpiawZhchtjkCkSStByms2oVg7sLJPU7GBBUVGBDQih8TmXc0SGiM+fPj43Yd1OSxGutvS7HDoZsUsJULb6NRwS3c32gqcpU0svvfkjRtCmZE0C5AJg6KKHWmMHJmeI3EGedvcm09UPSMzkChqJJBbhlIUty1yqIqzMbahhNXoU/FoEGOryzePI5LKLQZlALZtZKLIqGMMFLIPAnL3xhppmtG2/JMJMGtkpy2wTvaabzAn0dbt8uHdu08/vnv3/v26XSLHdlkXayfcG3psdtYZnRIyhMwxIqSUhmKNyDDJpJDCKA6SFLnFMBLJwgIT2kZssUZuiWhm5TrAmRogZy6IjJSSWXQDoSauRnEf6g5hH/dBFtcv4YCQNbaQRdXhpGsqKjpkSrkRC2Q7TQrVo9Tsz6FoIRQihMIMEhMFb0HH/euXOc6Pl8vl4TEiNoV78yISyxY/AOx5gZFLc7MBPa0XbuBsyghuNWyYIMwzs/Di2CviCSMwTjeHw+EIctJNAaFJzAyjWMRmSUArZlEWG3rnVIIGVyRoSQG5J09ZzTO7fisQUkRG+aodZSjsiGyN3t32O2xGc3qDGVt379UDlcHdFjNFfHj69OPbt+++/3F9eNpyO8fl44cP79++uz2dLtvlcrk5HZe4abpdFrZMIBEjthjFec+B6ZsyQxqo1oWB5bAw5tSAIGUEErTGlNFIq+SC+3AX8Fk1BHfbQ8lkQ2X1f8yYUS85+7wqRh7KApRKFZWNAZAZNMiYQ8qaMgK9ci9js+mAwUSRgZEAM0IhiOZCMj1jmHB/c3c6vNiQj58+Xi7np3Uba2zbE0ZsoScN0M7KUGwfJZJuW1yWBFNjhMwG3WnFwKMLhLNQ99aMh46b0+nm7sXx5nh39yIyH9cnVVAQjC6DaZ4wabPXbQbCJw82igRelbhZoxVcZnubkqqpM3NrXRmWcFhNvxCSm5BGZKJ5d7I1a7z2BMySdHe27t7MDCDd6A3A5XL59O7dd+/evf/0MB7XuKwfHt5/+/aH9+/eXZ4ud6dTbCNevYJul37qozjyRWmXikc9lFlZ12TfRgEymULYDF+Tr14tjOmcUImeT9hiYncSZ1+wxlf3cVFg1r71iqnyNzs3t9hLUuy3uq6ayg8QiVxFxMSKOK8oEyYzRxrMCKs2CjnHZ+osK71JwdwzxgHZmQez4+FwbBGjZVID23rOyDW1jhiRIyUwxACVI9bL5Nyvm/cF5gZXKshi5C3NmzXSj73fHHE8HKz30+l0OPan84o5mDNZHs6aeivPjYg0m1kCYVJkhkS36j6qhnuKs7+Pd1SJwMkCMJmZOyJjDFaNJ2T10Ls1Sq212f+kNRDNHa3RrVkzOs2t9y3x8cOndz/++OHNu4fL5TLi6ePjhzc//vD2hx8+fUjp1A/ND0Ajm9AEV3Kf/1RAocqbQdgMXGXqqWm+k3K/jxdKc/RF2AdOtEMupkyZxSTEOSZRuFiXKcnMJopTkB0SsIi0GjtFJkZqKzZBzB9aAa2M9JLPDMErjaCs0mrsuwbM6jEnN01icT3hrKICTrfRmQ3plt4EK6UAjrbk0CY9jRBtHcG2eOsix7pdHh7XzKHYIrovAkxJWsKK2djcDq1XGdObWm/WmNoUrUZuYfWjdkowzW26n7oMtuMClXEbaLQ6CyNrtE77zXa3qDBQtVixm8zMTVDzw+F4WLd1G2t369ZyRDsurTJasYtic7iLXqoHoD2u65t3H7777ofHDx9zHQ/n9c2792+++/HTh7eXcfbWjsvx5d3dF69++vrFi1cv75elgVDanB/B5FFgkoM3FfeOldhUE2BWH5XiVMUWBQNXXCsTKSCZMFhKSQVUvYxKyXfURwCYuZcyKBZKpRMGIkdjZK6owQ0FmJIiE9RiVI4tNDEg7Y4LttfPScrMWX0Vk6ent5h9EE2POv8QZsyErdGd/dCaO4KjD214XNehQWP3ZgZrAHSOHJ2HwUbr3R2WuXmquUVNDTKbZWMSTrS6FUxjUplQseImyXYalrGSDRLuJFn/lFTwoQLNG5hunSyb1G5aAJADNjOHwj/KuYlg7/3u7v7p/BiftsyEqffWTjfHne/bAEsK3hLW3SG8/fD++x/f/vj+0+V8OX96/PD+w/c/vn374ePT44Nr9N6Ot3f3969fvXj18u7Vqxf39/e3QEirYCk0FlH4SidSKsVAjSnW+DgREVLajjIDiDEmfFnj0IJU5b2SNa6M6iW4ECmCZjaECQALKTnA6l5hstj2MYxcY+vWCuSWKJkyEgm0DMuBrChtVHAPzxVdZ3uuCoIZXdxsMMkqPFm5qpuclAGW8m1bm+m4HLy5AzF8DA3GIX1AjskjoJDGY2PSgoxIKEH2TiOGlN5IN+5zi4CxSRiC0wgDgjURkDmp3pC7EcHKk1hVSBTc2nsnuV62lJpbqVeYUQbIzQ1SRDgzkcZ9WpipnKyu9XI5Pz1tY9u2oRwacehLu709QJZEiko7ny85NtDX0KcPj7/53Q8fPz5+Wsf7dx/f/PDDD29+fHw8B0ZrOC2nu5ub27sXr7/46uX96xen29vb+9baGJfiOYc2BwxUoNjtGaN4tcCEhcvm969CfXcsJEaRjGc+dj1I44ioJJaYXT1zc9JbV24FNJmcSHNLJQDIMpQZpMmnTgaJVFRehDnX38rfGZC7iIGRYKOhdTNnipMnTSY5hyoAgG6NlBLNOklzK/RuQDWLvfTel8aMdFpT23zZmoGCuTcSSrbQ0eLCIamLEjY2GcvLm7dyRSKVhao1iQmJHJkRSkWMYkswivNrrTnmSHIBKUo3B7Qsi5mNkdvYEmSGGRMlFyByCgUQMsqYMgImRSWlILYx3r1/l4rMVGpoGNgOp8XMMvOy5cdPD2/ffbg8bYCjHz98eHz7/sO79w/f/fDmhx/ffvz4aYzRmx8Xu73pr25fv7h/9erlF/d3r+9uXxyPx95OSroTyMwzHEqLWAWZ2ZaWggWvQ8MQahaP02MboIi8uTkp42HbrFh7lQBJ3iyqQw8mqzKe1VFh1m1xwpBymnvxfQVrkQGZGSNZOOqcOOduHymQzb1ipiyN5myk0b01A5uYVWI26zRHOUmzWfzv9J8J2ThpNFOXUy1yA9S9H5bWuyMhma/6ZI6unhwACC/tgjQL86jRHAA2GhOGBM1sj24lIjCFTzIRyIgBjBgxxtgGYWyulJlv2zQbL47wHJsBYYUXjLEph2QwB5QhOsAcY7TWJqW1QqlUYx2zUBnTkEeO1hpnN1ltG9aaSRxbfvx0+e7Ht5fHi9vBl8ubdx//5rfffvvtDx8/fhibADsc2s3i97c39/d3d3dffPHipy9efnFz+7L5gfQqRdy8yNmZiL31UAoIEiwr8Yk9qyoAXHteabQcY5BwdxkhGK35TFkAc2+aRymbRJHChKNe1sFGK+AOSLPm5iMRNQKPpPby28BECQDQ3Ukmq7lCJBHGcvphDPo8RLLep5tZTYViHzsTkFKj1zcRYSSzyYYCNQTfjG4eGTXjllSr1zPSsLOsZHSHgVGVS7W9qgKeH34+hJ3fl5o1TWSOGb8j91FfSBmkoWHWImRGkLhcLimNsU4TxSB7JZfmmajOg0ClsgaS6i1cZ+2KjF/ZrVURJrS/+Ff/oXUDcl3147uH73/84eHTg8vWkT+8ffft23eX80rm0g7HZTn0fnd7ePnixYsXr+7uv3xx++VyvG/9SBmN4latARpUfb49+6uPNrMt6IrnzthGVkBUJmWxjXro2sEEN69BgtaamcGspDI4/7zcdkYMI5WT6p45CFmEu41ARArl2JNTZ6qA4uc818zSmBqmoEalg0V5aNYn41kU2Nzq1jb3LQTBmk1VhdLEqtutXfWm6B1u3c0go+Qw89wfwZROoqqBZrSUghLRVCJXolkBpFUlQwkrJRLb4fHpTshCR7WbvKpgikw+S+6wCm1FZGbrblbTjVWqK3Or5Niq04Hp46/KQEYvpYFI0Osgq1jJ9n/5v/5zbybkFhqbP63rZT1r5FqoprD0ZWnteDzc39y+ur1/8eLueP/i5u7l/d1rb/eGhXIz0rOqPGU1ARfLtTx2qbhYcfatBhTts4KX2ufktas51cRJCkWkLM6u4Ew5Zy6GKYM1EU9UUzwTxBZRNzgyLDObl+MPhZTKLkvlKKddLUdlWOuH5Ug/hMSNQVuhRBhc1agF3NJAISOzVS6ntD2TL/2kOZZGJQwkvDhjqtYYDQa4bLQJzs1pm3qNmfDRrQaZS89JFKIaC17KH1nJQHHdjZJb9acJGeHeEooxEmQzRcwAmilD9X4r7W1t9rLIqnb67BiTmSzDywyDqQTuMPZSXcp9XLmQs6IeSYLav/+737pXik9yqdq+nktflua+uJ9Ox9d3dy9vX93d3N+/uD3c3Fo/wfoEw5m0yugwM+KC0GDI6quDqdJ73IcBklZiQJOqkZBLgmCWqVQYXZggqaTmRW3A7CoCIN3dDNtWHBvt/QaRNJ9DptzjRVXgqQAGtRnahDbSSLcKR8ZmeXQO8CmNcOQ6C/Zrf6IiT4puqGHIGlaY8GGlL9NVT19IwERLn/KElR7teg0TJfs8ooJmTCOCNE3nmgJBa41jDExBSytI00qTqdyRWaNF1lVXPQSzyn7SuUuxpQSsOdXvCGbSTSSy2pPzLVWzxCQpcufWUYFUaIrfTOg1Iou30G5PS+ueOQcRGnq5kEO303I4LMtpWQ43t6fD4eZwe3Pz8nBa/LCI7oDbZpbXErdamKxnB/MKcKLTQINZMmRUwMBrE4eUUlb09qnLw25eWMPSewJbhLFmV64TUFPOxsGJVtA0hrmjAvGEXh2At5aRGkEnZUrA5xlYMcaVBk9pHWvk+ZZp882Y0RSjhnwmlFjDCnTA5tg+aW6KSi+yPpJbk6IGx2FT0LDRGi1Ztzdz8i1Ne3owzXGvAeo9znaCTbc2sdycPI3pKzglmgq5xG5h5qKJsr3hUUP7YmswuVkKGTFGNE+Thw1z0hgRQsbu6q61+7wEQgxlDhizeIT5DDQDaL/+2ZfL0klcLpsEq9DQ/Ha5uTsclt6X49H7Uc2sHXpbUMCcs1k6thIxIyh6NUcKFSWJmC2P5+62W4nOmfZG3452Y6bwdf1NAFLungKEGqd0N6s0p1wIAakQL0lODqC0j+oD2nypmWe413+XtZlEwYA0mwk4hJGZ0tM6qFndoDLW2WGr4X4r1lvljpIIIz3nf08mZWqP2oAIqFHN2RzM/W6whBh2DYprfpM2z8fMS/hiTuDbzheAUiUTpSv4V++wficNpWPGiXjNwmI3xenaM9IIRI51XHDp/WDOiDgcjnKsl7h60ALuc+9tZMYEjBKZlolUVO5Z4Ev745994y0JRSpCl8t5ja0ty93h/s4bDegNzYZ1tqaWdA/KkWZphYCqm9PYqusRZmOQqTRZoOg6ADKEWV8QqMGQqhALbZpPJ1VinsWEnZIYs3SceGbpBpnBoHksRmOEiBwjImDmM+9ipsblUsqa9UStVRsMzWY9SXdz1bSFMYsGnUamEpmYU/zFmjYDEYCJSXgWbSAwlNB8ku4hm5NYienVfR6xOQ24IAYTZk2DRFRnoZzTkDRU6bxK1MoNswMxh1hrrC0jClCvSVcTSmUDSpjNLP65hEjBlGhsNsG4OQ7k7rN9NmgWh+OSye2yEmX6MmaR1aZBhkwIuLCxUD2bwAfByGw/+8ltagNk9BH5+OBPlwvdWwcsh2QSU8wwhpnV7I/t4FMS5qaCVwpI166gCkS1GKCUIkOTZVK8viR8phWpIo7h2p8jMvZmTsmVQIrN6OXVZAyFTQ5aJU85dUZBmGWMzx14ZpABwOCumejMuqlaGHsFq5RshVwKMIweEUqYt7INIQyLqcMa6ciQIlU6pIKxFD2adWbWEwKSltVaH60xQJXUUTQZ3DZDl3tRCBNmPW2rLJKLY2xmZeZTLbeZyQFhKyChtFMqPpCScsQMWZHk5L0YWf2+YiUoksYRGRG0ZuYJmBCRHz58cFsq6eV8gFm6eNeIFMqhkCk9BXrpcE6IC+3m6ISbU4kxwkKNHBCcbEX4rj6JfI7RzE5kIWzVueRsZCBBqAh1GLOmy5qSK2O3aWbzlSp/nEyaHc7WTn7Zq2fsvaCplw0wc7BI+jv7sfxlvSMBUXdU8FKWL6O7BqbZ9qm2VxEiqmWUCfgVqSGnMP2ziQIcU4IbnO97EvKiAPx6GNoBegkl8Iyi/ZAOCj2UOdXruszAVgUuaLQ0CwKDwLV1V/7IqmJIlHcqnu985BWtomrGSW7ALChQbezMeYtGzDopATAiQHMZ4Blxfjobx+x4wqVICBnXZi6AALZtBBI+HzppgBJJsoEOqxEdIdMbuIkKgEkv4UeVACRle1S69kAM8CyCcVU/ld7OYZKciG21XkqFK6r9T5R9k0W2UHUnLDJp7ruaSmjq/baZEk0wsQbTyaosIUCEwwqd33IUwQEqQMFs9moUhrCqMCpd2amAdFNpLhl0AAA60YhgRSIMM4ei7MWopKLm45kFUNpkbQMUmQ4BqyBqoVHoCNo2lH3IIhvYaYK11pxqGpt2eksV2m6ecFNxvAJQkdIKgFUmhrwSSVUpx9J3iSn7BDcrIl7p32YWY8yIbGYli58FLo91aWzy2e0oOeKZIEo2r8isM0PFRFW4ktYspcOyiNrGBqCNLO5jVP8/Mmb9m6HYZAeAiSlSW5JB+uwwyn0QZvAAE1lcaJoJxoRgkExOlLqVQdkogSOFYkdqcn1yxyxpxuYZsUtl1dO0LJcGki4gYuefgUVWghEZTjAt92L+6o3MDDCgtDor9rhk9QQBkBvUyJYlt44kZbwcjqef/uTrdRXZX774+vvvHwNBGRSB0g6OUpoUAVqqeUo2EqIxt6ZmnDCvOQjYMCYsFEhpq7kNpoAUpQHE2LI+4RCdCQ6NqvGKbRwaiIAoBb0ZLJKXLUKQEBkkxVHmiNZSCFZ5UwoDqUSBsBFhYprGiN49pVSw9FFRGHJBvlmlZWRKluxEzR2N8GASyMiRqXY5bzO1yACQOzvJdgRtIk41Bo8dnDHSiodhNJ8O6TNMfeZLhKK0q3LCeZgg96TTPL/zyqZkZjSLjIm32nVvQKHz1NRjFIBIzf6clTozzWzknJysF4TXMLaqgWeV5BIlSlAIdUQYLaQRY7FoyzK0KiKVLKIrdHd383RJ46Efjlt8TLJsOSPjsmkU3BqlNV9KhqEqkwV6YtvHUmRkB3xysEUVhC0RacoZoLRF1nGUtinRCAU2yjOIkmdFbqXLJQJMjMiMyCpjJaWGmbszIsmpVF9ucS/wphold8SvUhBBiJzKdfWsZ59CMXLL2BSRyVgzIjax+bquQHFV1LatLBpS1ZaGAqJESq6d1cRJ5bHmaT5VX6zGGlxFVSd3RJN7KlyF0YT4qo0JMVMjB+kgItPMlSXhh1DhbDFy7PG0QIRQRaCRxWitWJwZ27bWT4qMzLFuKwHnzDzn/dhrbGgY05BUkijpnrqOCUA9cktdakIpApkblR8/PvzFv/6r5Xi3LPcRj+Stt8VaRxopjId1reOqLqnTmeiDjXZqtuY40yia2OSNdmDUFcrgxUGAQU9TCFtsmxBs2SwgpctMbEiSFtoKqRs5akw6Rvbea+4lIkYMlIBz3b7ZWkLEIDErO2AozDxGbCNHJlh6Wr4NMmJC01kTK5BKgpQ7WmZe84CEW4eaSE11SKsDayOeKqpfG3skm5ngXpmuRGgA5rz2955T4NKfgICc0VLM3NXApOL2hFJi7CzxaWJWDiYik2K1TPdbKhUNY2bmSAjlrIFqbZRvzMxRg0cpxaByjGEUbWIUBYU56ubAWwGeEbG5NdGEEoc3IIlFivP6pvWTu20l5V0PaphttixLX+7c7tuyyKy1g4QzP21nz0zlMBpNSNA7eUvvZh/SVsGJnjhudmg8jIZhI1onNp/e1odn4qLtLMtUWCcMSmfvYGdas0xc4vIIP+dQZFZd1MuXo5RFLFlFhJkbBTfHzhAVjGJvVgMBbu6OhLy13ru7t7awrgBEefc2Uzjf2x2gYN08WbVwiaKnWDNgiFREtDEuNcxQlClaRzG6C0konpgNCoRDuWtSCMyBdNAFmCXFTIfJTKjK35Oj4nhqG7mGQhERScJ89l0xW29TLTGUU7oOUTVptfdmacPqDEpIswmdd2+hVM5ppMIEQ4JkKVFkmE1QjN4zLkbLaOF0v6E1b4STaTY6TLJHVUMvrNaBNR6Ww531G9iBvvhhQT80ems3GWG2yBrSI4XanJKIw9KXV0s7Ein/UXlMnDKXHMetHbfmscBP4yA0x2JgbzBu2+VyfIpN2QwEkm4nHprZ0n1p0La+f3r4u1yfRqyBObK8LMtyuHNr67aKMSKRmFMLM7MEvVJnW1oJNKq1/jhWANVLLuzFrIkcsWmMYrAVpwhQzbWPbYyhTQSwblu4jchtO2/rOZVjYNv2UGhMcBLiSqV56kdaJwBD7EpmNllHSZnnKXFQb+EyuslgnvDUE6zT1qgNKlnvJ2LLsQ2NUOQkmjWMjFDWNGlMfeJd5bho4xNFSMKSItHaApoMlS9ZU3NzaRtDwEC122V+leYEEFaULmJsl2M/CdvIYegwNB7BezdPPiEz0zKU9gCuwBq5umcpQRqdOJpOCneTGdah3DbFOrZPGefMoNFs9bb1RcvRDr64vci4W7TGcri009YPT+7mBx79hjjQl87FGEvz1mK7YEuk0EwUYb0fixnihINj9e2Si7XIsUWYM2JI8HbI0Hq57BuiFKHMGGNUJVhTwlSeL+enC3sz7/Hh8lho0GXbxrblFhIjc93WiJGRl3WNCJBuFjHqZcfIjChULBwSxtgQaVbrYAioRbG7meEi6CX6DAbNe01uFCiGGs0wkm1uqejNrTXS3A6wFjwC3baPIzLtIksJipjobgKyzIzYqvzZNLaQSG8GZGGNFf8oMi2jBkCy8j4ha6gQZma0EjJ2s4yM0SghEAOZNCg0hUSMbmJE4RZUnk6HscX5fIYZF4ag8Oa+uEaekQsKHMtLQ7ClOU5H9K6+pPe1tTNtY567N/phy/Xu5sPRWuYXRex1t8Pxjsut0bpvBtzffGF8Qu+fBFzW0DniMdk2aYTcdVDfRoRy5KgEKaJyX1Z3b6QQyQgiRlwIi7EFZM4Y47Ku1WOhUDMPKW5jxAjss4RjjG1sETFGEC6z0AiFwAjkSABIscp6g6jYW67V4Z71UGVfOV/Zayi8OM8Jc6okbnJMwBjuoEkqFR030mle4DgpmxV5W9iPoJvDF8obeKCd2I+0Jlg2MR91boi0WCMGFMqxYSTGpqgdRpaR21Ap7o10L+G9FGSsOqWUVybVwmSZCQ1yBbujUeEkrBkVoS2zGdthUSaVvfsWg+6GdjAcegsJxtZws9yNwOsX3vqR1vvh0I6ABtOfhoVA0A3Go9KBO1Q92WTLU2pTvkuT8qItLbq2Ya2dmq8JYUudM3z9sAXfbjGEyDFsjdAwMtZh0NBYc0tr0BIxhHUZx8ojIxWIMQe7q2JLn+8I2lYnh+XIYCKozJEZEcnZv7CIomMUsSBgcLPMqi4R4BaJJGjJYRh01oI4ij57bdqhytkuQ/Ugd4TYrfbNDDKKJDRlEwu1ApJo3JeMIYvzU56s6lEwYWakRW2eQzv2ky0HRJMdsx3pJ9gSfuyHm5OfFFjNx+XTo9qIgIY0tm0VMxmhUcgFCScO3lkqcc3mR1hmUyJnxxc5QmSgJk9Et9PpeHAejzfn85bCGKP7iXzBLxHbtm4bpdubozvO2wXyQ18OzW6Ox6enp1BucTn2G8qTTbCxng+nJ/mnsenHt58exyPYzBo0CK3bBblk+Ign+lOaYmtQozG1tsGs+eQ4Mi3saRuP5ml20GikgpEIhTOa7KIxCLB7IoDh1pUdkCMfcU74iGCOUITJrEMYMfbmwYSEKAatvEFAoZFjuJmZR6S5R0Z1BedI4MgwSBqZZoQ18yWh0LBSRkWhSgJtFB2ApX8H7jIG2DsgcwR19h6FOWs1uYVkdcshqdGyhoVlEqJxyqeb+dRb6HAm5Wxamt0cmi22PW25ReTZ/Yn9Rn7JeEC/MVhfP2l9Z3gg03vrBCiTfXE4jm3NbVRvvHW7ub3f1nAzNlu3YZzra5+bOZFqIWBTSGpCSt38wDjmU+Z62eLyuD0CMLs73a7r5e2bN5l4+fJu3Z6eHh+lFpbdzZQPT48xQtChH3JoS4Ucm4DRD7ps69MFiWFwNwMQGspodlD05PDlHCHEsrTDTow+DF5gW4agW9qlaGTAYDqR6UiGhkNNfJo4xLAtEgrDlqLTnNzsadI05gHSRPdWEKDVMD9NRmUknNbBjOIsJECNGGNkQ3Wu5jSvmdWUFgpWFU3DKNJq12y15Ip8lcBItWpyz50aqOLcAHJ20wrhwhwhx5UtXT4usiTE2V6+fuHurXeR67ZCZubn8xNh1pv3DptLiQ7OG1769n67cH08b5cVI7cQ2kL2jKGW3oxje/r0ptj9Hq7UeWxjbLfH43bZzk9PyhwR6WjvPq3nM0RrbY1Ry1dHxNg2mo2xUfAS981BsBihNNokEaQSETZ0ScrYTYgxMtkaaKXE4qs2Z1HEC1aj4RMSaS0BZCPF8yq6s6OWZ2QWJQr0LNVGAAO1QyPGtQm5yXPEmnlhbEya9+SoqWlhRc+EKYbFBR4kh4SwLQM51dJCIeNqWSsnRCvVrYR2ZSVEzfMrdUUUlRGlp1aFECV6NXlQo0PMOWZerXZKCRpzc5rCDJlNAVET2ZLkk79av7qSLTD7FrLJoQEmXL4v+5zVvUryv4iZ/QYArUtaz1sgU+Px8RwxvB3c+2V9kgFqDnf7W5qtsO1xjHUbueYWGoJ5ZK651jj/up5DZD96FMtFWYv8tpEjDKaKNMiIFSDtEJhzIBmFyjFGNKvuRw31KlM0DIXoyQaQOToDxjTGNgqzqaqSotHITpGEF2EcAKkY1ghzIE3DAYbDOkzJ4pDP8U5l9ZqH5MouwEt6VyRsswtThJsWUGa9MHrQatRmwFKN3MhV7IWW1O4P0CGBudW5ZyuuR2365FzejD3bmRYUNdcU0VyZIdKde0+1NiqkNIwCvDo25QDBkr5CykgbKGLaZIRX9xozSRE4ycAlTlAUafdqrqJCCjEZs9jJhyQhWSmmZLZ//Vd/q30web2MZIZibBvAUi+qjTeAKzPzUYRswYDEgUGjIjPZ5NKQlLVvR6I9meCY27BKSYGJUoAROYWQS1Fzp3zUrkCQrdVdmLu0ofq4MmtBawAVkzFonTBviUzaFF+ymioRDNUgLHyU+7iYOPmg8vCGY+YWTEC0CQUWUTo5zASZsql+j5LkFC0swWhAU20HBRJpAC0DMjrQDWG1jK26BaSo2Y2i4IaUKSejhWAVTFXaFUevqOwzlTEQhS0V8qd9k4WUU64ABEqyYQatmQ9JCUu4jKGsfY3Vd9k7a1l92snynjYNJ5FITO7AtLDalTx5zA6IVooXItF+8/0bK2psPXUlqUwZGy3JnZSNIhwZUNxrF8noNeMPKNhlkkbW4tydfFlrYIpKWsoduc96q3x7kUBm/7aoF1FVLZM1jpA5p3tn6xtZbp9uMCjBasiUMlzR0Gsuw8LK/2BmA5ptbLAmAWhp3BSkKPP518QAqhqkmRaCYmiy+OfQgpV/YzF0GrABMBWDJcmFMJcglx2gGjZLcRSLRTBwLtcjmSxbN0lRaVKqhICkmhuvll4CHHPiqhhGmEuta5uV9d3PFQWlwmAZIcwNSCFd1NRmc1rNu0IstVyJNVhsEJJyyRJhmRJRw201k1GNzOuwI2C11lsNbjFbL9WqKY+IYJjLUGiGAMceXYXk7B5P6yUBrAQB55RtqckCRmZLWWBwFNeqrlQmUVOkhejN0YpdBc5EkZ+xf2YDtIYaMK/svMVAzeKhlszUt+6tyl3Uo/qGYFZNOq28lNNs36lXhMFrLjpZ0MUgrckvmxGg2Jil/alJ7SyxUJZXrDcnbgCQrrJdY7HIU6rvKBSg3h7cpNIHAwFzy5RjDsLGfA+z87pTuqvDVjCyBMQYba62Uz3b2VueDqL+Je4MM7Nq/22kk41z7TGs5kNny3oXhKrTFfqcYt29BD/rDZMk23SwlbNd6edkGV7sTkIl+sU5+Jup54ZzfYOCsJ2QjvKC1QES5jJfTWoPMVfVaWaFViTj2qs6NcOu8yy77RrnlM7ccV+CZ/PHVKOcwLMh7vGMkyVRxulebf+EkjVbRHAuweX115hBqArr+t+s2MAaO6vzrDGH68yWzfgxu7XTEz9r1TzHEaCUebPWqaO0EIpxBsN+qFIpl6r205W2u1WIkyYoUO6+6Az7nBAAxj5sU79hU3RZNh8Kq9layX09ysriSm8WiBlE6Jaoy0cv+lPBC8VHwtVw68OZsU2+S84n+EyWFPEsa7BXBvPlmEJE+oQucoYwarZRxDlillmUvY17+J8qVqjcsd5N3SiD0SYla/IaS2BsZ3R8dt+mQWemzGZtov3NTkPkPKN9bGO+SGQ1KXWdiY2sHc777ZyZhwA3m93suWhk0vgMRLowZFmWVQmJu0Xk1XLmxwTA2B3GFVKw4vNjEpJK/aoeYSRA2kSHoZnN1H2+XrXdMxdxw6zaw9fBjHnKuo5q6PnhfP61e5qWkeRKOGlKK7ro8y21qivr15NBjGnt9vxyBKHMbDn9zpR6kqLOvgi+3MFvFvNVs2Qz1E+tz50AiikS0y+psk2KlcoSwGwCzExuzyon2aSsQKwBMoOqiNsJmWB9DwnYnIe52gomwSuvXq2+nHNKel4UQsrqB4GCjGKpJotESQ+X4iz32FQbS2bikeTzEsr5rjDjNSGaz7nQieuIhoy4Zs+as8SMZ+9Vd1GSjD7XcNUVFROpKvpqDWjlkNc4UC4qq5r2CvmT6/aZDV0N63pFr2+9bHp+IhKlgVg/ic8XuFKqLPOoY6zya96+QsIyM2GEmLCkWko276RSc1Zk7rycbYAi0lfKix3yePYKNil4mm999yWclL4KTtQ++DA/ljAt/eqQivs+/5MsulXsdjHvDospsqPC82tKynz2xf3/9QgnuCdhFp41I1SJfLmMcjbSLt02DwOCZppaY5ykFRJAsuZlpHL1eySaU7Xaf+51ehX7ZQCLjPOZE9E+CDCrmCpAs/JOmwNGz59qagTws78+3/aVN/vZH/2n//3ZWQDgJHSyFpEQppmB1vBGmXfu430zdAD7PLtUw/t2fT+taoF9jLE2c1eRtteDV0jsOSjuPr20JXb0IueAlF21igrf3f8ydxcqc7+mks93aj/4+v3MRC2Pqee1T3qRpFmMUYMIEeG+37z9vVdSKMrc6gNXEHF3k0kxxjbZnDvQsX+cnFX59amLE4osCCmHmYNzMhiICQJNfzlNvE5j15QDgKLz15EamdybZ79/GeaJVU93gkr1QBJQAFcE8vlvSrQ5Lsp9GuVz5/Sffl2/YR+KAzKnRE7dEOR1UH02aUamiqBu+/7zMKekMUbJSSiTe1hsLHUvzNS00p8Z5cpurk+nolZOdvieWvH6WppmyN3vzlwdLOOlsiYexcpoM8kawpgLqmSsJwiKZGRO/dT5nD8bXP/sh+a+gAXPmE1Z8Z5t8/qdgnL35DM7zvmmq95IgLWYDlOGgFfwCrViXFkFR9l/mYomATu4Y420XsDFZ+5hz7I4R8XK4+wX7PnUa5he+1+c/TiWBn5970wMKoRfr39e3/aeKvxPGRb3RoxmOMM+EFA2Wny2+tjT2pWV4aOGxOqNCUWwmxf+au2tlimGEbKWsk30ovdh57bWhtyi70ZOJQ4nbc5U7T4tIEWYc9+9Yglhl0ffMyIWe1Uun3K2tTpowOqOutAjhxfhQdGhQKp0ocvH5ERL9+SvfOGcKKHImnKtxRpQjYPgurQce15Gka6EMjDrgzrp+cCV1bevAUNlatpc4WSuqEgtlucuTM5oSiGGwSZpG8wYVUTFHMTR7DLVLM+eSIiAFcpaPE6DVEvHEyKc4ihxORrImAZUtRXsap+c14q6+uNdoBYs+SSzSUhS5gzsFkgiJ62y5qgVOSpOWWahJxKIgKZgCfdktzIUwKSGSPq857OfuJcq5BxumY85VUljpoCwOeP+fDmq/sfuVK6XC79/e+Yt3GssSaEA5O6VOycMJe5w9V62py20msHapzEmYJaZ1W9FWjW8bCKryWf0wLKaY5jFbBFCyGmfRh8a85xK9innfsmMcHcz39ssxXetjIo7ZduuUXU+aDEqpZ3fwESasWbaylv+nhuZDnLGBMyBy72WrII1lakpSVcZXo31CjXxNv/yRPuuA6R7QV1QW5nM5LAX5Dt/DmGcc60zlwOQkdynJAHUz72OVE0Xej3sakI3MqMyyf0crsOD+Ic2kWF7Fl8PeMajmlmtZF+fZemVhz/HxGuMlLhTfKx6CCV5W64xc/ILlYBiIrcyTo9V97IiGoDMUWIKqmzguSFRM4jFlZN7Gb0VGlfZWyC4v909ys8Cxcx2yn1adX8xWUmFPBPpbWqTATLzSj7ms6okuhaAP9c9V3Dh+WnUie9iELuNUaiu3C7avyekkFhKu8r9b+zA7DU/KRjW3cuPzZerw9rrnuqH6bkk4JUdrtmuKLAxZzqzf7RZD/LZoPZPh72JAsMuHGv5WeXy+zXW9dEDTvTKPq+JZlmSmbnP09VntszPXuTzF6yHWxIWFc4mvIUk4BIyUgFgjgZYiVFhhztUr8Fq5u+iL2SVHTKvIcgsRZq64E5zem8HiG7N2CBkpk8+4+e3iGOMOm+S7g0FhntrrbfWJWQW/TerN1Hzc9d4T2O92/rRmr1b1BK2a9VZBLU5TE7uZIEdh6u5r73NMTNYWKbpain7D70e/O898Nn3yesxTcuY9psGMKQINyM4xj7L8pkZ1dvD1SP9p1/87CdCUraqYEqjuIBjc4PAmUpjf8nqxiTmdogpobN7UNWSt7kW7XpKn0H5/9BScw+HNQcDzNrN6KbmPRHKEGDioTelQnPCGtXmz2qX0gEXEmkG0namG1qrMTq01seIguxPp1NGSAmYWkF38yFOEy8OAuTuGYJUup02B9KTrEyCKY5RSrmcGXRpFtV80wjnjATKNDNlsTy88qtC7Saya0AUvD6VoFS8A1o9Kha7E5o48A6X1CPes77p/WYzdLZEy8FMmELQZyY42xcVkTMRWdotsxjdYZ9pLDt0/J/9mrkpJ3JYj7aatDaP9/qNV8dT/y9ZErDKfCt4/WqnuUucVXVaMZ7FMbi2cj57l9dehO2QJq931XQ8HbcceYmI4aCTbJ5jJpEzLALmXvTdCg9TaIFVeiRihsKI2PEIu1y2jJiFRQHWiYjYW5B5jYDuNZWu0t9afLmyczNV7fnmndD8mLV5JnMgrLbfzKpnttLhwKbWWt3Fa4FfO5SMcy0PSmEBMrOYfv2Z44GdwTKz5ulMDEDkeDbra5tTs3LSns0/n0KlcTPD5GXdopAjiGYVMvz5+7X/8z9badbv1+4dAWpFadv9DgBFyq69ItQZiZCbp2J2qKonD16DhTIjyp6eb/9Vq2r+Us/XRZLN2ejr/4peHSDWHBFDqW52OLTDcVHyMka5/AqVFSRNuzVOzHmXrKElxJzFN62QtpERtJbmpUiXkO+6Jtrxs73pNDP31ooeIG8oSl2VaVAiMwlzz4zrSUOZY4CWYvNC9TS3frKGYxOEGee+LM7hFqEo/6WWExklcDVFXmxuEJGUs9CZg0OVqz2nd9izl4I0Pj98210Knh1cPZ/KRiZG7DSD1W7c388Q/ie+Pq8PJElNwlyTpWvr5tmeiUl/J5RT87RKP+4gwrw6E2T/7LM9J1ufZQD/MELrilBNogaY6xjByRc5Lseb480aKwFygkcZcw9KRHj9LmhgFEmi1MzLRRG9daCGw4qeMJKIquNHuleFDaWMTOMWg2aMhLR3l8VC+ziLSoCWkmkYGKSxtR4ZIgLhYJmJg/vR1CHC3OdBgu6V7KdbL/Vl1n7EvdydAaNyo73OtInrJqAJG8M4f2mSxhi+/5QCVOpnzzP63EomEKdJm9GOk5GZWTx66Nlc9hUqV8u8Vo7POXzlc+7ehgL7eqT6ebbrJUzbr9q12DyzyqsSIbPaMmReF6l9dmP2qDzf1vXTXvUtC3q1K7hZjhlKISLMG2ljy48fHrfcivpUxhWKQtGKa5XFj2BxuIuQgyQNRujm5ghwXcd5u2QKsbK1FDl4dVTF4TUQCavLVeEV5fTmYMJUXMk0sYkXZzJasrJp7ChXKjvJRGhCb9VwpCNt5vhgblugEfAplwUmGQxG5p5oTwdG7FSS6z2fLCNMBuF0h/XMP7vS9Wh17W1p54sWaF2MUoCFk31uc5q58yws9nJMu3Fivrfnkm+efz3SJitWR5FyYJUfYzZ/K2ClZtfQRBYxa8KBlWbxuYrc3d7+QT4zst2i/0EJcy1X64kQNHblVLNYY2jIvcUM1Sr9UIGcJCqmMhE5Ri3oqB8dVG92cDse+vF0vJwv29vLCDkOCjez2mExz6BwnEiC3V1QTWqTdDeaZaQ7bbl5enw0j5veTsvxYzxlbN1aaMRQYJgvCtEmPXTISg8UgMnKn6XChMiBZqK5NWZYsHTL6HKiOEmzUWU0IUphjJqg0E60auZQTt0JJJh7hv1ZKjVTjc+OHhNNIBAj6JbEmGqoObVLOJ3Z1cGUMX4GMECQTUhuWvzVs7SZCV29UwEQeyCeiXn+HvzwD6Au7F282UTd7SYl2HOr+JppXX0V/pOv3SKBmjDNlORu2JP2Slb2kD4TyUomCgXOjO42Mgh1by/uTi/vb1++PD08alsPHz4d1sieeUA+6iLr05dPUe6EZSKdPbxEQVYXf/7V148PH6H82c9+8XB+eHr68Ouff3V7PP7m7//u07sPd3f3IfvxzdvNlieIwvFwOjR/fHiMSFmrbKtxUoFMtATaEtVa02ADtFmi1x5xN0ktE6xlFEfEJPkRgLLoWk6aPzOF9+J7qpdeodrnU8qKzRVdBX5OHJGkkgyktyk0VLZkv/cic/yLO542e2jz6GfoLsOakViCmRuLfVLZ/LQDzRP8vKartGPHDzFBv5Kf4c68nUUwriDK/s//PO5yfQIAQZi5UnRXoSEz2O8C2AV8TRHs6sUX5OJbKufi8XY83f30y5df/+Tu3YcYl3WsF9Ow9fL67u53H8ZGYqr+Kkd0RzQ0xev7m23E6dDGJZrjj3/x4v7mq8Ohffnq5e39zeXp6dXd7Yv727//9qvvv/0etOPp7nffv33zLj6u64/vP7y4vz90vv3w5t3HR/Pl8fFMapAjMkkmrDU3aEsalBiMgEQ1c/fDBth6gdRbT1DC2MLqncZoZqVoWw/A3QuWvrZJsKdSdUwFPu82sRdPQkEjBQxeTdNmEXCtOj+7/J+d/pQMnr/E9aA//2p1klIBfMasxrOqkVqDMbl3hT4zBe3hVjuGURK8+/rEvb6/lgnTFgvbh33utFQtOlyJIFR1i8vh2/UnVgk5LX6KK0+WVTEgAPdIZYhsnx5HJG+O/Wc/e31zGjmo/BjdF96+Pn35/t/89eUSzV3a3OzQTbGebm5/8uLmlz97eXM6xdhev7j99OHdH//66z/7kz+8uemtxYvbk6lhtOOp//pXX39892GM4e344cOHt28uIf8Pv/0NpN7846eX/+E3v3U7rU/relm/X/PHD58yxd5GCgOdbSQojzHSaDS3fry50Tq2x9WtLd6tHx7OG649KAOvjU2VEnDQCO3jgwUQp67FX84Cd6bGkPbMSypJRXBH2aeh5JWEiedMpcxul12Lq7MqdY3J3fs8FNa/iqtaTac56LHzXxNl1NSzKWgGShDiztmbbHPtbx0opgncLDL2XmOyprMxUcfdtgpdrhqHU6yhxppQnUtN9PUKG8NBJQsn2y9O5nE5XtYtxhDy7dsf4nJ6/epPf/Gz1y9OP7y4fXN6iT/69a+2s4XpL//q7z99Opvz5Yvb25P99CcvD8fbf/xH3/zqp/c/++arbK0tvl7OL+9PL1/c9qXL1YwYBhzc2ben169eRm4K/uSLu/jFGf3467evPrx9e+jLetGvf/FVO96//f7NeDz/62/fnL5DPx4/fHhY122MvKwR3jI2DfZDX4CX9/f9xfHHHx6G8yevX5xOh49P29iSvRZOOQEhwGaG1BBmy3An5YNkbaIn55xZNRZ9uoBJ56/8tMge9pxyzQVW9aSpvZz8zGnNHzN9lFQ0QGPh+xSelRie0xfshaT2RpH2KGz2D+IWgSq7NdESyFhMZheu8EhrTZNQop0IXjjAZ2TW568CC+on8hpAM7OUrZWTb8Zq4kyiOUHbASDmWPvSDke7jPHTF6+OJve8aTd/8M03Cw5fvrp/9cXLP/snf7LG9uLV8utf/OX/+3/4y48fHv9X/80/ub/ln/7pr169fvnF3eGL29vTFy/teNi2FW7ekJHGnhiZJpfRVgIGc/VoFNw6EvJluf3yJy8PCxrt+Mtf/QLW3r95E+ftxV/97Z//Fz/fyLdv3q1jvP1w/s3vfryEcpwePz3g4L/8+ic//fJ+lRZojE//5J/+4Xi8fPfje7g+PV0uTwVkWk5ubwr0uvA7BxVCYakTXyNRuoGfdbV38vizPyrFPHs+/Mk+n8n5s1lpAvJk5rMx1FqfK1hwfe2GZ0xgtrcEKOVAo4V2gcBrx/65xthhjUkc5QQ7P0vIiuY7W5oTnKsJlGcsZLfUvTQTAJR0ztS6xf7GalQUxWbR7ldrYXZ1aehutzeHVy9uEfHNV6++fH2D+PDhxx9e/tkfvfyTX7z9cLo9vry5v7m94X9980//9I/+4E//9Ff/v//xX/63/+0/+sM//Gbxdv/li8Rq1Grm7cC2SJIbWiZSaS2JCJDZmbCUHdk4tuwHjIa2HJKH+6MTZB5wHDFe3H+5Pl1u75cw+/jwRP46gB8e4l/+1V9/+PToo/31X//N0Pjf/C//K8V6ycv9kb/85vUvvnl1fni6vVs+/du/fvtxzdyWw2kMjIAYKPEfICcQUOZRvecqpDiRMBGc0Gud+ZSV+ZzQe/UWuwlNnjFRCHYFoVmizR0nz6ZZ/7YrV30aFoCpHqsRQXidoO8Jze75dkdFjpiglzAh/0qybG/Z4/MakMUpN1yncjEh4P/UY+0oy/OL1KuXVGZcvX3BHyFRrZbVOmABcKQu2/bLP/jlT443L7+00x11Phqenh5+/PoPvskTei7hbTgOL17enO5ef/3FP/rH39zd3bz68hXjkLWVwEfD8Hwy+GYpa0VANlO4opOyBsgPER0pQuyRFmI2q626nCS8dGNj9y9PXSO/fHlL9zD/xbb9/KWtwS3xF/+Ggv7Zn//s7Y9v7+5/+fq2j+zr9vjFiy/fP/39djmPLQ7Hw3LotiI5KNewshWU6odNdf/PjIQkU4hqvhEs3nnNCafmYwY514lDgrhP8kBz7GXuenku0/iZA+Aze2UiAsBknLeJ+0zbmXQjI6LURz/DQ1DTfOU7zSKCtWJ0t9M999HnhpWTpQWbjfyajZx+EyVo/Gz6M0R6cTLL1hIAa7tHCWTZ9IpGDWGDKFlqYxrIj49P23b+oz//o5++vj3c4tPbHy+PH968/fbF67sXt/dIg0WzQzaE2WHxX/7xH8X2WKPTqjIKnTLB02nLIQQrmgVhVI2uijB3deXOfwfpSiNrSsPhkLLWLYC5Rm9mnpvg5OLL4Zuvk/Z0HvfHfnN7Op4OX3356nKJx4cvLpdtROfhxc3x7aG3++NyOLRl6Tr2777/Ud0gzyFCGckpk18hsC66zzEA0Xe2NOBAladIFgHTqoonmRH7fhSU9uiExEtgstTF9i3uz1ZRW7IgpZw1askSqG1zJcs1wM0BCKjc5e+XkRXLqxzbhR7/Icp1/arhDc3LMOvb52rjmfdc0MB05tcfVFSzWVByj9FSAM5nGji85ewiV5LWQvnt93/3dP76eDi+uLv78sUv3/342/Xy+P7tD1+fTvQ+YpgOMpcwKDZBoUgX4AzKzMSeaHSweaW2lgElEoZ5GpUiJIYykGSAta3EzZrnSD77XXipVE11vNkzad78pt0eDzR69xC0vv/l118+nJ/scPx4tlgvx96++vJV73Z39+Ltu0/N0A7HFdxipaXC6W2yX4rAaVZr2m2uJg3O1vZCYGf3zc1yQDXDYN5qT3ohOmYuJqXWF3xGRi3FzatrtDZ3ClXcrb1fBjrYpvZykWSew1oWWK+98txjYTlYQaIxdzHi5/Tr96GpAuKek7hnyIRSreKA9iYX9hKZk7uNGv0DgKwmfLku0E0oGeCC6ssyhrM195ub5eWL4xgfYrvT2paXt9/8/Ou4PGic14f3h9vbvAR7t+Wg1jfBTZZdY527kIxwg7lgMImAt+ozZcgkQuYuAKpv27PLYopeZ6wNplnokuxeDOA5ruxz4DBJweHuZCJ1c+zHzuORWG6/e/Pdp/cffvblF2zt/v724eH8w/n7b776Sbt/8fe/ffdwfpRUjDqaGw1MN1MFIxrMaqEOnClQTgKNAEzWWwMUo+aOODVaJ+pD9ynSZ24RtY+5GMMTHkUKPtdGTKCTc5liYVwNUzTW6vATcy6pcuma3sE12fusTZB7iCoLyt83qSv+WR7HyAyBohsi20wt56BplirJ3ENRU357SjaD/UQ4xF2yIrO5GcJyeOPr+7tYn9bzOJ3s7qYfjNt6ju3p/PBwvOuHg5/8OLaxPn40isc7PT3SxG41/+tm2boSaKLXqHuYlS6OQebOlJVYhCpC1yLhubWtyOgz66F7yaXmHJvB7KIQcJuK3TkqkrP2ASmZhgw3c+/tYKva0+Pl5nT74r6//PL18dD/3b//m198/dPXX//8t+/e//bbj4fTfWKFNSDZnDXqQOTMNzJpMDZU51PlOVDbic3IElOM3YsZJkwBsnzf/Jjijr7mNZfSBKNoO6V2jjGlW8WXptl8FJJRL1vMqgl57TrEszSwKz2D+6tjqtACbqR2UHaaXEn8g0QJQI5sZcp7o/7zkcAr4l83u9JJ5A7GAqwczRqMiXQz820x/vyrb7744lef3r/9/tsfD2BvuXjPQUeMp0+yE5sflyOGjfVxaa7HbE7Rl96lkNGWFhF0ExM5iDYh7SmU18zdw1Waekpzz4QJaI6t2rpWDXaaA8kiTRhCldKkYxBRaU/1PGo3L0BZDghAswU0uD89MeE//erL169f3dzdr+vl17/+g4RvaX///uHli9f28BjcGMuWF0ARa40aZpaAhVeiLUyhsGIRuqEX94JKpmx2pGWo27Mj2L/XzctMOoXMTPdWRVYxGJWaCKuUpjGND226mtmWKRdBVIqjvU+CKz5QTmiPcTsUr9lGmASPmaPtPfUdUDNiAsSVbCU/Q3g/M67ra+40rfnzTUDCaCVQJUszOE+LZ2N+8/Wrn/yjX775/t13v/vu1e3Nzc2rL37y1aGNWLfNzY+Ld+9L27DmdkGk1o7uxWTNDFpTb4KYgxIwMFfTzExLTrlZyOb+OMkQqW4mszkeJDYrhZbKoak5ac5ade4zTjb3VpQK5CjCWAJAbdsU6Odzrmv+/Oc///LL17T245s3X375k6D/3W9/dPa2nHLbNGR0aw1SKmZp5Q56xRSSpbimK9oFiZa1+6dkEMyMyIhrQrL3iHiNVFGSx9Wmy7kd023XiUmVvJmAMUYp4TbIgpVYqwZ+akZKisq5rMB3fXbwJiVIaIp4C0V3zGTaMNYMOKQqKnJq7dBpE9mccVdzLdJOd7yCInsU5O6+Zm5IgBBnWZYEbm/8xQ3vbrLl+f706pd//id/92p5++O7H79/+/FnL7/4xZcYQUUV1cmw6ibkGusjOjOGtzbXRpkJOdnPCo2U2+oRFNOpqQZOhUGBpNXgQbIRzAzR0WrKnM/7MKk5FDwzDAbYoFDG5AQX3pQEGRqkKXg+ry/v7169fHk89rcfPv7k1cs18tsf3/Xm3/zki8v4dHF8fPd+u2S6pEhYwjC7ELr28Gx3GYVJj6wQl0zOKDYxwimcPHcBswhMkwYqchRMLda2BmXOufAJX4HusWsHGNhEDimBRhCMzJ2HKW9z7m9m2UWTMq+56iz1+qo0zGIiGxi5vz8JgGlO79hszBBmScxdVqBpLsmAJuAOwGu9n8pH5IBK08eUjgEWz4lIP3T8wc+/+rM/+sU3P3197Haz8M//ya9+/OH23Q8ffvMf/8OXd4eff/XTjK02EwXBTI21eRvbE4aXDcHhI0DCCWdmMMWsiTqBSDVTc/e0hBskyyh4jUhRiZRVxyq1r8acHfOaz4+gCLTIAZ6rsq8ZUXJXt54xyLctG9affXFz6CC2+4YUPoz1xe2ytJfH/tF4Wt70f/P+vcy2kk2eAEyLGLLAdFIKTfaH4HXD97m6iia0nJB15SQe+0ByjTaZlf0P8boTWygJNmDvKRvoO9c8hYxsI0cFnQB8yh1ZrS6xrAZg/eDaPKMp8JdCagDuzVgLgEQyRqR05UYK6RhlT1G5Hw0ZAtigKlDLmIp+PvU6mKXhjlmxkzRjIw9u3dMskgH0A/rHT08fP451xenQf/rq5vbUX744fXF7+vTyYVsfLo8fnx5v7u9uaRwxMoBEarPmiLAMcUSWMmFtRTH2nqHYxgLLjCa1CDSTnwaG0WSkO6Om4TzmLQCSwkgKbIHrwJBq/HKOYbKwwoytesaNeG5vJUppDZlxe7MsakwwE8f+6byeWvPl8B6fzofDXc/1/Xtt58i2jVp9wwrQiUDMliqni59OAVKWZI3lFDzT1PWf0agWqhWTe6ZDKnej2ljDot7iOhFWfbqQlGyTmZ8EW+6qrymZ0thp1sqICmoCI4r8BRKhUGUPUvfW6AamGdtizjlyYq4ctDTL5r0QTe2jODMEUiARJWKAzG3+QKOZz4ZCQmCDdTcSd3159fLutDDH06rLupIbXtwdzfL9+7c//C7u/fWtv1g/ra/uf/LycHp6bLQU1pG9+4GoiqxSyEF2rMG+JQD67HFmIOdYjmKrAWwjx7g4emJtftBUQ3UYLFGTOLhKYrB4eA3MjLmOs4jUBKBQiS7OU6oIwHLn+wBpmsmdITU3jNxytIVmSw4gkOkfP3z88P59+Q8L2+ZOZEUO5ag26mdA+T6kLwleU3GlGzS1k4rkOsERpZJRIY2KOa4sGUCwhNxtxyDnpAZQS8uAQquJhgJgZkvOyKIRwtzNTcxuvTLRAgXNSXdrrTU/wJbWe1+Ww2Lu3uhuzYyge6Mhc4CsoLEpYoyIHGNbt+0yIpUZOWp7mnrELjYx20BSjMhY6F30xY+HvjR2VwKZUiNGvro7/fLnr14eafE4LifoBRkZn06H26XdXM4PTpyfPuWI1g57axOxDTbjtmEqSqajVW1LS5ovZgqJ0rZBzi7l1nJTiq1pTP72FIuDM2G01BxAodVui6DITIVYiG9ViDuXpWhsOfHH+ZpCOjWwNi7UADblhSFmi4vFupHpnjc3hwdtkVhFBsOi9Be2IObs8g46AnuBTc22YZbIV/meqq+qsjNyyn1V16Q45Xvmq/leK1bOjnb17QCLAGtIRGjH40FESG62wFDGA6OB3qxfzJqZNe81Y956N2/emzuPztZ670tzb57eCumqAtIzJPSa5xwhDJsiG6WY2WK2xBsVpdpSM3BMIVKK8bk3ZYwYKjIPMRoHrB1vjz/78os/++Of/cFPX90tPPXe+kIfgXGJy6G3o91czmczH9swdvdWk/3KYESe14lNMaH0GgovDVu4UFzVNJKO0Oq5ksotpe61zRDFPxGw6+IJVsMNtZ00QxmlCVCzrUrVXhsB3lo1rjJFb1mMe3cgDNdp8S1jM/nY1vW8NmZfdPdy+eYXX+SPfP/0w6YLQaVCc4a5AIBEUVR2fHtnaEFVBZeSmrCPWlXqlF5jjHPaHXM9Tn1Am0yAqzVxr9hLLqPQYxrAdnNzI5siBKbS36ndzmBr1thaA2AwM3qDe7G4g+KQQVexIW4jK14aTRgFqWTt8EpukVtobBmJhO1wmCkGYWPCHp7IqAsWzJQblRoki9hQYsA0eV8Ox5+9+uqrr17f358ON8fbY785HMa2xdjC5RhrxvFwWg42b6xiajGYjzE4Rl1OJuWeEW5WmbsaDYaaZQDHluySaWzDyaiCKiNT3hajpwI5ZCQG5sqWQAZiSIOK0vqfijqZSiGzJsdLIVIAIoeyeW8AVPZF0Mao7dOZY1DrGOuHN5/Ony6HBbRxf3dat7E+nZUl0A2ypKqewQIU5oRZgV2rhNmcKX9VPHpMcYfpnIwEY4yatsUzUJ1zU+pnLNMpiQFkiFRrbtldpTCEqozTiFoxrWiqdveurqmIzGEy9p7JUNFispBoCM1t35KOKJl7IKGhCCmJgMZcikuNyEgRESmY0kUokZG1YzBjUFCz1hZaK5GQpBcn8dPDh7/9u0+PT9/99OXdn/3yJz//6tVN6xT9IvGc5puaLx1UxDZyFXwk5AmqpYzKsTUyMsAmd5kRjAzCADPRarnTllwa1PL/T9ef9VqyJemB2Gdma7nv4QwRcce8mVmZRRZZJItTd5NQNyAIkAQBetIf1ateBEECBOihG+qGupvdJIsssopZOdzMe2M65+y93deyQQ+2fJ8T9yY3bkZGnMG3b3dzGz777DN34ijWqSehwIgJ1slzKYC5ey4ec1P2Tm4wpT4W+T13D3MbEVIFJUHILlyJuWtKUQkTtOvom1kHx3Ge6zQV3r3e20PTSertvITL9/oHb903zoi58dbJvb625sho/CEiwnA9oaHBmJX9aM3xpvzhKUczKoKk0HhWJNh+OA2LIuXIvRgCKXAIZDGO0SX03OmduxURThAbmCYhoqtRoVAAQaV4bqYM9IjM+Dd5KaiZR25JzC1nyYIJD6i7RbjndtccjqcIuA+Vn+yKuLu5qSJMaCccFIs9rWdfF+/zq7udgPv5vD7R7uZ2oiKSKDRMtbsVycV1gJu6uSlTCIoBADOJmWInELhZESELD+ckibsXZltXJlC4daciocEeBHVnYg9tQUIecMsWVTigHurkxkHm4WZ5w1QVgMGZIrc+b6U+TzK7KgBhFmEEqXnW2iCqQky8Y7493J4v+P794+PT02/1vbeTFEbPlZ6RR/BPZW2H8SQbZsSnKw9luIEtE09+OVLJKMbg8abMlQkwkvsQscnb0DhAguGEiGIRZDEajAOkyKjsydW04JGnElGIhAe8EgsTZWux90gCV+b4Y89e+FAWhYWbuZn7mDIORxhI3TTcIpcNjX2JkbEzvTZly5I9Yu39phJBLGwsWnVI4V/+4mdfvpm/+vzmy9e7mWG9qbhILWUe8vIRpkol82QPV+9dzULKfLxhLgBxrkOqIoSwsYw+rx8oXHsQgl0gkcCn5XPhQbO4unWrpQapBchClYLJg8zJLDzMnAB3c/MsEQzOYZl+5j3mUjzMA0wMD87558gB/4TVSTiVAdWirfoR6IL1dpInLXq6kDqmoW6SnohzhX08OymHb+k5tp/cbnnWmOFulmkRaKhEDpMYf8nYBgCwnEjIFJ4zr6QIwEsknT4/RPpoeOK0o6YwzS2+ZME8xCjcA5ablUEsZgYKIiqlDEPPDnXEMCZ3d31uS28dR/XIjgYyT7QADIOSOiSp8yMUEWEuzE7wiEnKq/v57m6uoodabndE3iR2YxsRYOYisikThyGE4ap9OVm3cI9ao0gVljEEFhYmxOYufE12A0LavFSxcBcJtegOIxM4hcMT1nF3V2MiM3MQUwnzMJeI1nuOGKddZaiCcO891LZhO4THuq5MkiJxbBYgt+7uat08mEWYicVA8yxfvb53rRcPc3n72z9w7urcVN1figZgtOVGRpUBAQTZdsBkf8MHWB/XmbJ4ecO2AJIPKOIqzpSscEk3SWNjMgpt5vp8kOHvBjSJyLY2hyDCGUIsQ7EH8Ej9i4HCxVXoK4sPT1TY89nMXN5MLSI3MgI+9uPFRgEbQx9ZLIFymWp4SelFBhNL8FSo7ss0o5J9ebu735fjJMRgIgmiURWrlErBvXUNj8Jmruq9NQbN+z0jrDcvXEoNgpl5kZy0FnSKqizcbeLCTu5shTiiNnOgl8JghrsrwlMvmYjCh44rRQxpVzN1YgodGYEDIPfWu7sLMbNo9zrBXXusASIIM0stJGTeA15LBThYiLgI76XC4tXd7rNl/v2B9mQlgqadSuSIQHg6R38xXiAYTmTc7CG9n7FoAy5TLQqQSHh30BjDYZFCWu7JKYjYHF4QV/LQCKIhDY2yse6HSWbpSLStJ3th0HAKIhYJj0zSUorRzDyilin7dykzWUQ8E7S0thQtArlrqk36KIaYiD3CUj0nAhhrq1JxZTxhEUQoVZLXQ8Rqyt1f3dz/2c+++vJuPsy1lsFRHHp12w7jutuXyt30fFpgBjOYl1KLyH7edSIg1A1FGOS9T3MhgpnS4M3keYSqoYIJpCZEzS1SRN4d7qWOGQYOF2J1Y7Mwc9VQQ5DCdTxQzsxurqqI1KUNEKuqe6hp3uBpmkop4T5JoYPkWiCLwWuBYwJuJnx+u3t9sz9McnN7Y84XbzALtS0ADTL3gJ4wWsLpqK5+KHFNbARRNWMSXIcTNxGCzf3huZm7JVYxwk7Wlw7y8sJR+Tb8/6wCmJhEtvIQnqJ1Vwl4C6T6HkUOaJNtQlkdlsBvAJHSpY5rWDTkQDO5uXuGvDFvGSmvmFSMFL7mQARzeKhZIFfDIPb7+c1xvq08Ecj0ogZEnY61CADPXXDEbV2maZIQba2vq3CIsKW1M011gkMBmAsJR0Rfcr9sRKBIgSDc3AXw3ILjhiQru5NUmLkqFwdTdGVzuLoDYfCMTqOezhIEAVVtrY2khz3bYq03HfkQEQkTJ1PgsN+f19bMPbyrmZqUiUQK4zjVm9183M23t4ffvX9/Pi8rNDKBIsrWdyIOVwpLmtA1OkZgUwzM/scgeKbS7JXQFHG1m+ev0IvEK8c/aYwMISLKQP6TpECD/oJn2MgZbGYiEoNDHDymNeAeRp79ZvJgJndk7y/s+YTczWzoxGUH0RK4yYx+JJdJ0vIIYpLtCUvhWWOGlJSjDwIYkMLhSqbaujYC8bouRHj95gbpREeuQCAx04hMWuncLrtpvjkeUMsatgOEuZbSTSNXIbsHo0CiK8yJoxArgs1JyYsEkfUuPfk9ZtrDtBAc7paG5Z6LGGC5pSpJaZkYDNDKbLADiCK8dVtbD4AIDJFSPEv1AndfLsuy6tL60/kiRLv9ocxzQXErhMIiBphabz0q1E2I+QVl/FqGj6SeKYYWyCevjd2EzSSSfvAjXtOPXiOuOrHQ1bMVYMNlr5zPjeQVERomGKVBxiSP0fgo4CKZxJNksuFOBbYlSuODOUZBOMYhAu4wuy4r2E7OAQ8oIEDN3gGIgygHErI6LFKAICEJ5SIUVLJ71tVBcxWRoHC18HCz7uY9pwYite/NHe4oXHgqINGuqEXghYUzYfBsdBgziTtgzsxMYYbmJLMWxEVlJYYrKiwEAQ5zqEVNEnCYhUWouWoQkWQaPpIs91DLOQXmouqtq4+UKMrMoGjaJTy0d7PzcrEeHz48nNe2k6qrymE38860fvf+3XcfP66mjlq8myt5gCPzEx6tpaDsJCRQ6iPnyEn5RKbgbkyJPo/kBJJiX4gIcFCMShI83N11VCd7nGMvXnoPK8M9Xo11YwkPK055DwARllYtlFr57m5IkD7nY7fULIkZz8s44QP0CLMhRByWwze0kWPHg5VFRwbPxD8oImeosvQgkJnnKsPDbvfFm1c3NzOwEPF+P89TJYeFLm1tvWuLvui5r2WeKtE8SakiQeq+uB49dvMUVwlaEkrikBkIIDa1AJLLMHQDSaBGhMhuPAX6yjDnAgdHkHmEd23hwWrWM4kgVcVYbuVm1ntnoEBUNR/YfA7dvU41smmda9+kEk37Qz0/neo0HbjY2nvrMVVh7c3Co53X5fFcws6kNvgwGY9yNSOBNxPYomE6jpyzyrrrWsANaCLzVXdDED+3hBCIZ8nvFx5rdKpzzRbcUcYIKDDa2yz5vcyCYxuXz7e0MGGhweAemXRO52cvJwX/47kJBR9kqxyu3z5zjgpGMsqvl2LobSJsrCSJbC0w3Ak8iGauxHR7vPnZl1/e7qv5QiWkyG6a52kSEu893Jf10p9cG7zEemnNnW+PyZ0GY/F2g9T12orrpPWaj1YIPNyFWTXMLBBCTMLaGguDI8ycmGJ10pA7OMFWtAuKqKk4zJwMNtIRVzczdRuvJPhSbvEAmxoiuIgH9W4ROpEUqbyb5v0NhOq0k2n/4f2HkIlJvFSKANmuzq9u7+f6jrDo0L8nV8+dOFcnMXgQTLZ1kWngDmOL3QiEPuIVISgMGwFrjIgMYojHNq6DcfdHeQiMQoQohihI2hEGRuURwen/t9f2y1lkelLnC5Whtwr2ACNsPAXAVpV4UuwiC73kxSVgEuNQY19eIry0xUTP6XBLPo8lnTu027QnwKdpqgC51aky55x3ThNIKWFRSi0hLUjPrVORXZkvl4WJdvvdvJ8Ot0cGoF52s4d37aVAQGZKRAJS02TpZ2bLRQDPsAaepLD3Ud0Z2USg8NZWbwto5wSxxCGyEIkgSnuKiNQ7FREWdqB380ixGZg7aLAy1Tyi7wlUAMbx9qbW3XF3eHo8nU4XNRehgK1NS512+0OzD2Dhga0jxvZdStAnFeHMnkUMxiwMcqx828YwqIZM5BQWIAnedp0mYoytVrw6sc0qY3NeAdA2sArklPbI3xLtCEuK6pBfz4wo+84J51M4Y2OCBEwSsGYEhIKBzK2y9xoeTuGWYAIxi2nEyHSBgF3bSUwEdiUl4tT9ti6ogXBns5i4srtwHHe1gOFm3jHviOCw1tflcrHWgz2KwXR5Wrz6VOsZCwrv66HWSaQQ4JrUZFLV4CFbmhypfEYiIjj3U3KuYSYLouJQtu4w5xBCNI11cVXi7h4ebNbdvfdeRMxDu46tLszMwpJytFuKI5KCn1UKMan3Hko0A6AwxsQs08SPD4+Xy9L72iGU06SEp/XSGVGJGsF88zFXd/BsRi8y2rhaxHDQLw1kqyDTIGg7CHLCZnSax460EUwH+LlR5j1ljDZjS4nP7V0phZCfqckUMUIpZa/bYSwcKWzrQ4eEc7+IX0vtSKtKFqJ7JBV/aykMsad4/rj0AlMjDSeKgtxbC4vQy/IQ62eH/f3xIOHa1aB3x/08TSzUe7ssl67KRFFYaDpI3U30+Hg201JvPKK1FpEcd1a1GFLbNoClgKaWk5lvm+bMg8p4CF2VSCKCzJw0iMLD+qLr6tZFKdwdRU2DkIqgW13sm7Z0zkVm6bPJihLVMnTwVPM0/HK5UC3TPPXe37599+Hh0dXevnt7Mb47TvO0n2pR13cfH5beIye/NiRhu6BbZRcxOizXzGNLkq5+55kPmBbzrN8Xz5HtRSI2KF8vJpav8W1IQ1+/urUMg5B7RBJeGlNyjpDYhkQ9PKHFnEMJUHbpyXksABuTQ/nGIza6Y+Cf5n6tEp7NGVcYnqIgnBxuhTFPAsa69G7LbppvDnsydQ2e+LA77g8HYQnXCGOREpO3C4JEJioFIK71fDp101orM/fWBcyctHUVlixreu+5oIAAobDeuYh74rwhdQ436yFlAsJMjTzApt3Me9NoXQhGVgq5+xhaH4yDIWwJAjElMcsDBI4gz/0rAQ8DSYDdvfWlqQZC9wgHBYoUB71+82Z5+/F8vmj3xefo6hZ9NVfwlFOiz5jT5lRowIRbmXW1gCug4NvkVv5vIzN88uePX88HySmObaldcX/R7nbP93GP4CvVZhibR2AIqyHMMNYcemZcTEwRNHbXjBI3NrZkRFD28OMaesdhrw7y+ljkvXA3BGYCM9/dzLVE782cPKKU6vCmq5McDsf9bl9LzRwsewqtG0wACZoCodazGwGK3hqwA5G7q1sWT3m2o7DFUHZnIjM1Ny6CgLZGVIRJtRcpo58NL1LDzayFu6lpLSosFqOVGxCRdV3z+OaWU1PhuO7ey2SgFK51cgo1F5nUydyFwpt2WoXKbtqRTOflXKby8+P98vjhfL7o0ianiSrLBFVPHYCIGNLy24d64T5+YBPPf4/npCnSGJyYn3d2/MAQr6/ht2xreqbHoqGcNipGGvsXbOAc13sdQfAQcdCmcBoOuFnO0cY4ZjBLbHBc3rC0prQtZkm2Wx4kH5uhvhZX+3ILYwjCxXR/mPZzRSweydqnANTDJXa7eZprYUaQh7qHql56673ZpZ+6XNppwcJE+3mnYSJiCO09kjgKH7zHMZ48Rhjzsmo8N6xE2CPaukzzTAFrHZnOBBGRa7fe3dUdvYNEuruFM1hEEhwbUtTERJTMGY+EBDuYa51288zM53XJdQNmDg9yV1fvTThY0LuGeQTXUg9vXu+nnaLt90slElCwbFMO24gUS1g2j0f7+Aqe00aguvZ8MvHO5eGZetDWzbnukCYmG4fCC68T277S51KvJBAZG9w1qrzr7ii82BEaHBEK57GqGREINzGCwDVI8qF0AEFQMwIEbFkVusLhTgY4yH1EmHROvk0quqmT+1BWUsDuZ5mKr17c3JalMX14Wk+X5eb2m+PxOEshQjcVigBaa+3pdL6sDfxhaQ/v19N6LoVe3a73t5UR07yXUrWZiXPhDEi57S3U3J0BIaYXk9jaO2EiZjV1E4CsK5XsbpG7mkVv2ns3VQvUWliEmIdkZsTQnhsSe+7uhDB39ShSmGW320XE5XJxs6axKsKVIgiy2x9lPoShry2093V99/DQLD5/cz9P9fZYXt3f3szTvtJJESjYqMVxzW2yqzNUkofXSRgotoQ9IjdkY9PTGEVFXoasMcZHiaFShqth+RZzkipKFBElEop67vtgI35dMzKOzZEOACE5hB7bHtvwjJsp6GtGhNh05DQsSSzujRzaOVOsXIGUw//uNsYY/HoGHKEU/XC7v5/qUzs/2EyLRtOTO9he3R6+uD3s511yw4PMzVtb19apWZ2mTtOsfvfqZmf3l/WDFCpME8jNatlXlpRPCIqA9abIZleSAiKEa3KTpBAx1FSiAmHWIxDBEgRXYnajJDBGmIUygXmUt+4OQlubqro5UyrdOxGp9Q0BovC4XJYkO/TWA+xEOW/HXACRUmvlSqzuUtmsff+Hd48PD7e3d9N0KHBhNluTYEfh4MIg96tYD0bitE2Zm20jWFnLuQeQ6yOHaEZytq4gwTUYWgApGD7OPo2KWJKg5INOk9oNo64cHcCNBT2i7fBbgzPkxOVllB5DWgaXCIBpHITAnAvuc4yaKK/g9U8C+eASplhFqCebkJkEbhPbzXF6dXNzbv108bNf9NJJQ7l8cX/z1avps53sKEzAbhKxtt5bE6K43ZUe/LH5U5d5dziWV/OXbCZiPM9S4N6lzqUSzHX0WcJVLUWeAFMz2LSbI1wtapXwkSt4uKsHyE09NFAc1taVItzV3MRLzmGFebiXUrS1ZHW+uGwOh7q37pH9CxIwXS4XBtc6BzlLULAHVl1CaXfzqk6TV5Z5MidE/e13b98/fHtzc/PunXqwBrv1IpMNQxnLaa8shtgk0SJyr8cLthZRcrN8SBEljfI5A8uAOcIr8t4NPGMICl4rw8GfQgm6gs9JOhkatNd+9MgjBhIBokzo0mSzQqSN8hlAInyftMG3mCIWPqJqavMFeUSCH0kKgkh625n4i7v9fkZrl4/nHgt3OishUPbz8fW+/OKL+xsxcW5RwoxU3bswhcWj6uXtx6fvT08o7999WLrO8/TF6+PtXZ3v7m5uDrd3x1xSl4s+YGAUI7OkWWzPpilthbcyzUWoqblrNtByWM0NDuutM8FM1U0yVKipaTZzdKwO5HCUUsw0sdLzOdcikZQapF1NmINCtXPNXYJ8WZYea4jr/rjbz4f51eGOj8dXEfK7t+8/PD6d1vab355++4dVaReuYS3KptQqQpt2dzy3TzL32lSrKaUkt3gVyCmp0cCnZ+OKiOefewbzX353mFQmVSWINktKoTxPaaFrAjh+cyjLOILdgmgI9WaodESOz3g4OUBMYiMcDh/lyeTdjpmw72iRASRD/JdddeJ4fTzc7QJ+OauZc3N3gQkL6NXN9F/9k19+89kr8RN4Cku1vQbugPQey7kvS0cpv3+nf/Vt+/D08f5I//zvf/PTr3/yZj9P80xI9CWfYXL0ALEwiZBRJBu9dW3dzLiSq08i5muqq2hXRADCoDDtXd0iiMOytAC5WWgOhXrAwoxcwKWUaZouF4uI1tq6rmoxzwe1WNrCHFQn85i4JHALM4/mhGmdYFoKl+mgzUGrhe+mSkQXVScs2puHExV0C+LUrkcUYqbwzT6uN5TG4sKICORk+xi54ay6UhlweIrNbaXZjMmfGCvmI7d0RZpWtvmAXNKEoBQXSc5Q0ky3oDqO7B5j8XzGY6GtYByo04YdZMngTBVDGiQHJCOx0GwlRYwVoMxslieVSaMK9bvD/v6uMtqq6D1g4hFwCPME+3tf0T/7e1/PNSgqEBRq5hk9wyMsqlTcvfqbh+/+4x8u/+O//9D643/zz3/29eefv9lNN2SjgTRaXhFqSSTqSiJSwFIk3ELDvYfHeml1yl11YlsLAYBah0eRYu6qlqoCST5eWwPCzXszKRIURbiUSpBSCjMB0bUTjcVm/XQZ3TlHEHez7ooobkCYe/jerWs7X3yxh4fHx6eT9fbZ3X3r/vbx0T+fv1hiefvwhDArQ7WDclLIB4REzzrKV+xg4KYbgkDXf18RxWeMChhsrYxe7FvavUFiAyWibSasxEbNGuQ+YjwnWPlmo0F07WAP+X8GINegFy/eZsP1IzV5ACKSiKTJbt2dgdhu7Ug4qIRdjhVf3UzC66LxuKI3j24OL07hmMX+t3/x5c/vhak7H5iFogUiCw4imeqEy+O333/89v36/uPpeIg/+/qnf/53fvbm1dEpLmbSFio8qF4R7pZLiGSeC5WSozQp4GcRIO0WYYW68FxEWmvhQUy9d3ioqge5u5SShTuYnMCgrdnMCJNSQCQsIokIeC3lcLhhqaqWVBWCmIXBpUjKgK1LN211xrxb3n3/lt99IJkUcem9UBTH/f7Qu4r4X/zJF8X7fzh9fIg5L2nOiWJrlbycPMO1Ubjhdj+8fc/mMnYGuhuRXL+beY+FEQlle4dxvZV5zDL6QTngNXBi8pHsx+gbZt6KkQleGYcbgJo971xwKiOL8mSajMzrOnELIg+3TRHg2bYoIrwW+vLVzf1OnvqyGK8uDkZoFmz9gn/8z//8v/zzn87RTApk7wjyxixhRsQBWpb+7u27x0s/nfxQ9L/8B6/+7O/89Odf3JdqrQqkHMzNLBk4QIyp7Dopoco0O7fewtTNl2XtvUcYglZuU7VSKacOXT35CO4OSKSCnEcpAiI1nQZ5gZizaQN3L1PpfTU31c4su/2eiCPWaZ7UupmrajAFWRFSNfNQc1/t44cPOPphfzOxzdPUOdqirs36erPb6frw9byrf/JNu7S//P3Fx47GkVWNxJnwsvfyA+Q9NnrBs9/6NH+iTWo73YsNHIqThhwbqvDyxRRK0Jy5sdxgPWhRyQa0TNAxJntkAzYJIWP6Nsc0koZhkX3oZDNYuIZbwjiWrspSPA3eiRBMQeFMCC5+/uJmf393WGwxR3Gv0REBbizo2P/s8/n//F9/c3+cjEJoYlKKDhAHiCVYzqt+//Zdb91ocoqffnn3j//s5z///KbSSrSSW+E6T5PIlEt4jMMLeKrTtL+5uZ1uDjRXlFDvrffL0h4fL60pSCJCBxEP5t7dYGhdEyYJQg55iRR3De1wM+uAqrWInPpCEbg1t1ibNw1VN1cWmaY9s/Tes0Gv2lTdIoIpRDyIIqRImYVqzXUpzEQT1BcmP+6mj+8/mNrf+Tt/+ouffF5Gae/unWnMeCRV82pY1zxnA9pwhdvwIscHRuSJ2CQmCJbbQBgCCqLOkU6CPdhz8+iYZSBg6zWOI8bmTkc3IB2Ux6Zrsb3ixWvrpyH5txkIXtS013MdmaPkEuV0g+7ufrefv3p1EDM1VTeocRCLkxhRr45/8edv/vxnEyiIJmHx0ME+JICgaqfTaVlWc17WDrZffPP13eGwrN0DrsHBCQePvR5ExDTVOpV5KnOd9lFqTmJr7+fLSbVnxlEKp2S6mqkmZBUAkqcR2yxubMhQ3p4czQXILNa1M0LbCvO+2uPDaV3Xy+XkrjyGGDP9hYiIlKyc1nVdlosHiKq5de9gmIeZhcdU6zRNEX2/q+HxV//hVx/ePXz15s2ruzuuPJRrkIzRrau2Oarrvbia0cuv/Nhp5XFyhZObU2roxY9/KqMbjVXbGfTy6DklMt7yOgkwZtLSaAbjc5uERF5WgN3oamzX83uJl7z8JOPpyerMfVfx1avjToIJJfepp+CRSeAWLrf37R//+S9ud3dAgFMdF6O6JGaicG/LomrA1NVfv3l1d3/DTAFem6pDSIRyToKFGBFkUUJK3WG3I5lYqki42nI5n0+ndV1KFZGU6ndmdO29DzLMuA5Z8mwf0N2S4Z+zEvnQ5mNG7rqu2vu6nFtb1uWivblaLfTm9evP33x2c3NTaokYQ2+lFBFmERIBVzXu3ZZVEyForbfeE28U9q++em3mf/Uff/2r3/0293/iWrv96N5f06D/nCX9sV8aFD/ysS1ycBMQP/7hTJOum7WGObz0MZtf8kga8+BVxYvr6GlemyWNU+TtcXnxlGDzhXnobZ6IiIKE6W5XXu0qMyt5YSpg55TrRz71//RPv/hHv7ifWZnnoAhowLdrFABMdVmWWid3EZkqVyM5q719+/7x6dzVDcQipdY8vYllz3UvM0+THaaoMxv0dD6fni7n0/l8ar0hfJ4nAKBQbb313nvvLUkwo1tO41Iws5n33q/3hoh67611Mw9T7U17I3Jh197aurr1IjxP093d/ddff33YHWLk3ZSAoIiAKIJV8fjUPn48tdaTXp54GENU++1t+fLLNyfFr999+HD6CNWx8vuP3vVPCsM/klH92KowGqhBRMIyjOyKXNLzL3KKxmBbKz7GRAMEAdzRIwzOzCVAmlMn28jelQmTf4oICOaaluqgMFhKqqSoY9D28+Pz5LiFA3DLovNu4sMUZH2SEkCYEXkIocJD76f43/zFT786cAVmUA659G5O4WFGcPfz05lBTFh6PD1e1KL39jf/6W//8PZDb2YaxFz3c5HKBAmrUqbDoRx2fHOI3c4nQmi7XJ4ePj4+ntalp1qJU6gZQN20taa9u7mbk9CoBCPcXVWHboImfDJyh95bClY01bU17c1VWQoT9ba4WbZF9/vdfn/c7w/E0nt/fHx6+/7h4+P5sihybT1xb9HOvS/r5s8qCweZExW0P/n69e1hDpitfdQTAIiGQovnmuMXDI6tPHxpXi8Q0HjOhYAANBkEo4UyMEkOpNY7XwMUknM0JGJiYBDD6aQPuJracGnXyuAHb5xODTFGmgCkDpG/cGkb4P4cB2M0OeFhRWSaChDzVDeyIXJX2SRcof/wT7/6B7/4phDCQ7W7Wu/dTLMZB4KpuwdJ7YH3Hz9elpWY/+1f/vvfffu9h5jj5ub2/u5+3k0jxDBBiOc5bo6xn0jYQvt6OZ8v7z88PD2ds7z1oNYsHL3ruiakaWrmZsO7D/prbJ8u++lhCXyLmFtbW+99Wdv5siytNTV3ChYLWlpvaiy1TPPQNxsm6ddpXgRYeHc8TNPUe2vryow61QgUkQiYBwV9dn/42Zd3N6UIZ3PtucOLZ0LyD18/SLb+M+aVbYokew6ca2iuZSEJuvJtnse/fJusvh59O50kNSTeMHgyY3Pi1e8xv4iDnJk7Ez/nZQD8h6eLkZls9W1ELWWqNcLrPLVmlJre7kzmZvcz/sU/+Oa2RO9+6RdhkspBISLpnc2jqwdKZ3t/uVzaWub5w8NDU3C9sSjg4o5lWUqNmHdzKbUWmubY7XS3A3Ex65fz49vvvn/7bm1a62FdVye5rL0UcSaAunbfxlpAvA0GSsqsjYLAc4YlWtci4o61tbU3LtOq1tfORN1C6tSW1TVOlzYt7ahed7w/HMs0uXspJYjqNKlZmDGjh0vrESGCZbmUZT7Mh91ud2kLk3SKEnRT40+/vvmb39DZo5uRcwTkxRLRP/p6qXb0Mid+iU14EtAHjo6BLw+UKcHNl31FRMDjOgntkUrjQwqFOTuRNIZuIq7E6LiutnuGYmkIJo0dxU4gf2ZWXN3btZZEch8CCAhTLVJKmSZEwMy7thHFYfsqP//s/u9+cxfNT+REPhkAjwIRDoQlz8YoQi5qT73f3t4W3vXeXP2yxLy/4TqdL2vELTHy4WMmnmuvElRmJz6f1999d3r7XZmnN28+59h9eHh/ujyCS2T1yAXIvdEkUvx6SyLUVFWJyMxa63Mp7t7DWeraWut91Iws6iBY17g0U/Xz+TEe3LiU/b3Uw93NzevXr7/7/vvz5eLMoc3UC1OdpsPN4TDdWeuXiMt6+vjx4/zZdDgcHk4PAajHTFSx/vSz/df3978/f4/c20TPOjJb2PnPeqyXydYPay8P8yAey6eytRNA+DNlXl7iWBEgFOQY1/PhGCGJ1hJJzjoQICgp20+gTeeW3TuzpFcT4uSTbZ3rEBZ/YVLXFD7CIkDBQO6rWblAfXGfqbp7Q2cN9jgFT73NP/3yZren7n2GE3HUYlBCeJiAKajANOK0LKenNtebXuTth8fHpT08Pc3zflnXy5npNVeRiZiIFUHdpqZRWi3n4GN/PD29f0vl9nZ3NPVFL4xjOO2rlFqYUMMayKjWmoKCUaWq9w0shkeEatdeC5sRc2GHLd0VgKijei4alMXXtbeTLacnKzP3yxnff2yHfb89TodX8+HV+dLaetEeYWhE01zqdMN1mueJxOzRl/P56ePHabefylSki0lnEHC3L3/681e/enh8/9A79XC14EmKpZpyOhsCBQnItp5xIBjEkXTHNIIhYjR8AxNoqKmPNszQckHGMhB5XBfz5jQHF2x9bHphqnmtQBQ5TDEGNgb3DXDimvCRh/EVbQcAmCqEKWCWXJE851Gm0EamzmWh2JpWQcFSNdS0R3CWmgQuUn7y5W2tLIQ9C3HxUiIQ0caEC6ggLpfz0+mMIOHpP3373celf/fhFO5U/A/v3x9ndhYHqyG6ll1NTcSJCfDW1/7wtsbZeX8+vVvWeFyX0xJ94R66m+duvZaopbh5qcLBFJGCa2CKcO/PgFYwRES4Msi6hUPK5GO0ixjitpr6ZRHXm3rg5vj+6VGejsc3n+/3x7v71x/fvzW1CLCUcKyrPnw83d+Ls0/zTpalimhXLn2apmnqGtECFDQRffn5zRevj225PPQOwnOG8+yL6NmTBa650QhqSQOMTUH5+osbqkIDqQJAqRHzR6pIIgSVa5y6BlRQ3mnaWNDX3mEiT3btRSIbPTIO6BthQEBAmLu8YKJuSIWbOXJmL4JYmLl3NyvEpfe2diWSppciB230ah8//+p2L1IDdRKIGEiVUuIBoFqmy3k5X1b1AMmHh6f3D5eHRc8XP+z2p5PNJR6ezu8eHr5sr/bHXb36eBARG9f+9FEvj6Ht4bL+9kP7y7/6+Id361TpJ5+/xiu+vb0tVSzXromMklskzHMUPQJmllpOkluymFnY1EmolBKDtw0QtbV7p3WR9+/X+13Z7Yvv6kdm+v77+eb+zZuvX98f3x12aztflpYE7qW1j+/f1kr3N7e1Tof5qJclx+aYWbgAZ9fgUBEcarndyzyBlUHkTj29wjV/H5A7xmbDdCXJTjATetblTgvDC+bMy3jKtPFFnw2KU3tye9o/jawbuSoHZMdcBCIHt8JyIwhxwCIiSaT5u2OoK8msaXrjmMNwRw3+Ao/FFkdMnVgiEsn04mLRSWtF+erV/s2NVMTNbsfoPbQruZkUDg/3ULPT6axqzGwRGtRdHk8Ll113Ce27KrXKbp9jiTki4VKuOuSKpw/r6fSb75a/fu//t//PX/3//pfvOpXP3uAf/Pzzf/F3P3v15ubrm30Bt7YICZhFeHQqCBTboDqzqZaSz1QWTMEipUbvJqV69Ag6XS6nFW8f1sel7Xf93emMZp/fvG6oTw8f725f1YJSuEgRVlNfm5Iww/p6Gze3bnScb5b5qa1Ne2eptZSpsnp4C0TbybSfEb4Ii1pHsLETkKBD1vjJZbnaxPNnyf0oo2obX4xnUxylX1Zyw3sN1q0TmMZvj7X2JT6FMcYvcIkIhOVqi7xWlKGXtimcrd7bprsgo1GDJC8AzxkVBmBx5UcDADHcLQLmMMPS+mVZCbV5LvYrZPjyzXEWExtEHVfrzYRrbgIK98v5HO4s7ERmYc5LWx0IV7NWBce5/OTz+y9e3b4+ThXqRlEkKZQC1qeLf3j/8PH8n97x//X/8Zf/7b/5re9f8b4A67/+zcdXt+Xv/Mnrn/IhXCpTc6PgIiU8bKxd5kDknHGOEOajwtlAECZnsDPR0rpZrN1OXX777vEioh+edjfTsbTy8Bv55ovbx7M1ZWLmAkQtJcLN+7pcelv2NzefffEVgk6nR2EupSzLajBiqqVKd5YeZpVxvytVkJ0XzsEMAjPYx4qRuIJJ/hwiU0zNnyMdUqN8BDbmvNu0BTAaOUy6Dr+G1PQeQBTa2pNjijCCWQABGYdhbEaKiDHgFUiC19Y4v+IOSJ2PYcXX0Ju8BXPPtXfMPGIiIRnU5lCHdqiFqRNNDqMoalaYpqMiolRp3sKtd2trPx7msWFP3cxEKrN106B6Pq/mjYUufa1CRDyVOO6n28NUSMnJlVARmRtdmp/O5/ePv357+X/9z2//+796f//lmz/9R/+QJr58/PDwm6c/PHBf+7K2MtcJDo+8sFLE4aHjsoiMgJhDiwPXodyM4swCkGmsqhry/cn/9t36u3VdFzUq//Drz/6rn952lcfH88cPj4e7g/DsEW4OYi4l1v74dMEfvt/d3P35z3/5aO3Dhw+7eS/CS++gXA8HEBlIRF4f9lUAGJjgMdibEbFtqqfNq6QayYCEKIWxR32X30rcx6/ZWCSSBdpy9pFHDdHIscaZQBTxvKH6pchumhqNpG1g/x6jA5RZ+MsCcyBPOey8dbRfNnM2uMux8bO2OiA1GaDqvXmRyZh7794LkVt1VPe48VIiWu96Pq/JGE54JIKYp2BSPUcEFQkKorq2c4Q4EUKCKkia9kvDYZolvWuEdQ3u6+X03bvTf/jD+j/99e/mG/wf/vf/4l/+F//yv/sf/tu/fcByc/zu8X1v3rrxbmy/JqbUhyBTYemqIBDYTFUVCJHCJTcpUCklZQ279mVREAz8h/dPf/WH0+8eHhHUsP/17//26cPt/+XzP2+mD08P03HHIiwl0HNcqqkt3fThqfz2N/eH/XGec5i7zhNSwBURCHOYqrPe3xyPh51/WMAS4SBmYnPz8NwScE2hrplT5vR87ealAkjCQslLxFYQ4pObfr2Vo7uVw2eD37Il7yMhZ47w1Fd52UcKDB3npI9thjJsLvvttAmqJriwia15ml32feO5q6OAs4CI4aSGc1MN0WD3UKWlmanupl0tEzBbSPN4eLoslzUQppr0AS5ibl2ViamIB/curSOCzUAha7O3Hz6cTqsFk0xCbKptWXtrvbXL0v7wfv1f//1v13b+5Tf3X75586v/+Os//fqXtdKDfvxwPr97elouzTUsO5yj2HYikiKllHmaExubpqmUWmuVsW6KiWk3z6nNZxZAMdT3l8sl4hff/Ozv/8nXP/3izoX+p1/95t//6teL2nm5LEsDMVjA7EDr/byua7Pzot9+//Zv/vZX58u5TlXd3IyYEeFqbqYOc2hbKtPtzaFWidQl2RYmOsFywmpDzK+GxTnPkh+Nki0eY5vR82xX2h4/m8QnrcYBuTAN9Y5C4DE0H8MbJXwPjBH5eC5ZM/4lxnHF3rbs9YVjy3I0womS+gdsNyOeX+MoOR3bgk5dLZSoXtb1fGkKOcz0xd1hN58RpuG9++l8eX17H+FqVsZsiS19NVNhdrNm1juYq3uuyUAQ994CRDIRlbW1JdpcixWNvn54ePzr//Ttd++eXr1+9erV3X//r/7yb371/T/7p//kN9+/v5wvlcvDRVXNeiNK+I2IiIUrJncjkJqjB0uZ5pjmiQkaXpjcSViI2MLXtRNVtzj39f35/Pqz18fdbfhyYPtcb5/er7/57vTLnzwcd9PSWmyNtQgjIpGyWHdyuyy//t23xezmZgfPjWukpmqbkk8AERy6m0otZV17zhITjXuB5ybMNZ5hJOQDQL9iBFunkYYeVuIQCYVj2Mfo5lyDHlGykQBC4SClCKJCFPkQZGmIwZjdwIx0hwxQkGfdQLksLb+dbopl05bFJiaeHFHPFC+wqb/nOjMLRBjpaV0ua/Ruhe3pdFktqEy3d7vPbg6Myb058HReNWI61G6dKFhoV2S1/rSegdiJvF/7aqvBmIegXYhF8G7CYT9NdRIK2u1ueW596X2N9fLtr3/94e3HL778+vWr129/99uPp+Xdh4f/+//z/31zoMO0d8JpibVbs4uTSw5IiXApLKxtjaEew57YdK5eg4jIRppzc1NzC3ZrHx4vp87NfH18P8/7y7qC9DjtH5Z4WpZLO71/fERHbA3s83l9Oq0P53V/t5tkejytf/v7777B67vDvRm6L02bBUdv3rRHIKwQ3xzqxKUGFDoC2pb4bq4q4KnOmSolSRbA1sSjzWxG7gNsiq7PE1xk5Gouz43qIAeFMEMZRWPs540IBtmmcLoZ9h97jcwfgeAYOf0GVtkYe8RGqBqO8Iqf5D/9Bwe8LK0wra0xLp1ES9kLvv7s1fH2854Ya6j2tpsnM2/oU5VSaiBcjS3G0nYEkTg0EFXEQ0spdRIpDAoWTHOVUqbdZH0+vf/w+PHj08PD51+8Ub7/sL/7w+/+UMj2pVTm4r0gR7Vi7Wrda4GqSimliIggGKkUOrx4Z2aGCBfhyT2KiIh07UVKqbLqyjSt53Y+te8+fhSa67SqKSOK0LsPD7/7bvfqdr+7XNhCuyajsLW2rOtpWXknN/sdVC+X9eHxaTftyrzrqtpVO5t7rv+AB1Waawk3RIgMSVRKW9h2wSWg/ZJRTENWDfSfuemyIQYYsiLYyArPd3GgqyDKXfZpmKmPFh4vDeoFNrAZ5rPVbx3rF1kaAHeNsI2Ft+Ukw5JiSzZfHCGCCOrRAgZeuoGklGmP8y/ezLezODmIW9PW+5TsKKAUSUTKwwUkpbiTGppqmaXOE+DzVEohFkgmLYWkMgsTo9SSZcnnn735+S+/ub+pE9nr168v59M8VTOb5jpPhVSJBFQIBRbJHWJmIikjQ0eSZwjOIOEikjvGqNYpGVoiwkwkOs2191jXbmqtxePTpanCDQINeff+6eHj0+V0Vl1GSkOYpomlPC2X82UppU7TrqlflqX1xeFg6rrRVx0Ag4RJplKEAYw49gL6eXn3tkD0fIORsDfxJ1lYbEU8ZQ6WB/PUUN28FQUQvP0uUWrKZFb2Ixrhy1PZTmioEFxN9OW5xlahADEyR6SkraVm6dYxHLjXqDuIAKjHqt4DFgID9fWnr6d//CdvZP1YsAT8fLpEOAsFQpilbMu6IwREJBbIEb/9rtYipXAtXAvPU61TkcJUiIUkabuF6zzdv3r1zTc/+fyLN5+/Os7a/u7f+aV6P9zdHG4Ox1dH1cuOfd7tAui9a9da6+G4c7fwUS2Nwa+tgs4LWeu0TeNEREgpbi4SRHa+nMJNeDajVMYqtZQi8+7IKKeH0+VyCld4EEhE6lR3uz1YupqwsIh7tNaXde3Wmdkt1EbhGUMvHVW4ygCQc9ZvlFH+aaDAJ9bz7FDGBxljVBj0HaKBcQK5ai79BXnu9N3iYQzp0MQA4IgwZ9+A1jR2znTrBRHrkzb4J2XjsGtCkHsSpICEV3O+kDzIQUbkAfUkiV8PFWCPEiQs6vLmUP7lX/xJFeu979zb+XR6OgtNhQoClHKkibd2NUQoJS1vV/imynHmKkwe8F4F93c3h/2BqVpi4ixUp5u7+2mab+9vP39z8/m+7Oz05ee3f/anv/jw9ndMy9OHt+7rP/77P7s71GAPWgpirtO825VSpUgOOuedM7VUSq3MkMpFUlkNCBFOg5MyAVSklBK73VGESsFhnqYq81T3k8zTjJCcJJumykTCNQfopO7DPEKnQiSlrd6WZt2YxI0vqov7ubVTW1fXZrHboUoYTxAELCGqK9AzLvfzUoFnr5GZEgVvtDwMugzxNioAIH9g0FzDE0HPNxjdwHAUGvPIV4P9YYyNPxJ0IwLZL3tZEbw4RUoPvFFGEblsJ7XZCIgx5b0d7nkJLCFqjV/+/PO722mJWI2e1vbw8aH3vj/O+eGK5D5jqHp3ONVza6ph6rsqRYpFeHE3TWQQwYVlLtMkLDKBK5hppt197X298XUW/fxN+Q//9n/4P/7v/pv10v7mV3/72f3df/FP/tnXd4VOf5jrDTPVMpW6q2UvwuBMacLdC0GKrMtaUIKQ6x1rLe5Y1zWB01JKNK6FfvaT2/tvd0/v+1Qx7Xe7KmEqHDe7+uqwv785CLO7l1qmaVptact6Pp3cg4tXDg7jIOJpWfqyrhOxB3pXC+8G7U0ddZqmaVfLHNFjq9Eot0B84hSI6Lmgu/qqAasDAKSM3D1r/q3p8mN7+COvkmFxM2De7Iuu9vRpejY0P7BFwOt8La5OiyhiqKnmkQZOsZ02QAzyDZLd5jViC4923O32U1H37uVxsWW9eLNpmqZazbKVAs4K05yY2qqtLyTVtN/f7s5d+zR5D22+r/Ww2x12u3zUSt1JqRYURMZEpUyTIOLudn71tPv6UH737/7yv/nHf/Ev/sE/ev/dr2V9jIXvb+bjXHcT1TrPuzm12Q0dgJkSwVyZQcxSpEw1i8Ra6+n0hNGlyDY0A3ZzLHf76dffL4WZws+Pj3f7V3e1vNnv74+713d3XOvAuYWJaL/bz/MSfhYWM5skl/sycTGPde2929q7unXzZuZsq6+HaapTCXS4UeEAxaZxdbWqH5rU5g6eQxYol1bgGT/KNIa3+w2iHxpabFVoYdo6jTRWXRKPxYcjj3lRy8ULTMws94VvIiQb3HXFSDcf9gzKEYKz17llWteP5KH50QK2K3Nb+bTI48dOqiLnW667afYI633az8KS62gKc7iupxOTru5qy/H2llZ2yHnpZapSeZpov5P5MPM8OXPlMcvOjCCLMs83t59/8fmHjyu0fb/0p/Xbfd3XV/vWmvaPd998cZj4OJfdft4dZrD5kDa5YsjBTNM8lalKKcKS0nNjnUdApIiQVTcHc7mZ97vaPj48RqM3N8effHb8/EBvbvn+1d3+Zo+plELdwbWICAPEtLbV5slJLGC2EpUy3QBkEZd1vVwWR7RuzTTKZOoHtGkmsBF8u9rXhgeuceWlbdFGyxvoefZP4tmLMJfITQzxbEzx4wA3KkaUoaC2YQRM8FyGnFlfxMsYl3/nTzGxl2n+1ewy/MYQcqNMtraT9A0gGYA+EVLl3sKLFIOem3981O/5tKq8PtLtsfA0PT2e2Npnd7e1EBEzgrh0a92UedJVhephX1k4uL57vKj3CJg2EKZpLrWWIgFnESfAqZa6Ikqtr17f/OSbu+APfPLDDl3X3c2unUF0u5+xm8tcS5mEONyVuTAkAsIy73bqRozChblEOFwhSQsGiBTY7/eAn8/Lsvhnt4eff9HfPdGrV6/C/YvXt58f+SbWz1/v717t634qpTJFZGZeGB5P6zmb9FImCgPQ2pobQ9e1OWBO3Uw9zMJ6t9V724mIWy8T6xAfGC4n82aEp7o7tqZzQhKbgtC41wNNHSZimYHxJv9HScjfgIetO53vhBIvOOxXx0SbWhKekY8/8roWGrG1cbKN/cLD+XMW+OLrfwQtyQQ/QMyttd9/eFe5Fr7rNu0KT58dutrj0+luX1N0n3jkm8vaSp26ybquEXQ87O7vp/X3H5isFCrMtze3x+MNUUlGMoEtAswQsW7EHqFS9Msv7twd374rrDGXw8z1eHw8t0I+TVXGyJN5BIWDJfNBETH3IpI7S4AwUyqFwKUUuIkgwEVkIll7J10/m+ufffX6qQOuhXyGHffTZ6/u39wfwxWIUqpZFEidp4hM2iJhcWESKXBfluXmdr+s7XJZch47EBq2Ewb76XxxR2HOKfW83HRt4m4t4B85GiKy678+/S7ww98YjoE+zc3T4AhJOMazUxt7JK4/9MOsfLztD/6SBPBP8sGI2CRsxltu7o02jAvPJxRbm4HMfW393FuQ3BxvrS8S9otvPnt4err09up27zkwFFFKsdbVrU7zco61Ry3l9aubOk2r8+nSPnz4GOG11HneIUi7mTgRe2YPuSreodqZfKpyeyzLDd/dHst0mJjQVMLvb3ZMzlKmmuqHkR3RcbZqFJFzEwwKD6k0IhizFKoUbsYkLDXiAuuTLXekVExDd1M91vLZ7XR/d5wq6WpBhYBSpJu7pSJUyR6du4EpH/uI6GoeWNamPlolKVoH0NuH83npU5EODKkNgAjbdrctmxpXPj+LMNOLG/7Dl/sneNizLSIXxlCSBK/mV/JntvfY0PEX+fgnBvoiIP7gRRux/doQyD5mDDfLn0AVG+iRb5sNyoggCgoPo874cNb3T6FxvpmkWzyezsSlTBOxWCDcailNO5ik1mU9ny/9eLt78/ouIl4pffX56/VyPl3W82Vd12buFQg3MOVAbQiFQS9gk4oJHHXaffHl5xrFnCuHL/qT3VezgNmlJNIIRHYXMr7wtqLFaym5ATW5fsJsRKVI06baicTnyXfCxPevD1bXcl6WjsN+ut/VV3e1FrGIyIHBUohocePkWokwUymsurpUIBAupXhySpg5yMKzZxwRi/p3l/XppEAYXjSNt9u0Tdk834oruJ2ceM8V9TRWQQ+j3Cay4sXYH3MqdW7bVn3kPREo1/RrKAzyaCfHHzOgBANfBscNRoN7uCdsw+6WXQMg0lRATiQDPQWQ7CC/mjMSBItgAoxCgtz53cPJuMn8ZW+qbnOdAtS1W+D2cOiqXY0CzHS6nM/L8uaLu5v9fF7POwHZGqH73VRmVjOmgsIklNt7vJsUoVKNncFMIoTjjdhhuXR155kFc7tcFNYTNsskOJkwqkrgkV0E3GwusySzARSmDOYQIxcOYY6gSz8HiKvsD/LFtDvsynppMu0+e3W4OQgztHsEpsLCJT9UmQqzqDoxAlCL3joN4NVV1QGwRGhEsIgtUKWPl/79oy09WJ1ky4nTZQQifMuSroaWpmCg0WWmZ29yHaLIjCvR/dF2ZNpqRqKUDxKRq/DCC0HR7QYP//bCsK7e7zrvdfVkmVdhGDW5jewnf30IBUtu0wwk5TXjnv8gsRsivllxiYNEzm2Zi+93R1WrpQrL5XyZ4K9e3wmXS1/cgkgCfrqczf143DN5ERz2cnezq1VA9cvPP/vyi6+mOhGBqRBIPZWMiKTIhGhdrRNqKZXDuFRzFDBJrIsbwMIDgxkKi5z4HIGYiISvnTYiEikA3A0gJqqT1F676bHOEFPzm92uKypZ3N7Mh5vDruynooHlcmaWANSNEcy5vB6l1nmqhFDVntyKUjzg3VTDIgLGUoglnM3i3PuHxbsFsi++3VBcW2kvclwaf1DSRQmCCB7TDIFntug1RD47FNoqyQyvHrGVCQEi9lSlyRIOyKZT/DjYjZrhRQX47H8QKdUTvolFUAz5+IH/+/Zj2CJg/LBiGH/RACHvlTtgoMvaLq0X2QH88PgACyHq4bqugNd5Mu+ny9q73t3uiQzh08Rff/3m889eEfxyWs/nZdVVkAP5nQmFafCfJRwaZAHNHvZ+dzjsdnMtjBDmXGNo7qqayQQzl1JyYJVo6EGUScCUqxHzZ0gQbtY1Z1AP07yfZiY6znU/8X433d4cpipmLZiJJuG62x1qmZjJiQrzcd5Pu0lEaim1lMKSW2GlFhLuXS+XBRTqpq4RHBAHPa390qOZ+XUYNUaemyPgVzfxqUehjVWaJTuPp39Er0xaxma4l+V/vpiZmFOfPOUbmAYWv+m25AKpDZe6Rt+R8V3/ObD+bdoCAI05/m37VNoTWSD1Uq8d6SDy57VBn54ckQSByOChuvR+dn5cYzEmmrSbuddShFgDZl5LKdN0ujye10Ykdzf7CBNUgqteamUifP/+/fcfH5o2T7FQt3BFJg0AwFIqsXiouwGsgMwFFMv5bKYY229/dB+SDUbkQaVMUqsUIZGIkDwygwmqOiprUJ3nupumHc/7Ok9FOJgQar5eEGudpBRiYoc5BQUVKsEE5iKljrUM6KZOcKZOWN27qVlf2vKwrFHns8X7h5WawcyYhocgytmhrUK61oDjm0nsu+bBMSrJ4bnyK9uG5VSqG7GUxvh9XodwIDfmWgTbJn+wse6GuhBeYFR0tatPnRgDuO7WANGYb34uBV5UBil6vp3Ii8nuHLLIMBq2TXMzZ+TuFg+X/rgaSwn3IrUQIXxdV0JMpaj6+/dP69pubveH3RwhtVaRYqaFeTfPzPJwOl3OJ9eu5ur52Z2Y8y8pmtBbD9c6VyriRCl8HAF3EyKARCTz2fRbRQRMpVRmqfM8TVOtpUgJDNGMvAe7eS6lJLYjladdBdO8n/eHfd6RWqr1RtGJIiWTci1IRLS1XZZL7+tcyxAzDqg5csUB2MObmTq1Vc/nhUp5f2qXNSQcyPkI2pgxaZYDu7qWWS8cT2yAVN4fyco5F0ixgDhznrznz5w7DFhpS7s3ky3ZpSaiGGNiL73Q+P+kUVDAKCH9AbelAW5ALCV5GZ+ACYjtA/4YtsDmw4ZLDH8WLSEmhBCZ9senp7PNzY055rorzGtfzeV2N1ehb999OJ0ogm5f17LjCHLqREEkrk6O5XRq63p5Ol8Ou1KEt2wg3ClSal4Br/OuzhOEi3A4zC1oIFZEoODcAJobZsBETHCXUvYQZ2IhJrIUkhPioJSGJ6LCqLW23gujcvGQqU4IdrQeoYZw1qUdb2/LNKspqzR1dVf33jWiT6Ukt5ktG6ATAwSqYIDVqqmTazP//YeLeYZEhj/z2zND/jFA9Rwr2N01nDfHlrc4068AfIiajlDoCH6BLYCIGLAx7AMA5eqWBpTAWcy9KEfzz9iK0e1ALwDP57wwf/6l8bzEPPAiAl79n18bCBj1QSBKjoaCwaIe5qGBWWS3m+q0M7Jaioicl/PD0+W0+OFw/NkvvjTWbmAKEB/2u+NhPp3X3f543O+maQbITFlAVBgU7szs5ACmaeqVnAnZ73Frl4v3HuE5kgSi1Bx3cxaB+gbARam1uzGzqWaDb9RVlDOlJIzCMJFw44EnoQjXqeSSATed5nm/32cXUETIXNWW1h+enoikTmy6qhnCPBQUxGBQqQXLGsG5Jfv7j+fvH05BnPtzaNDE45Obtd2+Z2czJNpShDaIbcvMUhkURGPbbaouEJM5+I8eM3I0JojoeUpn8ygZE0Hbxg5OlzhGTDNejqmM8ZWUPwcEQ5iIJHsPlPDE9S18E+sFnmWNrrNB+f6UE7bugRCiaZrLPFuEOebdbp5q7wohYVovy+PTeV3j3PvnX959/cVnnjksBbMUkeNxd3tZ5309Hva7eT/NOykUZumkc9E73JjSVYuHJ/bprbfzufc14IiSVOMYIvXZWhiXx9kFG+jgLsLbZ8wcRSiUmYpQNycQM5kFwlkgEI7Y7w+y2wUTACayIVTM2u3hdLqoChVIBJGaCwNUUrg9YxOBQLNTaPjbD4/dgiH5qIO2x/zTtsqPgiAihrD7mH0ezsGJUgaEEZokrZS+lk+81Sfu40pd+SNww2gnv+wS0tYY/9Eoc3aviWibDk4L2lrknyiCPGO9iCAPHtT6LFDDhnoqMRMchQqzBKJ1Xdfuka0V0QhX96Ziq3pcmgbbn/78J4dp3/VMABcOJiLMkxyOc9JZmZmAVJ4Kd67PcF9EeBizpHRhYdi6hmrAiVFrFZYRAjyYKDcmUBZYHlTHCP3V9ydfI3eJmRqcReo0kVuYEoQIUUulQiHMXGaRFAvkMnAgTkfHVOukZjmw2dRKoUIToSCg1igzoYA6ffe4fHg857oeTshwVN9ptPTcENkAbPpEKZm2OycRlOwTwACiYGKh7Mpk4rTJYP/QsHLpPSIifmhYVwOPQUlI6h7p1gzAFtFSciZSZm1zc1lQRuZh9Bz40q5GrTvqA4wnO/8RIHByTEmYmcNh3YOWZZXQHZkWnpj5Ys2DgmlPsvT2/ePDl1+++uVPvg4LgpC70C64cNHDoV5WXM5GAXfT1kQ4p6LMc440kZIAKCwlC6HNlsvFrTNBinAZOaR7cFAAboagKpULW3Y3kbn5s/t3z/13rl3NILUQkRRmZW3KiKkW4WJgLpQz1SDksqds3TMxF65lWvli7hngzTGLjCHUUuAUYLWPFy9vT91Qi3kLMy7IJWAAaIDjW0UfCbrFRl0f4Oe4h4Kh2oLBAskhqyAbefbo1CV/5mpbA9aLkRNZ6A8Q/5HubGFqw5xySTjD6NnpJf668W9/CI289LTpeFPNnl8WqAjkbOQLIGO4SbceZojWdGmdqwSEIAF69/D43dt3rXvz+re/fXe5rH/vz34pM3ko5QpFjzAvzMfDcb/fh8f5clpau7S1m6dYj/aOCDjMrJtauPceatpUtZl2MyMWIkk16CQfJyW21FKnSswkzFK2sTZsm8w8OyFM7B6lTMRFTd1sLBiPocAKRC3CeUlE3KHqiQap6nldL0vrpmahBlXz1MwVJqYWRsxgBLnzdLropXm4IewKEF6rwWvpRLnBMHKJOl+v+4+cy3htm4XySbTINa+jwMyMfujNZgqRlRwhRlX/0lnRNrv48sw83M2wNckxjG6k8j8s9LbXywwR2QdMCjwsMLinz39uqdjIVyKcqIeF02Wxh7MuECV5WteVCGX6+PDxP/7627ePy1/8xT/46ovPuzcKpW3ekgKVeJ6mRDodvuqqHgbWgFoko8dVTa1b7qCAh4Wbaw/TVI8DmCDYGhoODQaxEHMK77IMuXIkLTc/YgC5SDwogi2gphxglmnelamqe9NGQGWBwSx0aznn5VLT87qc17X1HkCgMBVXM1VQVBEwk1MhBMVZ43zx1rqGBYRF6NoqoC3tvhItARATC8DX9RTPxkcEwIY4fLa0E59y2ojHxIhwgm8n68PC0tG5UQRvu00/MYuX6fb1xQHxkK2RnBn9NVS/CNLPNun2HAeJtg7TNhWZ+a3niccmorz9NhE5IZiY6XzWb3//9Nj0bPa0rlSn/fFGKvNU/9E//ae/+OU3YQYm5mSghZqG2VSqiBQp81Qjnw7AFN3M3OARmbtEEJGGKZnB1LWva+9tnCNEpGQllw+HuVvuiNvYSlmHSMLN2yx4rqViZuJS61RrzetWp3o8Ht1dTRGWY8rmbjauemu9t65mrfXzsqpZCv0wMcLdTICdSGU51OlYJyn0tLSPjxe4BZFRyYfeRhIyco2xzTwQDibONOCFUP+L8jBvmQ+636ZC8dIBjS9TxItBrCuNPrIpVK5+YruvW5aw6do8D7BuD9SwlnFZAwDJhrfHVlNsOVom5lfqvmBMwKYI5Se4xjj13L6S0DMnbv9w1tOpL9oFFJAgefXqs6++3O9vXhHUw5nTcMLMVbxOkxHMbC6TcAkjQWF3Mk1gzhnGMZreIBA4IFTU1nVtvXdEKktLAjTgKFLdnUXCw8wYyCl4IFiyIMbmzQOAiCRqPjG7+7poN3d3YoiwdV+5sVTLgfaAuoWbWm/mq/qljRHnzVAsnIs53AuxABKxq9Pt/mh+ikCgUIQTIrfubmI4TqCsvBGglAkZifTVSREly4/cvfDgMWAMFg9o04nBOUEAJ6RWMl1vLZEH4MbgIFZ8mrzTpzSpqxf6JKhtFp0DYyNj99ioY5SNZgKYKZMJ3vCI1BqIYXXZbBwH5GesH5lsxvCFEeC1yeNqF287RPHqISxSalmXBTvUKgj0rhxC2bTyCNWk1ZdawqOruk/ZWnHKImH4TuKkr/rAdmNojItIKZINwSz0CEg9H3fNM0uWC5iG0HHuMQxnZhGOYPOgsfQMyOmw4N28W9bu7izBzH0saHWPUHNzrGtfW3P3ALnDI5amHMHgtnYi9sDjujravNuJiKkO6gp94ngw1BjxDB5eM7AEQxO6Y762bq5hMbu5YEGqFW9EvYwk2y3agAGMqiC2+/xsWCPWBsY0/gtZkk8i40gMSYh8W/8Vnp3rdEJjNCczEI/r29Omc5RIqAHgFAD7obxEKmVSqgUSUTOcmp87Sq0lCkgcUFUmKUVKkWVdM0UpY3Clg4ikEFGpxdSWpe12E9cyF2EhH14nn2pOsQBXG32nzXdurY90wk7MmY9lYpiLRbMIASjjav4lc1sg3MYTEkQs7B7CVEQIHTGGo5gpESkiEIlaX9beNYMZA1DzVZ2Jpzovak1DZrIwV5wzRUSIkPOWzjLMHGARCJ77ehHZhnMAA4uKAOI6UrpNTwx0kkmylQQQRZaTI4Pc/EiaTIzdqKP4c0p4Ei/E057t7FOxm6vHynqHhoLScIXXiJc6RZI7yPBiOOfFEcaHR+oFUB4wRzS3/zjPLEZq70u/fPjwdDo5YsdFWOCRCjMEjDUtubncPUxdu11F5/e7/fF4nOZJzZe1uVm4a1d35wT7ht2kPI7navkAzFTVaMvOORfIeIzuVm6iN+uZXw+PNegPuaLC1LZcBxhiNRHmCfWY2whIactMzOyO1u2ytGVtIPGAuoOoe5zW5sQdOKmiTsIy18nM1nVlllILEB4GjrHnm4hAAkp5hW2W2bM1TUlBef5vwFvbLRi/zsEc6Vg5+8LsIRYFVEElqCTwZc4EZkiOMV09Fj1Hoi3Y0adiNxuYNowjQ3ZwkA2UFikKgYghduMROaQxYuQWVnHNvkY9srnBYaogkI8ZL4SHsnO0h4/vHz8evzweyy6COnGtVBy+tgC7q1LkZvaRhU4oQqRhLBQBEgIzczFncOEiMcL0KItyr1SoerjDUgFPxC1AHsKFSCw/+DaG6a1JKSjVCR4+6jCiLXSGj6eviBQpZF3dYRGAMaOZi0e2R4WpkCwp2WC2tjaKDAiApnFZ/bK218edMS7n02e4PxxvobHE9Or4+P7p1HrnsMKTg9RTCzRyLOaZUjWuLm2Vx8i7kXfBx/eZIz1lhp7NOwU7CXHOZgHjIw8rZPbgXH4pJBHlxd6Al/HuWvJ9YnZg3mAnJgg5fHNJkp8Ew2uGR7bAeUiVXSMdbWjp1dooImIA41cb3NbxjPsUcOJV8eF0OfVViIWERAJOFta0r31ta+t9xHImCAcNFbtcwgGQeaj72GmRUUDGGxvCyD3U1DYt+k3sZHMoGRzNssPn7q6qCPTWs8Jy99y2ExGqmkxaVTNTj2e91rziw9sFRHLzqpi5mvXel9bMDBEg7oFT66e1PSzLu9OF6kEd62WRiP00vbmZ/+SrezZtysGSC5AiBkUBeG7kjqiSbNQfFv15u4Nou1SbEQwyPSBCqByFRMY1w8jCx92lsVpC4AD0E3HbnDJNds7wK8+uJq/IS+J6bHmbfMJ1fYF1/aCIff54CEDGtxLzTZGaq8FhNJcCY6BgUfzu7dN+P+9vyiuVKGHiQsya+ZJ103kmkR0CLJxbBUVKPrmqRsTuHsZSmIWmqbIMZrY7mpp26xrhcI8iJFyyieEEDZukEDg5wcwl5X+EeEs8hqWmwZmZ+9g+xFyYZW3X3sx2ccxbqExG7gkDOELNWu+tt8hk19GdLuoX9cXp2/dPt/tjPdaufj5fWnHaTzcTSUSPwh4UGi9u0YCvtqd25L48nuar18ggKMRZN47QsfVH8pcZbBxOVFK+JkIwAg4TW4QgWDiMHQax5ylTejlomrD/iLZXM3LKwfzrfwyQE9kWQp/ryD/yRGwfNSKuSoIRkfmYm7/kPefhbFOCV42nc/vuw9P3H86XS188sgufgI2GBVOdpnm3YxYETE3XRulSWjfVy2U5nS6taeutaycmYomB7pCrkQU5woZ2CXNxhzu29miGFlftXZtqv55/X5tpV23uem3+5FMXYV275iZ7s95675ry98lE8vC1t8gyggnMEX5eLq13JiAcHjBeV1Xl8N3jCb/5w8Np6Q9P57PHU/jDWW/v39y9fuVQcr4KIgSeFzANe7rugvvUXeU1T+kYGej4ILCPpYQjKiVFNbYsmJh4kzMORlS+unUEpFyB17zrSYfIWm/zPfFyajmJeDmLMRxVXNGxMYW6jTTiSsm52ic/G+socTMxsq348uf3BWFwpzi8Wfn+ZLtv3351G/HV3iHwbkIRLkycg38R5/NZVZmoSmXDqquaC3NXlWKllFLFLEyTfRQGgjkCMISqm4UHUwEYsdHciKapqpnmQrBgMyfJpie5GZmXIkZw5OPx7CNLITV1R6BGuJlirAGVbkszcV/LjDrPHMJM53Vd1m6ZLEIsQjXaJRCF3C3qu1P/y998t9qr7896viyn1X7yzc9vXt3zt79nnosVcCQVPgNUDGkXRnadnokJgU3haDiRAGh02QcPnZCVfjJAU7U/ndjob47FokkUSaKWQ8BM5WXCTpR7S36sA/ISbniRgKVzBRDOFBEVEeBxZRPOwcZ5Hu/ybMGjVkiiNG0mPBzeuC5jCITCu7N2eXhqvXezcA/2fNLHtjPVfm6JmIcQE8nldAKo1GJmvbeuylxK2ZmHqiWN1Am5K8bUtFsmpFdaNgARKSLJynVzU1fNqkoB2Pb4QAOFmSk5uKmCZubhFgCKgJhF4H1QBpjUfFHd1UmlcHWAuuql9bWr5XUBO2hprVvXaBoelReT7y7x4VePLA8RoerfPvzNq8+/qCWjsIBCCNkyHNOe2AqjLLmYXjquFzlVRIwMNTxSyyxbuxF2zWoy4gBJPdq8EvGYqwCCwBTlegWvgfk6zTzCGz0j8lco/1N/mrHCxxB9LlSg62H55cf40V+Cma/5XAKJETGQ/jz/zKXJCk+7/VHmYzNurTOjkBhogzrBIIvwbqXQuq7rut7c3BCRm6lawNdlPRx3CHigu01eMtnPWi9LMt7aZ5nkiQi2CN61j/WTzAoIy1j/Nq4IZSCOyOolSWUKYqgaLrUUZlLTMKQ0a++diXYxpQ9Y1v7h4+PSWma4ZrE2fTyfln7ursHscGJqkFWD1EBg1MeLl/MJ4XBOQOEZYR7P8SAJAwiK7RuZfMJTDWDY2NhCmH4hQ83LvSYjwmxthjTBYb1O7oPvT9ftX9drJ1eRtuf4+KkBjaicP39tNcbQDx8Yb2BkdsScVPz/3Jw+UaqzJcluXI5gFg+PsMwcwSxA9V75CN41Y7PcQi3qWfdaWpepIsLdFbHf72uty7peLpeeSvO+Hlv33Rwe7mhmwkRh7BHXfYseMVBpBuBmSQBSy53h8eJCIDxsDLjDA7UQJUsrjctToC3MLRBqIAxbzPHWy/ni7lOt1XarxsPj0/l8cc/5Xbji6Xx+Ol8uLRCcSKVHZ6OC5EmAwer149MTXAQSxSOChtgnYeiAZjGUxsTP9Xs+xAiPREavEyJBTO4gAgtFODFyAjytQeg6fepAuAdtE60MCkRuS/vk9RxKrxaDTy0rEBj7O18m6REMGFHQoDv/cAjn02PiBVeMCCGjzA0a4yLDwdIA7SBAidaWx9+/m9/cF8y3gLiRGRkU4cjdEKXUUtx0KmU3z6aapX4Abnbpl9PTfH97b+YBqLmFkXsJt+i1VhbqS3MEDw0+MndXG598gIaJZbJGlhxpVU4gUMmnaHx1SBYEMyKNN0i4mFFTIxYRWZfLuZTj7Y2any9rUw8mIQowMzxIzclnuJF7YTaXEoSInlw5ivC+rKhyUCdHT2eUDzURYaMBZ1i5UsDpGoPG4OFIcCIhRIJIFo9wdxYiZo9AYKgX85D2qFwwdtYLz0MhuxT+ITX5+XHc/k70bCIjHqfzHzODoNHMya4O5fpoYnrp+WjzciACRjzesvRryH5xDgh65hEhKIhdhIPi7cP54+NxeXO3E4FFhGRCMkizzJlpVlBfe9empnWaJdCoXc7L+encW5sqN4ewh7bkXROVMsGXzf8MxUfW3tq6UDbI/FrP0DCcCM52HoRB4RAOgyc9OtcWBcAkwYlJWOq+pu776Iy5ra2dln5pi5Rqbjy2gIYFgQQelIKYQQRyRo6+e4RRlCDuBKdg2xaVpHxYtnPHLMTmCQJJG8/cnCl3xaQWZDejyELIJZ0OQaQSkRA5Q1gqsucOQ3AptdRU+S9F0nzTfsrV59BzU8yuwW4THwIxWwYsHgXq8KjbPiYAg94loWYUMqhdnMgF51MRMUriPAc8d588I31Q5GdOLxObmwBV42jB/RJ/+LB+/VXb30wckYpCYcRjOfUoGnpvwkIETp1Xd6FyPN5MtaJddC5NsUMjRHAQV5Kd2cfMUgHUqUqt7kpspUZvClREimtSpsYCgiIi4OROTIUiBkYitYBRw2jLwsbmkFyQNlaf1lq7OoDW7Ol86apFIMxANLgHrau3rFXGE+1MUAoITxoWTiHuAYYIMcKcAgWUHY/YphACKb4YUYQHCY6JQKY6SSkixNlnReWcU5EiEhGUihQgCkspciIEOSzzU7iHmydKzUPDMQAUfumo0qkPYbHAlQqyUfPTN4KvQKszQUYeyBtJ0K7a34RtazJh2+oAdzBfq8uRnVFaYMQ2QkQDzUVEBAeB2czW5lam5ezvP14+O8puVyNzgBARSk5SfhgCREikkFozB9jDWrfAZKpFhIKCBBpgDxIqAjUCuQcziQgXgbk7WFiKqGUyzhHhYA9oqgQBrat7O0yThMDIuXKdAIQrCsbYSnC4eVjGkYyrpRYLA/FlbQ8Pp7U3EBWpapaCx2owB7EPDUMPRAgj4EIgRs6YBYWFEYyCslSlrYvsEYhgTjprmadpeF3KRjRNLLtSSZiEDcgFU8yUq2MLc9pEOJm5Dh2uFKegcHfuniSWsTtg1NTluSG45XNpT9iyudHbG9iFYJRs14I8XmjQR4DgNKI5cN3Z+SJPM+EBNFxTdQDJOdzIN1c3NpCkXJ4u28oV9Fge+vrKtZKUJE0CpHG1rIhSSiklIkw7gpk4PNalPZ59L6vV+Z4Y8y0Jm11AyiW4ZIjwUnfTbsciEUZUCM4515TztIHujhB1b24ati4doLPafJkOuzLJ5GAnhRsxG7KzGKCxK8ZcOXvfATXzQFvs7dt34RHEzcKdHVPXNbWKgoI2mVinIPVtT5aDPUZHkqVwpZKOv4gQ0TRNjkhl+lSdkMKDem4eRMEjKoSHuVn4UOc3jdyM5NdhVEnltYABTmPgJfeLOSElOxLcAoDCvJ3iCMRE2UXe6O0BEJEIkWdnXmIoFIxhjtT7CBCERigLIMAYHdYYYz55x0fn0je4Lk2It4BbiGLMl5VwJUbKiQt5YWbQRfuH8/n4jt+/3t/czQU8JwUkBikt3IpwrZVouFp2dDNXC7Xdfnrq+Nu/+fAXf6I3+2kqh8JaKIIQdXJZSq37w36e5wh35Ic2EDFLBkpnKMQ7t2bN0QLrohaxmBxme426q7EjoWKZHgK8JZckZUJIOBkMEW5grm7x4elRe2OQMZhdyZfVl+5Lbz00YxmBmUHClaZCAoCLFC7OxIWJSESYSCJAEB6rMXooEGqdSNx0bRYRTOTeNQLM4U42nEVyqSizRBruZJA9YLGJEjBzcgicBgSSPiHrm/Qkha98okQ9PJjG6uh8FPIg4ZamFHC+9pfcmDC2EERsVV7ipaOBQDQW+2SMch91KhGYM+unNCxhDiJ1Yy45aOUkgIswERUiISfAzFfVh8v67XcP+8OE1zeQMhWScLdgUCky1VTEdgLmWjrc3EWwm3jayV/+4fyv/vpX++nvvfmcXk8MKQEgmMAZ20opRBApbpoUvKx7DGThFqRBS8fjSVtX82grmtMl+NQiwvfzclQ+7uepFhjlmE93IwRXrnVXg7A0EWOhgrK6XZZF1YIlONygQDdzot1hd1PgXuFgLiCXIgzJgirC2ckkLMzNuzsivGtsU3dE1Ky7OxClyOZBaHACMUJkuBcWHmO2QEpiY0BNCRjltu8BugYot8EhAAgotmZxbKsqC5KOM+IWmEg4XVCkZwsnInNyCgrPqoHHxDKciDc53pGkJoaaSZLklHaajjyHthwRTvm5MYJvzkSQDWjgbG5nsTweGQIKs3qceqfHOJ9Pbz88/L2/9ye/+GL/6qZMHgiIFEK4ughEKJhESlinSdyNZ5Fp/7/+9a//5neP/+O//c03P/vl7a0QpBAJleAKp0CIyLZTiJhJ3cMtuEKKQRfX96d+OtHTpS8XE54eL3Fp1kG1api9frWXqXDzbphKLcKB6NoKJ4GHGVynaZ68lgrGaXk8LUuAhErqyaiiaTyeVnMmmqQU76bdiUKttWVwIqDOEZokUx+pC0dCA87Jc/PIQkkthsdDDmIxhRGciUN4YOGj5t9QTCI34zFMu1XBRPTMaokNTcZGG4r0IyURoPxaJkrY2nhC5In1kg2Gc3ZPRto4Fr0OMb5wvh4FSOyO6cp1jszN0y1mmXEFq4bcjaXUPedg+NaHQriFjMmKtFGNuKhbR/vutNKvJL7YzZ8lWzJhGi5MhFKEiNR0qsUCrS2H3f4PF/r1bz/c7I8P5/jv/tVff/Zq/smbibgwlzEBv702NI/cQ7UFwzEF0+m8vv+4rD4vGivo0toCbhy99Rv402J0KuDme2bCPKEUJlAuOnA3A5dpl1eqlBKG0+VyXtZjPRCYwtzjdFl/9+3TH973U/PmRsXZEF5AFmQ5BdPVK5jgBiNG7lLlwbMeWjoZnHLtbXZyR48jq1qKsZyGmXw0dzM7dn8WVH9hHaOsowjIBoeFbxKRvvUwmIAC2qoUDFxpdBgjQCRCQoFgJ2PiXCLlEQSamDQYQUz87N9oWDCNpmauIvbhJCM4xvYeD2xvkoEI+QXewJ+AD+AGURzgHEECiCpAgBN1w8OH83cfPnz95aHu55lFoKgBFpl3kMyaISVsjalMx9387u0F83Ga628/PH34N//pT3/25qu7r1HZqSC4e8vaw1IKt7NaWdUXbdRjnkoHPy2x+nRRuVg8rf1pMQcJM9WiiEvvy+Ny8Wnlm8NET6fldj/vhVZdYtU6TWrYGwkXNQsm9f749FioMIWhGWjt9t379u378+kCZyK4W0JO5oiUgcvY44g+Mi+45X2FugmzsIzchCmTKk7xiXGTIjwgPKruoSaXYKkzE/k2E3ZdY3bFwYiChAbBxp0osicXTJHjd8inmrdqMBlACV/lXfccmh5Qa1aSgRQ7wMar2aSRBxz63AvC9jNIMjUJ8fBrWd9sVggkTSXZcpr42IZvJP57HQodjTkHEagwMcva6Lz6/UHAKARnlcKbAx8jbkS2m2ciOp3O58uynM7zzkzb//Q///U/+/nr/ZcTsac/KFIT2RFhZWbmUmfSta3NCY90fHsq3z3Y9w/vp/3th4/L2qNOu6kQVzbQeQG7LD0+XpbjbjrOUZgK49JUT5ddRIjs1LxwpOjy5bKeLsi8QhhaHh7bh6e1Ixu5wTnkEQNov84QjIuTuU741gsJHgssbWyKzNLdPQBhDiZNoE3Yt35oQqYgwmhGjaGHa9d4XM3RhxnkYnqhkB3P55NGgDIXef72OGb6Dmy3nDOoJvlBIjto7te2ID0f+UWH8RlgoNF64K2VkEY8JCWJJEbXKXH44cnyM/DGrhnwRIqkepCAhkwcP53w4dFfH6lWuPAovvPYW6SepilLzqenp/fvPx53u/B1V+p3Dx9/+/a7r77eTbwDY6p1nvbTNIVH6vZILcUmWurSVdm/1dOv3r9/+95OzXdhl45Li0o4cGGDw2w9Wwsuvfju12/fTaH45U++vpk0SJvWnadWkxNS/2Nde9JznNghlwWXCwdJnefm3ayPaJL+PwugMVCUoJFk++gauklGnRRuwHVyNUH4tJjBLR4gAK5fB6Xq+KbAFFc6w4vbei24fMvL4nq/N+YBgMJwZAc7p2gYDsYQcM+cf7wckWBD1hHbU7P1nrIA3nLel4Z1tS/KTuBoZQ40lijnq7JC8aEchLjO4cr10sZoHyUvjYjD3Ywen+yv/+YP0vWXX7yaD4HJUB0w+Mb9SkTHo5YyTbubm9u72/39YfryzRvet//w63d/909/ftxJgGudcnNdmPdoFpZ6a6ByavTbh8vvLv64+NO6RD10D6Oyop+XJcA7nlTX0IhClUXVFy8PHy//4bfvbv78p76or3obxI5c25KR6txbd6c6m7M6L+4h9TDVZQ2GyvW+Ml8hPtoCxFDcY0qUekuJNlVYAYKMcI0b7m4DPadrlNoQw+sXBr5Dn4pKXp/tzRiwDSdhazNeLR9EVCKx4M2R8CBJbGNjGR+Tg5tFJ0aCm2n4D+yHtkfhpRccqOtoNNDA2rePka/RG3/he0GUAzM+GgGW2sWIgIcIABgxvJzUcD7/9kO5vzvs92WO4iAPp6i5tioraRGJ8Gmqd8e7r778DLp+fHrkRt9+5Es7TLxrspvqrpZpIwZREJNETrM+rvGf/vbjexepB1sXsJUqUSEdfelLXFprxE4e5CJujKWt3Jr87W+///KL/d7XQ+Q6bVYPAk3zHBThWGFMC/OkVjRUZvKzrK2l+3YaBO70UmNXKkaXbLS8mHKB8karH9N4w+WnOkuKz283hXOP2lhrNBot+Sc2e3vpHfyFq8OYA81ML9edposb8xABlIgI3pYVDrSd0zavI7EJZ/E1AhNljTc6A/GJt8SnAXE0FT0YQwcsdxQMaSdP3s9wSC/HDRijHSnCpRRmLkVESoQLQTiP6u7kCrT+7fuH467upzevZVe6w2MqhSMFZ6mIELFb//zNndDvP3x4v9/xuvSd7f71v/v1v/nlV3/3838ErnXebzwfS9R2NBDcu/llwalpnVfvWna1Ch32x3PrLdxUz8tCgkmoXRrhPIv1zqcHnXj5j3/9m5/c1zdfvK7znMyHymWaCrEdD8f94YYno6C2BFFc1uWyrJETZYg0mkLDJ6UjGc9lQlljc914pN1t5BIRQFAMVgJA9EkkcWxRlQa7aUOx05N9OqzwwxA0ICoQZW/+ilWMxLowFyICBIiEPSIikDPz11wsk+ltShFZeG6fbvtfXIPu1etgYF1gkHlO3xJHLhgfVknJtqJpmtPn11KIKNs0NIg+lM0yd1PVVdWsJZfOjACq0/LwsLaLSdAvv3kddyyHaSYkl5hJiMhMheizu3k/k5Gfe/v4/jzXtrb1f/43/+7/9F//XWaHSJ0Lg7V39YTOg5L1hpgON/uKx6cn9Zio7I/7aXfcndvj43JZ16U3EupEpk6g1dWAS+/G+O23DzPt9fPXAAWT5xaDwCxye7y5Pd6pL8ISTO/Pp9609SW5Nxkwrs9bJHlwS5xjyz3MbRjLcO+bhFHeF3fmwWZ44YEGkpks36EXh2so+pElba9na6MMHv7JFzfApoQICDbazBFESabNzsyWu42WTHo+bDkSkOMGo1obne3028TZ5udN/gVOc61398fdbjLz96enUms2lFI1VaRer5ybhudeUG1N2xopIhEBM1NS5q2ujQlORhW8+/0HTH/zlrzTN7eHWdSaxCyTELGZqxoovnhz8/WXr/71X/719Pr+cH9XIr78+Tf3X94qLlOdKLshXDQM6jAfVWWEBYybT2VFWFSs8d3HD+27h4fz+rTo+emhh0rhvUy6ajhZkIk3X3pMfpbPTq01V/NZSopIiCtLES5w0s7d0NQJfDgcDs012nq54CoF8+O7HPDwIiWDypXnmdkXgKTtJyc6EL6FueffB64Wu/mHzRw/NZcfG9lIvyTLsvjkqAQAJXUt3I1lQyqA1GFJrmES00FjSCk2oagIBHKOjxFgliokY3CDSxWSwZpRU1fbl3madseb/TRPrbVd7gzVaK2bKiAeMBsSBqmkk/m9exAEJKOoTgeYdUUmQiVgFMFG8Xi233/Qw43eHr2G3+yMRHSUG6HgSfj13WEBR1u/vL+/OR4eVvvb3//+/frwzfELxJRjSMxCFI4g9iBI2U3TU7iDA4S1x+Xh/O7jw+LUDA8fn0J7ACRYxRjcVg0qDguyaXYqgJQgKlwKTeoKOzEdZqqlBBFKiJW1qbc1CHR7PEaUrrq0BrCpOjOYtlW86bQITh5jyOw56xhkYkSA2LN+2wzpk5CSh0k/MgqBcJYs3tmvyNCo1jPVSyMZDBR2Ct4gyVTpo3H8grDI8tWz5kzs153BaWuJVhHn1m3mQjxY+pAgIYIQmKVOwsxkmniam5sDHmruATTEui4fLmczV9XmzS3cU6OHAkygSFl45GbYDPSSa2OHdycHwFmqjqfLQUaG3s71UBzTx9V/92HZz+e7/WcHzrkauHc1TNOe+/r3f/bZ//cvj/PNrWr77a+/fTiXV1RPZ+y/OGg04JKJcFLRuJDUWituD/u5riVcgMvlaVFfVn3s3Ty8q3sw12AHrdkIRTQhrlUEJKQetbAImFGoEMSp7pjLNJFwfHh66vXjQ5u4vIne33/4ANT7mxv/+GAOkaLw7L9claQweMMRcY1xg1eSMBHgOVIe6csitkVLP+gspMmNQZ68/BZjxOrqyZg5qZweTgxmYjDM7drc2fT9cmS4OAxDolOS1FxqnZmYpdZROLh7kUoUQUaUWispXVYSKchl1yvczFQtBzbVgljUOhKojJ7Gb2M+U4kEICa5ViHPZSYBL8Y68KNAkBXl9t18NqHmPsV5vXz/4ek42eev9nU3z+Rk5q7ZZiix/OK1/PM/efOvf69/+LgcUH761U++eCXcDowdkQVKRDczAolI6OC/73a7fS1vz08OXXR5f1pXxdrDbWtAkRp5ShUTC4PBIY6AEJgcUqrBDEZeJhwmTEDfzfPNYX+6XR8ezk9nejh9XNoiXB5OZ2K5ub+7nNe+rjwY4YNgsIUnok0iO7dvYsudrxcsO3YvqvjnRHsYKG9yoIwUU830rvDo2niuzSFK5DK2xFvDQPBRom7NoBFKUXbHu7yCMqR3PFkr5BSIbhZEHnFpl/BovZk5KBBmHupJkWa3CCBtNIsDArun5m6NAIhBQG4CkjIoXGNofTjba1/pmglcIRnbNNyer+m1wMlwCcqsLiKmaS7STpf2/mk5HvieUDG6E1wKuu24//2v7/6Xv/r3x/3x51/coxTwGtEDDhGK4tHck4lFjly4EDeHm/ub8++entqqStTcHptZ4yqFwRE9V9QagkhSm0NKdu7YDMfjEYC6FTdrNstUZiEmpnNv5xZmND88rW+flrU9JUXo6XIqqsfDHUecl+X/39ifNsmSHFli6Dmq5hGRmXepKqAKKEw3euGwZygc4QgX4bz//4XC9ygUjnCEwwW9o1Co5a65Rbibqr4PqmYRmfeihQE0Om9mRLi7mZouR1WPyshoDdIe8Qroh0eFxIn8KZIzlc6QsDNuX8qt9FbZyoQvakBJVA4Hlj2nBUyVjoPOQE3hLqPAhUADNFnlTutGEtb7trp7OMy9h4cnB2VXbb0LnNnjRNDQB99myxw1z+TaSYvqQ7M4SYgPKGTit+mxMY0wJk5SwlOjxT59DRNQBY8RYdZbEzg08OXL11++OHjHtnpcUVQEbLudqDw88njavv3q6n/4r37zj+82tu3VL1+9PuhPH9+e8K9USG9Q8TWkGChIJSX2u+XLV6/jDz+76dbZjceT2Wn1ZX9zdQg0iyyYA4Ft3SSC5B67APu2Xu8PJC2CImab9e7u+/3hcHW97Jbvf/r7H97ZyV8/btvjwwnbSff73f5qXbfHh/vDfr8LW3uv1NYwZlmqFFXZklonqthgyJB7pZbPaZdRwjmlbS7qWRLLWfOIuCgZSJYhT5S6sknjswljYSDm7e2HdxFhNemY4VvOVBAIRDwLiisGMMRCkUBhPE0bpLtDiKDL+GqSIuphQD+zL9X/i3FuzlBexo5ARabjCc8Qxvzn0yevBGoiPCpc9nvz6Nt22H3x4upqpxSHbe5sbWkqsm2n2w7dvbjh8b//11/u//7j7+/WNz/+/H67/Zvf/LK7NMk0rbqI9SxZRAiWna4PXYPb0V5cf4F+f3ro7FA6sRG75AIQcQHXtW+r7Zq4dTM3M2i8uLmpwqaySmQTuVqavXj91S8ONze3v393u31su7AVgXDzne73jWbb3eN22B8CsW6DNnRYu2JSDIno6YETIy4HCHHONUwzl7kEierJeyZVZQrTN3cZ6REZLYQFhgEgsnZ1cIYGLtQCIMfjup76tnWLcHdnM+6MOwu1EAv1YEAoGpCgO3vAgxbZDpjHZWDrADNyJIqR6QL0KLsgVETavagyl4jLNNO/9CKY0+qGkOYKJy22isqiumuhCG2vbl7umqKataRbX9d1adwd1MNf31z9V3/16xcNP3733d3728ePjxU9oVTr6CNkN7eAux0OeHG127f2l7/9s8NONOzFYf/y6pD0o9mYpGCSxZmH0OEns1V3y2G/bNuaOLlqSwbvrVjNlv3+9S9++c31i7Zge3F91SHd+vH44GER6N3Wx9OOuoiWsXqyKJF+OtgDxUs7oYdGKiAICZfwMVGiFFtOmRw+emq45DpEgne8PN7Tbn7q837yaun9MFqMtGIEJJB8EBAiS7vICJKWwpPYv4/BdkIoNXWXUAFUUoEs/vqzeKHseTYhUaoboGqva2PHgzx7gDoxekafmQA8SDM/Hte26P1j/PT2wy9ev3aFMcx97daaZCPojTbrndI27pzrb7586f7N8fb29YsD3RHZygwEHREWfTudTmtA9/vd61e8OfD3f/yZ7eq/+Mt/9f2PH17eXC9Le/vh/t3tQx4SUpa2wBmxUVSWXfeu0MOutaW839YamoSGhW+9f/jw8OHj8frF629vXrx/+6O4357Wra8QcaNqW60jws2W1vq2VcK1fKOUKkGEiMrI7Qx97xYtsuRNfICMEYM3CiHhQUnvyIdQXorsAPSzGTXACxXADAoCxaQQdfIjinhtMBojEmiuD6XlzrxN0oKLsd4x0+kcYpelgFm3Oi33XIBLqYJQ3DuKYYUcaagh2QNlu3jNiKaeeJxI98ga5DBf1/W+N6G3d/bTi7eH9ipe0K2Htd1un9jnAjHrh6Xdryd7vP3i4L/4mz+ztZ8e3x9PD4erL23rEdBl6d26nR4eH80Dnp5y/8WXN9c/3P7dH/7QDje/+vqX337z9d393fvbx8o+MBFiHna6X4SHVyFtPb59dXW9LAQDZO8mUC4LVKJ3Fbm/f/z7f/j9g1/94le/bsv1118fjv30w5uHpvtu1lrLonAXOGK37LZ1OzvgAKsVJxORw5vO3maHh1asWMWenUPliWhGPWn4UheO2ZJnN3+6MO5VeZUi45Ej7c+NVPm29JibowtbtcwERiMEoyYaLKBlMpsEo3FMohDQZtcho1I0heAzzkU10230CzVK5MgXf+IDVtD6tFqjfk7NBk5inZTBcuyyWaTzpJSVh+Pu3XsX+eD++si7l9ft+uVuv2gYjhZb0MP7aRXy6sDDob3fVoPePvYXL9IFFEIoHiKLLuHbw/oIWSL8t9/84rFf/fHtw99/90M7vLz/+NGBu/v7pq376sEOoWIHVwash+PFrv32q5fix5Owxf7aSQp0b71731yWl6/2L25e/PG7Nx8ft6++fLnI49e/+MLd3r37oMti4cvSeu9kc0cTNNWt2yUhvzCHzgUjWjVQdUIQLTC67CMoncqqXgkq4d5Twphco+HFxBgoq1v87USI0TVGt3GOtwuqh4wIIoqDXSK8CatuD9WVXTJZORzUxcrX5gg3xu6WyPggh8G/kGWauodTl3pVWZUJzmo1GT3+kzFrKr98m4jgIlokp0CGW19PODb96d3p/ridjvH1i3599U2msDezJNM2A0kVTdrR1pZt3d6/+/D1V68Y3cO3bhl3a1v6ae0e1ns3tIYXewr1brXYHj7e3auyhzTVzE+0bOZxHh0Sp5u2/fbXX337618lh22EdPPD1c7cuzmbbH3bLbu/+Zu/fkT7x+/e/vzTT1+9frX2/vr1K5B3j8fM25DSt010ce8iFLWhtHLNq7EKgSzBHY10WHKuAmBwRIc3peakETiFOW2CDgsS0XLYcpbQO4Dw5PEKSA9T0N2ywDfMJdBUVFCN62MnATZhudg554tJMFRRJcorhBPwKojFiD5DZLbfX7p1jE8Sk89S5RgY1XQzawhK8oIOwbqcbc7hkwacbBhdKDNsnk597377uD6c7l4euG3x8uq6Ha6RTYNIR0RDQca6rm2/LG1nD6dF9P3724fHu+urJSLcYR5UZVtCaIEQdcZ2ulc7qgZEIWpuIo2AeZqYhoQcAka9afirb67+7V99e9jtrGN3fbUsmrmQSNDLfV37ad22/vDLX7x6XPHD99/ffvz4+ptf3t7fLvvdL26u3719S4YIu4VXeXFXkVEVMrW7Zy9dT6C9fPzM/wMRFCDUgqNPMB0mNXdzQ87vhvSI8KQjhKVrBJg5Kd1tEXVGEObR122Rtt8tS+IZ4aKarpsmk2JqIFaOybLmvrCKqJa/7MFFlQtiwrvThRqYZxqy51qqGi4uyjae/+yOgVZ8VrcJmD1hhjHO+eKvwzXLKhHvWO9P96r71bFGGAygSLXZ7nbL6WTJRnQ4HB4ej73b4erq+z/88Jd/+eXh6gvzCMA9tq27OSht2fVoD6c7W+1mp7/61Rcvfvjw8fYoqltmo5jqVtLgK+mIX766+re//fpKAx4I6d2vrvagnNbVF20iID9+/Hh/d7/fy93de4Ivbm7u7j72t2+++OL1jz+9+fKrX37zzTcPDw93d/dAejlLlJRcEAcnyTsiyBCJUOYECOoamR/zCAlHd0uA3D3dfO+25soBQumbFXtRIkBkjsxqElCVRtGmovpwWtfoG9ACO10WhYoX6SnRFC2BYmGRC5xBt8JYEa6AAVKlNcj6aAAMPuWUybMIjAFAlpZrKJVzKPFMk7Hc9+zwZjAjjIhBJzFjGZKaafzZdsYeSXBOB+DuTYLqGq1vD8D1YffF+rjSHLH4mLrmfuphh6sbgR6P73eH5f72/oG8u7cvXyKZicxtO21hW3io6Lp2mLn30+ZfXl/99uvXv7u7D0rP4jR3hinDNdBNwV3Dt19/cXO1k1i9b7K7SgqBZFWzTXVZGvhwXD/cfrx/7LvddeAou3272j/cP1xdvTgcrt/+/ObLL748XF13C79/DNL7JslolHCNRPeu0qoTgdxyKLNnIQG3bkIBPSkqe+9DMQgjwlw1PSDRthCx7HNLqaoRvTUtOidIM+65QAlx2/oDWjjgtpB7lch5UxnKibRqLURQEk9PO/hM4xCABNVGyrs4UM/BG6sd9jnGMfXK1E+eQ2bIiBi0ZqjQpNYrKg6I0nYYWZ1Lk/pMvdWfxAMSJleH6+u2vHpx/frVzWF3UAjTFxS6xWldkz/44eEhH+L28e7l1avjg502hDmK5Fe8u60GKM0b5dRxMu6Ef/b19fb45du79Xbz0/HUQCpWPxG6b+3V4fDrX958+eJqc20LjV3URcN8RZDtoIFsBbu9vU2Aen1cl91+3U77q/2x8/7heHNzfXo8vfv57euvvnxx82LbehYAdkfTRbT1nlPosFnPwWNmvrmR0fsJEME+cuqY0N1UpcnSpFE8yCZCYGkNOURBEF5NfYMrWjgyQRrZMZxc7wwJD1dC2EQomiaSgS4C0Nso5gFQI0BGgR5BhCWcGx6hoEa1kQWKSWcKVjXSltQxLmiJCrd/atowfabLtHOKyChTKyq2csKqPqzgrhgpxvLqJSVNBEHta1+a/OJXv77a4fqw+/L1y8N+QVgmAY7rZhaqy/G0ret62B/e334082XX/vjD2y++eH21Q/jmEaCGS5XIOjy6a9ti69vp5U5+88vXN9fbrfHd+9vH24ct/Op6ud4dDtp+9eWrr65lYYRoqMpCi26u62Y7EXqomZkdT6f1tIrKou3u7uHDqrtdU/jV9e7x/r4tXXU5PZ4+fvjYk4zZ/eF0jAjVJlh638w9o/NuEFJVEaDIbrcTKtlaNE1ewlxSCRWQklS+RJA5elMBgY6+FY5E7aixF8AYxi4iwWRiNzmzaKHgpGhkC4+WJOqJkiErhs86oPY+65ID2DIBnoBmBM7c5V6RvwfSESvEw+OpM/TsNQ0cMODPCixHzEPPP0RAingis0KRLlfGswNESmXXFI+20Z0tZL8crg4SvomqkKtt3ay1pZ8iIvb7/brZ+ri+vnm59u0//+0/fv3N13/2zWvr3YLhamhYXKL103aMbtjWfgwVrnv69uK6NfDq8NX3iPcfH7754uXNQeK0HlonlnBCEbEK9hTpBo+ABmTVLn3Th+P6eHxsqrrIsdv3b97fvLxudHZ2848f75emR7PHh4fHbd3tdiQlMgZ3UdvvpHeIZFvejpTW1LyrVOCOoIQDme7L31YoBpQmyP0dcsEIi+LVkGpITwLSpMGEZSTgDkAZqsIkvVGqJzJAhEcTyTpXi3Bm+09RjgCIMasrySHcZwwC1qiQUjyczDTzbsuZvVRFFxHfpd6ahmyW+ucfkO7axCMQleYMV2FB+vQs1xoxhCC6iJD6/ffff/tf/tmS9DRBYBFpdjyKSE4A2O2W0xYf7z4uu/2ya+9uPxyP648/vvnllzeMFt7NOhTC/em4rT1hyaLD7L0ft+P++kqt78jXL292y/L65jrsYdmL0EKX1Te3lSQd4eHmcPZwoTXZTpRtXbuZeWzren9/+/B47OYvrmW/7A/7w2k9gbi+OeRYudbavrUXN1fraZ3wejTP4c3JLp2VT0QiRxqVjOUgtAaghGZDi4hkBz0xfFgEx4ydSuhwUCEkt172xUO858TGykkSGukfpcsL5jA+iLacaHBR+DBjvsBgZ8jeDNYI3ookAWTnVhJ+YDSyTuGIp/0en32R1QD47J1DYICz8xZkIWdRQn/+cyDCtrY7sOnDw/3tw/3NYde0LYuAir4hYtu6eyzLbrO4vbvziJcvXp620/F4co+f3vz04fbLFzdLRDfPqRJcj5tSF7ZGVUC8a/OrFzsSB6oEXh6Wl9d7kQi0m/0urIMAzLZubFvvi4nkYUiiqe4Wpw/vPybCosD1YX+9jwzYd/u9yF4e2W077HYR3NYtH05V97vldHSLUGowQI3z8oQqRz2RI7mDY9SyA5nezW5hSEhipWP9yqkQEsyxGkCdprQVhAJijsKyFFI8FykqTiQtanafFj9uaghMnCsvNrHYkarEzAlgyF06QY5hCeUsWufkw8TQLxzwyx+eSRUvXqUan4oiMA9n1uAE4KBJE1X1wG5/yPbztugYiRokt23r5sd1vb27O67H3dWeqsfVN+Pq8fP793/3j9/dPZ5OfT3ZcdvWbT2Z+X65Vt0zuFuWZafX1/sXL692i+yUe9W98qrhetHr/WG/36nqovLi5qY11abJVmrlX1tmfh8fTz/8+NO29aXJzdX+F198sag0VTc/HU/CuDrslGja9ssOyImhliSxS6axERcLheRIY81GvmhwHwXFYwv9WYSVmyWCwbuYNkEuNVmEpebzLB4f/S1NsgT9jByNtqLK9JUHnRV0T66J8sZLJoYTNltHkq0rzWskJneG0ivnMz2tP1VfNU7M5zpdAUkYq76n0pz5FFWTUZoRZIhoBO4fH26udi9evuq2Ua7IcHMBereI6L3f32+nzXf7nTZ9uD8+PJ4c0j3uHvo//POPh/31F1+0ps6QU/dg65AedNmhYX9NnvousOj+9uPDcd0IKriIUknwcNg31avDflGIAMrNjWF0KKBuavbu3fvTui7g7mo5LLpvSyMJFYZt3Wzb7/ePj2AO0BN6dDNRVA2QuwISYyhkleKQgKc/VdrAc+byKKiREM49mUUiY52HMLCKCtNlIoVZogcImB0EHkAyR7qbthbZpI4aonbmeU+Tlcx3CT8mhTfS7o2RKXjaO+ulfiJGCmjWe8WoV+BopPRipTsfpafSMz9cum1mcfIecJaqQBTcmdBzRRpCwJOvRrAI4W7Xh6ti+HLbtlNq59O6mUN00V3r5sdt3Sw8RBSPp1jX+//rd//857/58qsvX0b0tXfdNQ0/WWwRHXDKavDOj3fHn96+f7hbqXo4tJcvXh50F27t0JqKme1bE6E2zYbKjMwZ8vH27vb+fjMT69adkKUJKR6WPUWn4/H6ateEdupWhS4M9w4nu1JU1bK5ijm2wCAuIuah48xzVm1xrN5ZXMamXfi4T0/1GU0aikJEQkS6r5t3AlrlQgnNcowtgbu1AWkhAqMtZ1CxDTA+ztXMmFc6m87KKPo0fskPmPWdI7UAgmE2vK7PABB57xxJ6Hqe7L/2roNCgkgsBeNIMDKNWqNjJCCP60rulf7xw7u2W1QRPdwtCxxUd6SJgFQBbe15e3DKEltHQH9887ExgnLY71bbbL3faf/pzZuH43Z/tNv79ee3Hx4eTrf3/ePD47aFAfuVp81fXF3tF7TlajN4G9T8YM59JcgmZv7mp7cP62nZLenWtKZt0ZCqrg7weFqt2053d/ePWDQ7tbLXbjODlku69e6ASuVSwi1/SlOFwhEgpPloKYizR4vBvz9EJ2ZczmGs5l/JoDip5uY0ZdMqY2J4JKd18u25e+PgbHa3iHBQVMI8HJMhKa/sl/s9XiwgAqkTMhVaIsdCDSr1w5CWaawomXmWPQSIOasnRJjJz7iwfeULOAO9oAYQZLdsLXISTmzH436R4xr393fgJnoQ6yTMakpAW5q5R4j3DR7ojm5ZjmDeJfYe8vPb21P06+sXFOgiiuX+4aFb+/Du4e5xe//+4/G0rSsZukXf3Bfu7h9PYWvc7K5PIk3CmncJanejQ0W62f2j2dqP6wnninV3mipb42Yg4IxEcZe2y2k/ogqICiIs3A2d2jAw7eSwFBGKjG5VzhBHirg6hr5CDFs2Hd+5n2OLpxUZyBYSfIZlv+fYwoGcMYB0w9w9PFr+Od/NSKGroYQJLmSo5k8U1hThM7qQh15EQAlsycQdJLysZ8BFB8ehO7XFMGnAgNmZjUcIwomWHPqVBSyqU+s12D0Zzc2rPsIjRKQFu7shWqMFv/3m60ODOBSIcAvftm4WrbXTutJcVGWBHddM/W8GhATCbLt97O8e1y0eX7y++eoFv3rxerd7oRavv4Dx/tX2Uh/ulz33BnnkZnazl8PuYLHtr3aLYrdT0vq2Aq3noFBVj1jXdTue8hh1601b7xuVL68Ph0UfzdQQJNqydnOxGB1/2RXA4haI0SU9xYEXWgcD4UQU7lWNg/neGlsyM78Xp9vLQ8sELgs2CjqCWEUW89hsSzM0OGBAocNZBTnuOfLELTGLJARxs2FTzo0P4LmwaujI0VYzVWja0ckNObvdps813MkQDMKTEUwEMMbaMBAWHgYL0t0iy1bFklvMI5yqClCETUqPZqZo15aNIXto07v7h6vD7sVhh60jcta8RGBZltUjrC+6k8Pu/eMHWRSqvW/dsWMjPLAF2u29ff/2Q/v57tdfLO2vXuyvdvsrhnjbvX7x4sX948NxteNpOz6ctq2L2Mubm1h2bYeXTSg1EMbdfTMBuW45v8krx5Hzy5QtKLET0QDc1SUaXWjmgElTt04iwkAS6hGipNCKouUsF+6W4eCcMRMDC2RVs6WDQ3NPB+myRz7O38esDCzoKbMtBICcvYcIKlUV51azqK6WbqqtARhTskd+PoYwpE+MAXeXrLCOyEWDR/lbpCEM0ZiBr0sKqHt2nWaZAUJUFoNbBDwkQEEPCwEMbh5SpCObuSZHLyHUlnmJxuiWSUYAEVtlHqWYPOiaDMci3O2UTJlVhNlmre0M8vjh1vu2e3n9sK1h1trO/FEjMTG33t0gynf3209vbluTfrpx/PhXf/3FV8uVADf75WrZv7q+ejxu62anV6uZn2w7tCa6M+kSRoTmTF4Vsx7oPbEfmCg8xLqpiNT4ZmktS+HDqRZdVN2jKZYl+sVSJ+dCONy8NroivjzbenHaOfalEAWmNYgIASEEa5DF2RAKAEoOjwfFiEkn5eAOYHiv5i10wBGag/QQ4YwGoVcS+mzdzhY3yvsLICaHWUJc5TpximpFeTL6r0dJJ4LhZR8zPoyCT+XU+yk2kFnalfznRYNZZGGkKiTgQaEopP5KIUKr7D3SOS1hF9U6dE0bw3eL/vKrL5tqxObdsfkOusIfHh4eHx93upByOp5E5JTzKTO8TKSYauCx20Pn1bL/+Bjb7z+c7PQXv/nyy5ubfQtEj77uhPtD2zVfDofVVns8GnsPtr4AXQhl7JqsTo9OySc1eLS2uIMCKtyD5gIuKkkdjfIssG09Cbrcszm7jviYbAyAESEDRyKZhi+VVmttoKVnHNLCROvzc1jmE3NYcGW1XUQRPMq4XFIaoWnTKRU5ji8QqOEzrdIhQgRscsgUyo8AKJKYev3Sh6WLAQiQUeCGOWAh5qYRIZCzLx4RDiVCuvvjuvbwZWkgBKxe/qrw90x6a3E3OcGcMZIeqJQH4Sgq39GTlMp/zjo3u7neMbqKhEuIW8AtTqfj8XjUZEgf4EzZ6HrmDD3FqWtEZ7hoF/14ivd/+/bj7fGvf/Or1y+urnbLqfdlUbdHC7eNuaq2nahL4661JuyLhMIbeXLLwa1wqgiFu90SoxvQzZq0lr0pBKVm2VWhwUANfWxyYYpDIAa91AzrygOOHLDrw/6lGiq/DEpJmprLr0rzyWroPmucKEQnYdGBp2YjDpDqQFgzs6WNQTx568mWlD710LqS+cJklA8W6oqJ6ZbXFBHBiB7RA3C7XnbLYZeu9UgmVKzi4ea+tKYQpWj6ZYKapIIaa6sOIhpLC/lgEke1LmFgsqUypUrBSNB6X8ir/WJ9dXNRdovOOG7btvXdbscgDZm1GDhcjJgoArCgezysW2DzWC3EuDye5PufH3bt9g9//OnlyxuHv3p9HXFa9vvt/rSt9lJExBnr4Wq/NEX0XVO3zERI7+uuNcWCyGDOwcgWLEQT1pghT5DUw7stbYnPBeO4qNvO7RrOybQiTz41YZ1Mv3jRB2OwKD4D4jnyJjEvJBQPBmAWcAg1iRWnM5ZWjagJgTX9Kz+cIhXFE5mhVk+rlvhnNZrNYLBsd9LsIjw54n3dLPbLbrfbThuHYldl6smAUanCVtWJAreAV5VYUafW4yp8KMZau/IR5oEIz/agzHhlWqlJ3NzsaHa42gWlx3byfrIO1d3+YKCvFiPPotKsr2bRWoVLuQ7u3DYRXEVIN+uncPdu8sPbOxX/+W7tj3Y4fFj2/s03v/zxx48f72//69/++tXLptKv9tjvZD3F0sJE1hyh56BDRLttSiQLuSiCnUZxtuTkzbDPQ0Vx4b+Wl1F1nXNBJLJsfSzICAl5ISejnwrMyGH49ZH1yOV+BZI9cIoBypOvPtsk+PB+iogs8AYjYOACCsIBCTcERZfWew0yiPH6DFjF0e4qBHn5qOcfwtkEULpt7FHVPIFRNjsEMVQVPUkcquAq9TQxmtNG6w9x5qYc9/I0OB4lH5dHzt32V81CxONqvw9NskkhIMplv1sfVrdgcetLOE+njaMb3XOUAXlc3Sz5mxg9HJs0mODDw/3N9WG9x3aUZfWXr9o/ff/hhx/fQPz28fj61c2+taWJ0JYFKiSV2EjmwAvzLWpEpmQ1QtMWrjy0V1++iLd39MgGF4/ABd/6J9kwPv3nE3jzYu8gckakAyEqBB2OahW8CMFK/2ViLyIiiwSHs+WAWKIJUFUVSvYBlpuEyHpMIVqYl6a4gMtyIyWDxILsR56Hlzc9ncZh7RCSnCiBXDiEp25M1DjR0um9gQwzjDEq+evIeUYT1Rj2PuHWIjUcs8TmqcCEm4ndXtej3Vwv1zsVQnXpvcqSsn+B6Y+RgWYe3SITD/mUcG/ausFy5Jcnw5aRCOrmdsXW9jAYlvbu/kSEySLcuptItKxY81gyoAXJEAE1h5N4VpdFEXtSHAJpixwOTUX9BFMf+bHZM4LZVTBOWrX0zb2YeiHKPSKzCItnUZN6zCSQxDBhGXpJzg7ieJV2E7p3BD1AYU8EjSEqmYfzGONfw7tHzo1oMtvDMSpecBbwVKQFySUIS5/PNoigUx7T3CK/cWBXiRvkooCsJrfhugXcCc+eVaSdvRw59wSTnf/z/KSOhcv/clGhBhVfvr75xZcvks0Ojt6NAnNjMBu2j4YAu9nWz/koEYmtU2Kz8ojNwyEBV0XvXSi+eRP1iO14BLcCeLzvGska4CsuTapdblEe1xBRsy4C9zAziPTeTYWQJrTT8dD0sD+cTlsEHT4TeiRzAWfGIkYEHRe66lmtW521Cu8Ck7wzDNWIfLGg+S/3wbSB8btzTYKqbu5r74HRRDqRyizkCnYPoSgpuySOLaCDE6idoKqIT6kmY7L2RkTk5B0wZSKTnEpIWHd38/KvcsvTOws4s+g+SxlD01ay6NZSQpMAl2PVzq511Uf4WT1RqseCml5na7vtZIz4+hcvXx1aePSw8AhH724dAaWKLLu1bxZ+XNdcnIisBRBK4sbmFoBkmRFJooVDqb1vD8djt9VhImrdt9530D0V5g3CzShCbTl0VNvSpAFBldZ2rS1a83oYHqFceaT3r168vN41F6dytAUkQWvq9+GFpr+LdK0q3puezKVYTImZSxekU5xn3l4Wi2kpsAlA5C6BFmFgoAorK7OnEIoEY8ACpQiT7zQp9bOO4CyC4535JKUtK4jhyN4MFcoRCxAJtzEpQbpHr/Sc6wTAqlkjL1Lu5QiE5zkLVIf48BfOkc6MVKaKOiuwNPMMBrxvcbPTX3xxtV8qCI1wUI/H0/G0BRaQvVvvtm62rlsOskqd6J6YoKReH+oyw+QgYBEaSE6UnJKVinu/u8o+d4UwgjISFx4EVNXMYgypiwiz8m4zg9LAtoUYMHya+WjlsILuNhEsZsGlT5LIJ25o+vWomz43bwZRrFoSNYBe6HaGMDnk8VL3peoLj27J9UcRUVFceMA5CLu844zIkiUySxskp1NFiERTQTiT1iOmTIBByZHb5ZJk5I+InLThKpp4UnZWz4unSEk273shBQziuYdeES9iXAvCYP63oJzzJM5a+hEhuPWTm3j4bvGdagZ4Fmbu60oPdPNusW7dIta1926c4wgSch5+7pTd6dW6w8037+GR9HqWZR0UUXWgqVTt/9nh9TyQyYKcyTRU3JvUz5mJle3U+7aVIzVAqXB/ZuOmYOVtDrRpZmbmmgA1AqOSGQWCDUgwM8cWEcMElbxSokAljm1PCIjhcLd0eHR4fOlI1be55azklpvtlOFkCBClMFIFeICe5B2MoNAHkDjRi/QHyFHSkj3NFYo9edXUA9LdcBGBxoXDWYckssO0SrpmSJHJaBFqMXDmn2LwS6db3O6ODxaurRFG0qz3zVT2yvAOgGvv69bXbcvDHGEzBRZAuPVtK8cuIs4hOjzGUGgiIBGgqhDrZmY5+I8RbtHpjYmwzFwqOIaUDM+DBdB1kY/+uMao7x7B3XjXE6kav58O+IQGpsABCDeveLtuqdJ5uFBJ9cmYZ3t+bRVKjGsg0drUWKptOEcxno6pRCma1XuCYteLFMoSTTd3z2QnytmTYcJqTlTdXpVunN3HCJh5eJcAa2gXEchZT9XSP9Y6IyYMVKzOTWH8yTiBxKeS+3tsxIyGkK0TEaCEarSgB9boD/Z43I69W4BufUNsERAs+/0W2Lolwk4R71u61fmsCAfUIudanJ1f1PERi2JKSahTqCKy9lPAghIirWWngTmqEz5xOQpbkxGoR2ua6yWQoNxanDwDmpC5mjxTFpDM6qDhUCXVfRAqsiS8N8zi1FueZhdRbMVl9QbbIufZGbo/DTEBhIQzXBAK0gsedyq1iLhrz3KHPQxMfne2xF5HVFjBXKH2I+yo3Ip7MvnH6A+K4WBFgKyJqhE5rJvuTtXLEC+QSSVVlT5nio3jO6OT1MZjDkYkl9yIRDCO/sB1aMKqiw23UChEA07e3fXj0WOxwJqi/ng6aZOwzSO07cCQ1mgdQOR8SA9vCCA8Tpt5pI9cyiNtVkwGDlyEWpANeOwujNa641oRbt3LuGjEKQ+0mYmoi2Q3lAbQQaLT1+PJTulFl+d0jngvM7lDg6R6ytvL4zp8wnOEO1a+dO/UeXW4MXiqxpLy3CsTUyUhQKEzM2DpBI/rD8YNJS3RURGi1wSboTgUyd43Gi8YkIA4GU4WcMcztw3mA4jQfeSc03fLeR1nrCufn7NmPwC3s5nIxcrYJ7NJFZkmHiOTxRXP/unRo3h11V3MY3Fv3L175w/3tm7rtp3W1dbNYBZd+mmFWyQ9BmDuLoC2JB4zMlQ389v700XZdd6bTrEGMj9BEG5u4R16uwojlKuj9WQwHQiOSJLrFjeahXlEuCibQiPwsG33t3cSAWlR9QJ1ZHN3a3jEuS4vhpMTZ+f3LHm8XK7MZF+qpeGoyhi8M+VkrLZEhKEMjqcQZuVgu6BQmiSzYRYdgp1AwC7TyxGqVCFgVCM1WD2LEQKoIKSeU4RNpOWwgJJeIaVOjkBh5pHj5S9fs+AsMrszTteMkmfMPJOvcznmys53umeft9Y2h8BpEEN46I8fHu/XhyC3I9z2vSscm/Ue8XjcHh/WLIzatm01o6UxVwSb6Nb78WTJJTKuWKz846YlQtyj927p0od/fHz8cPLwRg1DIJVzKSeIEkhc0UFYYDX36q/Ax8f1zf0RhMMAy0grI4bLp54/k2B1fcYZkrr0SC5el2s4TGr1+1189slVAAy/yEeTjY9mNerUhRWkw9375pIMfYkUzu1kJPVxBWXThdfMBprPyPOi22/ckLiwADDJMQqoMpmnglW37zXvk9NLzT8XnBGckoSLEzZQiHMIg0pfK7PpNwTNO+GQ2/vjT7cf4eGbwPZh2nsYbDU7bX3tW1Suw0eji5iKeLDz/vF0CsdZKdeVc2XyNzkFvagwgCZ8d3v/3bv7zfYSq0R0s/xk1ZmIJlAookL1CLfNYcbuZj+9e7hbgwJVI4EQoRLwsGdSIpJN3efX87340y+ORqlpYz/9eAxodbynLCkh1nMkHkfdTQpDiGid8mpLE4lUUET2o0oWQ5XpTbK1grfyUTJHgbi8FQFg0QGTWcVd7YqOEEb6X2nac6mZw3pREMiZnxKSZLRPjB1QEGFgiuNc5fQGFJH0uwS3SPy+4829nU7HdX08HVd3k+YR2Ppm3mVRqlrmuiMCoa3ltDWN9v72dArTorEcUMuIM87RQ6peIFQRWI3//Pbx7b0z3PrWPVlak4BJlLJvi1JEFGxABM3CImw1f/PhsdsCgjnAEsUnMBmgzktRnX0cnU1n1XD5w5RCXGisS0M5P3cpWPOfFQREsiQgwruFZZl70+m2Zf8PIsw9stY3r0vgwnmZKuRCbkqOKaqTrv7idgutSQqIrFBPRwoRycQ1I+WpAPKpYigwGVPE83IXzzac0PohA//zCs53ZZdbeWihWSy0mv3zj2/ve5z8+NjvDUfqyawfT8dt3VJtDGi77EETbcKHbftw3BobEA7L0LVicMq8cirXfHkk/YW+vbPv3x2PrqfN3UNFGeFmpDSRRfSw26sqEUqJLGAK/nT38ObDEVgC4XWucmvx9GEvEfbSN5+VDCXpl3ndWqnJ8/PsU7hI3Uz7m4tduhHSJyjPGbNlViaxwjzzFhHpwkCHnvcxVfXZi8LZYAQ8IQ5BYYChIprTWDwbZMXdLTzXZ8DlEnFmV5OL+R1nQz8wlQtjhwobx88ZaGPIERCki3imiRRqcMKi8x9+f/fTO3Pdb97NQ7Az84f7h+Px6BbJuS0UUr2GbjokbrftznMUlE3HtuJ793ThY4CoQRjcwwONIutx+4fv3727W7dgd0+rVTEIuFAa2ZaWuxUEuGxd39ytx6PQO7A5kl7fIwuCn8vTpZf55Pg9Fa9y6C/V2HDOPvP++bt8m0/JG8vOHO6XVkul3C/McoGIoGo53KyxYsPtSaq0tHkjxp6Rl59L/Ob44UszH/M3Q4VWSdUIaGdOpj6MC87C6rvN9ZzhwFyOZ64E07V5qjVJpxjTP6NrnJrz/Xv80/d3PfYGpyxXu6/6ZqfTiaSb961jIOAJRjcRKj/adnTSq/tJRFRzxOx5k0S0fNBUL+mdRrCvb28f3z5sOSkRAaEubUkkpqmGx7Z1kkolhdF617e3G2NZsAKri1IV9exPFvlP+U9nkzMbBhHVLAAAyKgwZ6o91VWjr268RkaygOwEUzIR3CuYEc3RvpJwRELnI8aY2sdxTq5MycgokhJ1iaqbgqIVMcPw5/JkZE1+RFhSUIJsUgkMcRQnSQp4QlmZ00C2iCWcEvnBAPz86LWXRFxAR6OstaoRM9RM60SohSgN6Iz+sPrf/nD7/m4z9/3VTWtXYZIE0EIqkU1JYJfWPEQM4XjYVncsTpEGMrnxRp2loBw7J6CUDN3S6Ie7g+/v1t//dN/7tuRkV1kUbn2jyv6wF0Gmjhbd7fcHi/jhzccPjxZ0uoMtKfBUs4Z4bnOBL2doamiv2VdyIWeRKep46ldMIzhkdGAO9cOF2Y3hdqBycmHh5mZjakmVBuZ5YYDdeiDJsCqkOks6Wb8f6ElJWULGLKQkSwAi/cuzyqz/GbqaZ8B1hlZpqjHgOI5WQTLxsyKIGFmfcWLqHnzcVQpQfckcO5xXcLcspTbuN/WN6z/98c3v/3hrfr20fag7F+gBuuhO2RiiFGlNFgiNkMPtpsf7dQdjQ6cmbIdgNvVXuo1Z0uFeZdnO7gjvKr2pR7x/9/Du7rTbEUqqkp0IbWpwNllUOyXa0tr+bsM//vj+/ri6bF1a2G6xaLTJXZCKP0l+Z0Az7Zpf+j0XeisQFmGzEvgCqeFTQGu+puRdqkBEAyhiAqJb5vSGiooyZAVdeGttNgXKZV2iiKRcRpKKxDimTLN5DlCzQTEKlYmI6qUsLAUJpqE6AVE2PGWT2dk++2vzuKAUDi/IjJ4p7XQBpThH0m3MvGWMsvsIVI21B1wZYe8ftu/ePz4a3bvDQG+Nh8Nuv98DoYJGaaFCV6WTb++3u4dgyBYW3pWKYPTs5JVh1Tl0q6PGeQeig83ZZLd/e7+9edzYdgJV3UF3AddFQ0lCVQ47bYs628fH7e5ktoEMKIOzLZ+XAVz+atanT/F6JjfDMQCqVfN5PIjPVKL+S6/y4xlAoSeZwU2YM0Wjku6Fk4tIDkYd6mF+VWqKp+acKWYDwXni1mVYN7zRmgaQHYtZAoAhTwByjlC+Mhc7Q0OW9/Zp9FBy9sypmu+8uH5eJbLMC4EWJPWPtw+dfnXV2Hi1w+sXy8urRRES2C9sEc0axLmDoX/4eH/cWocag9GrcUCUowg2pdhGaxsyvyN0RguRYEd83Oxjj5Pv4BSoy1UA1GL9IbHj1mCb492H29PW6YIe4d3pwRw5j7P6n9sww+QLLOZSvDgz0Ez/Ac8EMc4kjJ+J0j637hbuRNvcjDR4FlTnthWAikq/iZSweXgjC/HLSeNTgczyxbxE5eUQwyWTrHd2hFYTFiWQUiNkFg96hW8OtHw0YWTJVmmaVFYOiYDAssInqu8eQ+en1s9yHjdXVZ7/VJrqbLjdJ4QipET78KHf3dmVtiO2w/VV0Pf7XT+FRIi6yuJNVR+5yB/vT29u14glYCFBax6mRBENIHJst0fopEh19Owm8h1ERNHNNvQ37+zn949fHNTMAxsXRfTYYO4QdsBCb+/6Tx/WkxOwmap3nyVAJUzDaoR7JEZ+KgAAMVFJREFUitRznt9nQpY/MpB0Aah87OdB+X9BqhzWvBESzt7DHQqquMIDk0s7t3DoVLMscZqVNFER3FMd+yRDVw8ggqTaivGb81OlS4saIhWj0buChfQTz2mmvGL242VCH1W7EBFSHIUQYZai5DdwwE6fnrwpYnEmiwu4nx5Pf/cPP7x5f1r0sF+urq5fiOpm3RwirTURDdHFY//zu8eHUweSkoQERSr2JlDj2AJK6gQ/stLIPc8tY1EuguX9++M//fMPH+8fj6c79keVrBSgGbcO16v7jf/0h5/vH1fMyvinr5SYxEFQqzKdh+cqZ3pITw0iRnB39p8u1+qpsXoiVmcBJdPDTc4VHXDksBcgxbrNPU1qagkiyRGmQZdPLlaXP//+jEHU/Y1VKWCvChGzuGY6m7j41jo6QlERUfFGF8JDHVliHDBKki04omrAMBJNZ1fi4m6HKA0zSQbQ0c39n374+B9/9/3xiGW5Wtp+XdfjtjpFdacNurjI/s377Yc39xYeOBKu3BVI6aMwzqEODejMsA2khFk+Bhccm667RpHDP/14/I9//9PPDycPabpESJgIWnC5O/Hv/vDmuze3/TPk5+dlxwh7awdHfDOpGZ5poAuEYUpItYF8ulC4UHVPPxKB5DMdQgwY4UAT0SKUr0AelEgamuHkebgjWtHXjnz1vPKzx7u47CilnpjDRMJmeBIVGxet6WxWPnfAFUKTCgZEJ4SxJP4htKhqPpx9Ls95sNn9BgxX70+/Iqu1BaLyfo3/+LvvfvXlzZ99/YvTcV23be2bo+10tywego8P/Z+/e3d/jKCRK2OP2CUdtY+nEw/RqqDyc08cGCGJVLhpIloSm9kPD3j47t73+xe/+mq3C1LdSepp7b/7x+/+/rv3D753qGgwVypxFz55hHiyFwgPKQrsuHTDOYLEz8oKE+m5SDZPjfips1Va5ImF9dU6WUxrvBDmCJh5Nzu7uUIA7VyGXiIS5ZMN96e+hoEoGMKHMqQk5sBRoUCp5nSoQTQrdSQgmGSAAEZIYeE0CKJnBWsW0pDqyVgxXPRS700Iogs1u1KrEqlGIE97LVWYxEDmBALmZmg/fDz+L7/7vXJZdtigG6gUanDX7BR/fPfhx7cPopnPVgZz5jVS8VV2vAZuU3IYU1kHCelma9+aNmlLbvApTESP709/+88fvrp6/esvRGCrrydbfn7/+Pd/fPdhdUiyRcUAGBFjaac81O7O9BFj4gaD1uFJlFcOWcjkGiuBKi8FU55mFrL8h2G1JDBIvxXwgCMYm3m46qJjLFjRngFmvfdtWaSqyEWSKrK0+vTTgajsJiRgVdAwnlsuhoLHmSybkhCshxe9Q3GKgCnhPlYjJZdEksNUcKkFR2XnvIA2T+Rw+KpKEUTQqxBaanwd+eywpjEFAQ2IA/DV4m+/e3+Q3//1n3+tcN/8+gqqOLG9fdj+4af3a1bGVll9MAkE5YI7ExEZEIi4eXhQBQiJACFmIhJwEUGwwz1i8Xjz5vZ//7vfH7/9+ldf3vTePzysv/vDu4eV1BbeM/cfZ0DmnHghmUUuMbNgf8J44QJESKbu8SVSgFM4qM986PnKJov55WUKywH2QACjniqtY4C5MlVKVDWJqEDBATQ8e2W0DoyNj3NCDxhNylEtNxYoepPA5BViBMrrz4ZPEZlWMoC0cY0yOqQzfFNERkYyvPQcOlVNRDmeClSHg3HBJHiujE4dPgDb7MIslUUGqPcn+T+/e3+0+Ob1/roFb/Rk+vEY//DHD+/ut5ygOORfshU99ycicqiTTIsDkTGFm6RKOxwkawFyuEgSnzdI7/6Hn+8e7vH1Fw+7Jm9ujz9/fLRQIoCelbfnBX76qvpeTKq+2v4Iv5SN6bZfqCI/f2N1I8dYrE9DyIuvCsQFNxIIiJgj6UPcndVGwzAnoU2TL1ieQlTPBWs43Swt8fR48On/zzqtOZMTAMd8Jgop4mYpFvOBAcCzV3oEKwmIOGRIQjYVzqceNaUpTAKXYNaL1srNE1614chWjmrAG11mOY9aPp7a775///Ze/9WrQ7Srn+/fffhwfPP2PnmiyBZRU6iIcxUAzzm4iv+TdSKXm/UfAUPBQAi5S30R9FjWjX+0u4+n7UrbyfsxciyswwkdudXSu1NXXfChZddeubJyWa0+hekZXjV/dqScDStTC/VJRInq4mDRwyOmsyEMS+cDooVUxRDbyEn1AVUZ4koSbezO1LFntTut3tQr1ZQaYLIFpfcl5MXDSIQhQUu6+UB7yqJHQrfwJmCEhYE6s4V1CyJCmG8YuEskmRdmmi/qnHtCGHX16sfMdaoGhLntDDjCGNy6//j28e7++MePcft4u204nTJ1f9ZY+cCTdnXuH4YWMe+eA6uyWtBHOrQu5oygqUOSDs9xPHWG0dkDK1wJpSalVEwOgYmhzMsNubF02EcBj0wl/QxEqLxvKm/MUSDDba8e6GBJxzBBUkNac9Ei+4qRCdyq9m2UpsqKycVhFES4ey8DMfLfEdGG5h+uzIUUA1MHDE9sXFjOMUZMzZYb4h5RKX9OGsIoaKrSMUyaK4QhR8gikzN5BFLXlDmnxDxLcZmMHodwkKTyjP7N2wmg2hvzSId7iwd02cD3rnfrCjeEbCYBybDk2VG+3LP8Z40bKY+L52M33FAgAqGofjnAGd5Cs0Q3HFq9BBjoZR4GeWaaziJeRz4LdDnIdqbMlbiXvSZ13vasxrvswqgSwYtHQ+F+2adeQBEyAhUhIiwQqtpUkYHViByt93VbM4F4iS41fqIYP3m2Zwhv7RGHs1bGswKnxAiSQEIAmnmjzkXi6I9YNF3xqDjrfEU4AmFj1RwgQsd+WQRUtXpTLuzU/GF4G08qmy/MN7tHQCLaMSAuOt2yz9qIp3nZKV4XtzwbdQLzllJNwSMM7qIacQBo7hIKaGQheWq4s6/9BPW9lJv8/qk+n2IQvFyH5769ZUfLGZsJ/Mnt9gGkE0WkjkQRvSKV0Rwzbg9h7tZNWjtzbJMA2tO7f/LiCG2nYM2+3mzrwUVB+zn8rHouaBbEefIFPvkeoDjle6SjEaQKWVyXMXJl87uLZc1Jw9PF/dQcDCGrSXQXBxoA1liEprG5H9UFMEI9eWPJeFpg/uSGRT6bvr18z+U/gzGZPAhvEJfN0R17YgHXerKnDtx8kPk947qRSdfP79QIZabQk8V/IZmEG8WWf0qmUkl48WgQFhLIfnx0M+vl4RXtEcFiE86y/9ba8M/rttvo/rk0L3mZuLyNOjXF7VYIES6QsiigBwUqBZRDz3uMJJAP2+9OiGrWfCQHSpBMoa3Y9tKHiNEWUg7UpbL8dHfH6vP8CJFj6aMDjRRSw+nmwWAwG03Hns7nPa9jqss4fydZ7F/T/kmcsT6M4BdEUBwQWFH4wZEtPGeVfz4YZ7bj5/mW6ktmpQ6fSIgkLyiGOik7U4Xmib2yAn6OsLCc5osVeq7LzF1Bi9jcCIh4gp+eZZUhJM0jojW5rAmLiGgRPaJYbsv14zAzNJQPNS21YowgnEtdC+E+696Smn2BgxpgI7cUqEwDJFukQCiWzHWwTElLNECiyjbzHkE6ogs0jaYkR9L5YKdaqqRY1i3llPInAsdkXILEBjbL1l4x9xgMlV5nPiSYWXLQp4OD0VFxIbrphdaJynke6RQXuizOTs/CXIkgGrEQEegIzv6o86m+aHebv7w4JLMz4FI5ZX1BcZmnO+5FjwgSdBrDAw3DwT0HhqNcJYU468jngwEUNsNKdHcJNi28yuGkCTSdL4+FyTcQDBYM21BUZs+PzhD+SxkOcFiKkDOqNZ416TDCjVSgCNuqnSRX8LwnCS4Iop8PT9r2zCrKZf2MAEn2Va/LWXNPjsknNj1Gv+iFm1iOfOqLoZMuguKacRB5nMmygKrq0xusdBku5LF0/IiM0q0JYhayIGLMw00Bjkgu5JStmfUjOUHOC4j4eZ/Ws1ed3Cdgaq25VJP6mEjOGXJg2q6KQy+/MM9UVqPmhIvRdIaKTwl4z+Z9bUhEwkfnaX7JPDfZYDnyPp/e/+y2EEBrJ4C823LxzjwwjMDWtyxOGwWgMhwxyVEcIFWbnCuxnrRQprxmcWne0GeL3S59i6eAUzkuqcm8wvjzZuSGzaee8foAUyoQy+/grL5AjDTmdBgcMJFM0FTLyJMlrI1CFONC6ae5qZernOQOl4f8X5aqsVafdInNUGJSzaSs1H2fJemTS0RWfguZ5l1q/m+l9WR0S2TkqPI8pG3jwcQHXQ4vS5zOVp+o4aLnVq3nP5xVQbL6qEg2nNSZRrl/w8uLwMQjzsKUVM0VBdYhG187t2Ee9PM6DH8rTeF459m+p1bBhYOZD35ZIMCxQPXLoUo5t5l1oeydzwo2ICrgYMaxoVSA4THh+2R9iEpglmVF+MjWf5I8vrjP/zev865dvvJceVUB1DIKz+/LCP+5OiytnGfMh/vGEeBglI/np0VERPMR5820eYLnbuVrXulJYUak5c06BVadVyC9QuYEjeH05G+jCiyBKsonIwm3fLxpEKsjeShLW2Oc8AFqTVv2RMLyx4vjPT6FEGGA8NCxSYHoI/dzJooOv/xyzvskMJ5dcopm9EAi7EvtyXnDWrrWznCz9OkQCGpkw9KoXk/1GXC4IfywPyzLMsveZgp6CiwQjCeKbZpOd+cAFM9HnBph5ShxAnOpRiXKAQA4+pTPbttsTgih9rBA767W+xp9AZT7sTpFOlz1/hKA1NSkAUK2oY3OYvT5gLZO50WR3UVePUOkeQpGGBUFIBT19AXyw2SXLBq4DM3zL1PZPLsBf8o/Nm3chWvyGeNY/3fp6wORLsPnAbxR/DSk9/z8REYIqBZkRhTB4ryZSJYt98G9iD5ESsqpS6+9Xkqt5XviU4IXaNZn9+LZXzkhmOGEnKOM6WEAgSS3TbK40JwYUg+HT6/mHu70UDh035bWCkflOePmFstOzgJcIlrIO6eTO9XVpV5NXS6ic4zDZx+3Iu8Rn1PYtHU7OSJTkqkK8j2Siaey9Zy++aWSnkuGp4rz8p2fBoDPq29ZiLAP+RLV2fTy7CoZr2Q+H0B6w5WABFQUoHls25aJmG5WnTDuA+qPQiEYydpLkUWXzFSWWRVJJ23RAjncXc7lXeNePlnn6QY8qcTK28SFHzIc8lruyxb0+shZ8i7ffHkhpJ7GkKQJvZKoyNm37J0ja7r9+MKIHCt3ie5/cg7GgidGycCoyngqBBxdW33w0ua/3cM8llFnlAs36h0umC3kLNnz/M0VlGHRP72x+Zo8Kp/+icNdzUTen/qGeagyTM4rCugMC1MKwd5t2/rj46lHz9tMJZHhRWvaqCSLuHYRSnakMQkUw71BgOhRbXBuGwKichnAxigKPz8yMkCLKVuXW5PlDs+eZZwzzuB+tb7ktN3MlHlp2txNDL2Lof5zITxW4Rxym2Fa7dHat3S35vZOAW2DWOIcV89vj1F/A0zj708KHIURRW1U3nggZSTDIqFnAnZYGPjM5QdFgljgKpWk06m55vo+k7bnMkF4+CiOGSHQhWXPL3G52CGvNwGVc44hlGftFeVcR7KWhyftThjC2HRZdq5smZWr+hxhIJTSnIFSPxQJhItEZdmJHA5LtggnNwcQEiGRc3SqAzjIMZHtPGf0cmvmy+u7a2HTwQlJzKQqjvK6tvk3v/rV6fHx/uFOyACDHjAPSCxJdfnX//pvXrx88b//b/8RGhIixg7v3tVsN/yKKK9PQrYwBrgwGrWnPfIChv7f9mxw6PDLfRUpdhmWCxKo1t3a2Gzm9wsn5/KVfG/u8aTldBzHeTR5kQr8rE6Ki1b0y18+UagXnx0daecLzvfMGO3Z/mmO/IlQ5X6/XF8frg77q/3usNvtd0sTaZRFW7b8Zm0Jhw5IkjAv7uQzquLeA45MKLpZoLttbt28gJvp4AGJl3xmX2Zh6ThMPtIjF0cRvfdvf/Ob//Af/sOvvv31tm2XyiHPkUUsy+433377F7/9i7/4i7/sVjku83CHasuWLyQrQ7VXMtv7RDhrjc6bO5b+7AjnsY3h7l3+N1Xk3Dp/GuDWk1Q0UnWq8PCoKai40DecrtLwSuaxvPTzPisl50Up7/DsITwRiM9JYbIIO8KTSrWI+TDROzy1vBnpRAW62VLgZChcGckUTLgw2QpwJmS6cKBZtdbJ0cSgg+7RhWCoezjcw7u7oVp848J6+FO05dkPHOJ1VtTpKZ7LMfxwuPo3/+bfrlv/8osvW2tufr5LZhVQtGURwfHh4S//6i/3h4OFl/F1MIcfnWvbULUmjNYyxTdM3IwCn637gCr+xe0Z4hUj3p7KgGQGDoggmObcRrk1L4RyflGuQX7Npaq4NH+XS/l5m/i5F59uQ8lrEnvPc/K5r/pULyZk4DBIstdCEBKhyeyeg2AcFxwy58/mM0keVgSY4wjSfBucFHVhCbpwYncwxxjGWuaiit+qPBoXhr9KhwswmegdSZrZn//2z69uXhzXVVRJatP9fr9t26tXr7744osvXr9+9er1v/t3/+7H778/Pj5e31x//c3XOc7JshOVwipJLSVDRO9mvSou+Ul2XCYzcOaY5rLOxcn/lRiBx/R7Krh7wlERhHGktWhJjmgJKAxKPGTDJSmU+sqhkqa8R8QzezTVyaexUjI+XgREtfQlT7MnuIKjqiicuYXUVZdXfH6J88JJgGa5Buo1nrTyu9FCmsTkGRh7nl66RPIiZVSjImgiikYNBZPAui3JJ8Zq2684upKsHp6MnTHkrzKVTEaNOEeUMREGAliW9stffuNhx8f7j3e3L1+++s2vv/33/+1/d3Nzfdhd/fmf/cW3v/lXL1+/+v133wX4w08/qC4vrm/AcMS2uYXmQAdU4wdK3weCvhCE9GK1OJ8oSSlgFW+lDrlQQhOuYP33vO4kK+I4S9v5iCOAaFo2pXaRQJ7IrL4jKWJm54jmqQ76VIY++yqkfmjBcQN/4hUBxOzY/lPCOrVjZHhbEIZUvWEgKCE0wIJBCVEXMVIcElCKDNL+9HhkrJW4NAhcIygI0VgWWVQaqIFkt5GifuK8yXh6i1P7UgdZojA5KZk9a1H2IPVT0xbuv/t//m83+/W33x7X9f/4z//5V7/69WF3+O73f0jX5Q9/+MPj6fTx40dz304nJUNoBnKnbWmtyaC05YWCai2zEDjfcR3XLAY/WzQE4RleIssjSqQKC5Zq/8pLzAeO2tSxVVkE6yJUd5tZKSlsEYEQgUg26Q/98kRczvboUwWG5++UeHZk/qR4pfoY+izis187u+SAwLi62da3zSeCHtk1JZHfGcyx7QLQI8yZZeNBODw8OElcwy05YI2DtTXfLEFFjfSsmx1+ZH5umAq/fKAMJA2wmfSYfyF779b74/3d+zdv/vD7318dDuu2vf/wFiG7/f7+7vaw3wth3Xe7/f3Dww8//PD2zTuBmodl2eqYvTM1jkds25anE/RSF0nRRwWk1TDPC2Au4M5ASHDW7iDd7ARYIGdNNmGGs2ln7WjGagDNLe1Ftl+XH4DcDroHPNiS89vlczjTM+/qk1eOjnqie4a78fxLqro0nnwnqyCx4Ikn8QHpER7etOluuX+4JxRZbmwuzHoYldRcHkGxCMfk9UiS95xbIy4EortbuHsoGiXcncEEmNI1yjuYGE4u1/RsnwQrTNseMRc/0v5EjOV28++++27XFG6LYr/fizZq7PaHd29+IgiPly9e/vt//98su+Uf/vHhP/2n/2TrShV0h3cPo0wjzuH1hbsTZAiqIaR6sQJEeEN1GaR/UwQESTOemi/NnyL5A6vwJ0cQpnm79JHPqDGyj3NEEgMxSp41igDmQYoEfAaMohqVnX3ipE+44VMhI4Bsh30qeQxUl8m8tQGMXW5Mvjz88rTUA0wy8xpzJrulnVRTlzOSyi6nYQfNlQXYBRFhTKYK1+INpFimRyPM3WxTkQU7wFgNCmMVOeC4pO4Z8fJltu1cgTzQzzwf6bDmNldLoMeyLH/8w3cKLG1RXY6n47e//vW/+S//9R+//3HZHw6B9x/f33788Ge//e3/87vfAWLWnSEQurgHGE0zVV/rJyJmNmwIywsMEwqQvcfewv3S6xvFX0PMziEzYuxRFCCJcIgqfMxnZrlgY8MpRGu6xeqZeIawLDJGqSswkEOSyXgTXgM/8mQ8qwn+nD+HqQmf/j7wVEbHN1wA00PogpCcKD9ALxHJwzmLW47Hx0w/QLJGOqfhLUjwiXShWwCW4hPmsW1pyHIw9AA76RHLLqlOhq6yAD5fagaEajYQ2MXjB3DRRSkSFyxZrOUoJDSJwMNwPK0//vjTejx92F/trnf/w//4//np5x//5//v/2TW//j2pwVt0cUioy1k1qS1ptpE6EhGVknBSqU6mqQyTKrQl8yUzr/gIl8mwIczmz/lhpl7GROMGP68fV5pwCACOnrxQ7LYMVueveQzHXA/C0GMO7Pi+/p86VK+ZliH5xYzLg7HpSQ9uddSvn7Z6vME1J3RooBKsQhz22zzCHhIShEcItbz1DLJaRWaxIqtqSQ/YTLuoC0JOrJILkpFwWcl1kAZcn5O7dk4bwMqEQrOTYicnn5KHeJ8rkhp+vj4+Hg8kvzp55++/fbX23q6e7jftk0WXZZF10BWISezf/Rw0wwHMO3T2W40bSKNqKC8XA1AKO3Z2mGW5sSl95RrWht1uR/jqzL4PL9jfEVU8Y8DGgzUqHrSgxKhBMMtPOs5fH7r2TBcyMiM1D6JQ0fE8EyIyFHhmftR/dn+lJKfQBVhPPl4xBw4PSrAULidAA+nx+PWg4IIRQbIFGfTSAQDDU1VqYycDlakD0Pva3lEEWkkhhg9qe/DOaLxywTbBfg6/Ny5cHXzFdNkfb3PlriKFbi/2v/88w//6//vf7m9u2uR6ZF02LK0HoRbOBlNR2SalxYCMHMza7sWgeLPQxsBDcLP7V/T8yBGCJcop4xny1KeWd5aqnaUXoynHPaQKN5eZWzwSl3ltOe8jgQ6JStfh2Ysj+G5jjlryosVv3S5MALCp8IYBU5eEMJGROJn6TIgQJGk4S2n/myjn4gyWXMVp6+xaNO2ZD+diGhTCYBOqDNL0KDB8VBbNnrXAYw2GkIz5noSLjx5hioXG2ObLh6cZFpVYAbpl6og1y0iMddKrjSkFgg0bT//9JOACyV6QBFCG7WL22ZbXyMZZrTiU04TmyJhsW0bMvqLJtVyR4JtrB1IuaB5L1/Sswc+Ejqg5hsq8zN8o/GhuCi4HoIFEXSz6hmpWgBJ15IeTHZ2qxiASFAKMVIj5ZOWP495c3NlP43jxg1UvnxAUGfBUtXh8Y60/HDRHI7K3XIcufwk4CFJFShAj+vDdRRPHoAstZ5pf0ER4pAR9KAA1bU08IZSouVIIECWN/n0WdK/mFRV5dDXE5f4T9Kq9H4HiFXClaOWs7w4B2QXk5s5RSUJOwPom+UYRjOPCINv3UOkqagGRGAuFUGHu9Nl6wY8EqRI5uelZfB45m4oaCTSH80ZYKloI6ciE5m5GPyTuS0ScIGnS37pteQxzarV5K5EkNxS0QrcYx9yIG5rHQT0guSfQDElc/jc60+4XDEEkrXN45tSew0QiJguyyi/E1Qy4JNvjAAp4m7p0ZM5JLkcy0xdKYS0gDFyqFUEjA0q2l3rmlGrQwEggAWcIuFSUaNfKi2Cs40gf1Pz6LLVd9hQAFXVOdPfeRiN8B6ACeFudjHukIHultrawiJkW4Us/g9SLEQFSW6YAz2TlzXn0O4PS1ZliKg2JZ8wo1bN+9yhRKMUrB7CAYUycrhAWWKOZJCzqKpyhaa9T0AmhE1UcxxXTXZyUtw3BAMSYukPnO2fn9Ueh05PNBXjqF9I3fBbZU6bslzUkWtivmdyLYvoONhlYadmnIbvsgCwqtE5OBo4VGudtey8GlsLZI8JJYqwTeqEk23ATHmOIkain+PS/nSE8VDJEmOAbeqk8BoZn44w0gCN5gCWpcsvdKuILdwiwnogghGeDYUO97CKVSlhqA5UgHDNGQcBt1A6wg2RLXbLom1RR9QAXymHPCLvAm1EEmfHRpC8tGB2M48ImRgZOL9wKQkAzSYUNnYoKvTM7+45bjXiPDeF6GA2nFe5flmKKAyp/D5Mvy3v4ELLn+ULxYYyNVBtzUU0zEtBGUCfT912Vk4zphoFd/XLPC01Ozz/mghc7jIzBxmeNTMO7yoKapHnlEkCCmfy5P4NdyFzIF4KiuRpKXHOQ8AIt8LGpGwiIoIWkcBySUe4mQNhZmnywvLhszIui/YZHk2ETSNkkQVpzAQCa21JOWTeimbOKGnLJOBCUdWk1JPzUIcsNGD5RlkzzIvjNrYNw76VtDiCwTCXaqYod7dlIJfoolxYMWaJOIRCbWNes9DhSB0gIBTZVV1lw4N8LZ1qVrIiSr+UX1jDUC9epBfqDbIB5zkS+WQX3sz5lRgmhrp6+n0z+JqVyQllF2wk1fg7jGypexeG01ho+d6jxkelvsPQKFqcY9kW3eCu2IZ/nSCM5+zVMKMIIe5IJ9UjOuHmMDMz9+gE3LtVi2LNNUEATlLG0HcViuhStYSURVtr6SgoCaEKq+jXfPg6qe+7QhrYyRG8MWdEJiNVAuY5lTcp2zmaKeqkng9uqvtAddDk4uWVcmVJAWOQJGdYFPTMAQ3HMqIyQEyK7E9dpQwySqVURee4n0/emct69mvGy8OEyrOtHFYDqZOm6QxcUDB8zjmbKNHUUBHoaWmBGqczL1FXz7myWThTDJYBSIQA80qU6o5K6+bmMXRlIiDVi1gJxwBs84q2EEAYA1kcGA706jaPbDtjwNxJUaU2IiA1MoUqqpIFl2R6+W75w3AeqCAwUpnh1PGEhAZEFkYEkjI5o/iBSIy9GoF25VlktH/ViuPC3xprNeMelMIc+iM1agyQN0OV6TQPNzmS9Ms8woPwi0RJ7fG513H4VswZ90xPBKQAntZZxlGa4BNyhmAi52eIa/aDnCGfi7+ew/W81YvT5cPyRvV7VobuWUxxAXOcnYnsuvXxGJZ4b+S88QSJzjqSbhChmznCPBuWLNJpjTDv5obIpG2N5IyK+M7bKq3tyJxQJyLa0ixTlBWegaI6bABJl2WHQjFyU3NyjY8Eak3HHrFllmW4J31OEEjxYgRUxKr+ecDuUZUjE254cnxTc3C4hgDBC5UT4YQhSwgxfIfAc50BEhaW9sQ9ml5uYbg7pfIDQJpYFJY0trPc36IiHu1s6aTYoHKofDOHoPh0ni5U0VCtozb18pGH4yWjfAAePtA8rTIZOuJieNDFZyXnLUYgWUMhlPDYRFJyjIB1TZmICGLrVWkcbr2D3QGIm+UuE7RKTjCHuKjmvBU2qFKWVmF9a8veqjCVpEeO/S2vmcSpigYHRUV6giKjRBOSMawnBBMzUEicEyqReeXsQwxMHZwahmUBo4CpekBc+Fi5ASg/VAbyNkxJVnK5BRASRNBTdgFaeBeXunAlevN8ZsDY3TJlNZFiAQweRChiS2VEqYZVOiTFqwCcqr5IyN4ZIZRiyRbLuD9L1YEKmj7xn5hI41TP5R+f+3ezhtqzt0lK29FHtBFnCxwzihxbmJeN2Dx9BO/eLbbo4WHWQZpbzj629Ng9hJreSSQLWxGzEKAod6IARKmNJOeo3kYVqZkPzGZgjWC4GwEq09P0EWpn/DFNvNYzF4rvwkCS1DJgVc4FAiGioKWdSHJ7wqoNJsMorSgtK2iDGKSvCER73qE6nd7steBFtiGjlpgFFAgPF8RkznwSqKV9dBFprW1miEygjbppUoU9iXKGQxjD8DKwiMBzxBrsIs3Mal33tOvu6fJXr1EgkyWl9jCDzefQ1BMdXanG8DNi5Fl6mrguBiZZEfKYcRgo9xER83cV5+cPZh7hotoDiKjayBAyJCN1h7a2F/XsPaECIcomishZPQAKMqu4WSKncocHJeOfMKGIqqDbpqoRaVco0WTw6RT0z9IW5TAHs6k2kYGh+QXIuryJF5Qs1vYlm9m5MC0ErIA5gEluOw3E+VSyHBqvkzGSbqRjaEJ469FEIrCNLg56VA8+tBRyZj08PaGaoJX3KAEBTcrcDjctErAGKV6GT3U6Q15sc2QAWVeXYnPWHxMfjLMjP1RvxDnvUTTAU9owVyZ9o6TPAryqz83nYqaCi/KN4EJoMp6k+FEgomSQKiI5fKBGsomoxLIU2YM23SUfaS2AA0UhlXGYWWQvEwOGnsAfKyFRKcgxziPbNGJUp0gdC446OUlMI6dn5wFwoiqAOLHM4k1N7PF8JifE6B4sQngj0FJwx5GNbFidjBSsI5SNeJhY6Fh1Ekjs3UuSo5QEoYOJphJz42bSz87IGMWOmZ6+g6KpcHOjZudYEOJdzngBR+/LoKwlMEZp5E05irvGg2npzPMrJyYwW7vwpFu6Qod000vxdAfdIrqbpeB6dIuciVk1e0/SL5J9XSIJ9+SY4+y0FiRvQGp9VUjWvOfxq6+S7kT0PH8R4Vb8cOnhaIRHDamKNitRBcwqa4A57SwCCkVR22dBYrJssFQtwBywmTW+AgR06q7KZqU2DFAYCkSUh40ZDfn8xgJTLiDudN6fdauV0JZfjqkBUPWBT7LEllXdMYsaK+4iKRSjeLggaZXA8R4EJ0OvQEQl3CNMoNl466RLywIjUhoC6By6J4Y2KYcwxlmJSBxP0NGdsKQ+NDDgQVqAoHvOLYO5W+/l2bq5w80DYeHePWAJWnWrSjFhk7yiZNUb2lL+lxThhKcAtaZNl4QrSh0SEZ6rYDBN+54DB5illcWA6GkmwTSUc/sqlpqwPUJGtB+RvQ6BikJ3ia6nkhrHk9W1657f7AzNTw0fEbjY8NJAMb2XjG054CGg0MeRcIoL14KYzvulxzHsYW3YeDzGfEIOcCUTWSlkpUM4bhAQpC+uoi3nO4zADQPHPvfFpO+ZThyF4eLwCHpRC0VMZw9A5qhjZP2yLtkBeCLdAUi6WtH7QKVTw7hg+Exm3Yq8I8dAjdoUIRyijeSiddMiIuGy7FGJRQFDRsV6qgtJTRXBJlJDwaKEQ8IBITSqGnZk1tJ1zXWrggWRpmfft/r3FUQangvSpxgly8OjLPRg5jHq7En6wCGjMGUiO09AFKTlPP8mLz3w8MrvZcln0scWT1gprBg44ycDBBLuw4A4yuMsE3VWful0qbN+FchG+4Hh5BMm4JFunZsbU2GnG55AQrlN0S0dB8nUFbEpVCIAJxcPmZqKlz554uHhBD3MzCFmnt5oADD3btZLmuDufkFfO88MAGoMZrH8pyi1EmEUChwdoGpLdaUqhWuQWjRgwCi28uw4OdfWgzJoxoo+YxoDR2Q6x1HaMaqw+FxIXZ6OyIiWUwFUoCXi4zmi3KPxnwAz283s8kjlJoQ0ZtpO0rMZG/ckxiEGBO4lqqOIMPUGU5GmF1EJtLpwEr0O78orhGflsxI3unS0zpccuBViCGoWaI+IPBAu03UCzcwjcnYWGEKds8hSAswdEu6KkGDPUgdBh5XcJnDl8FFiUMKSaLVlPSfDsd/MkQIUjpBMxOUMIR0j3WM0Rdaw7uiq2WKpGT8puBR9Sbq7O8MgV/YouSGAcO+VwoyLJo6wdH1KsDLSLx8qMKaIJzif1WEzLTu85OnDpC5P0yaRRfqjvvRcX4QhhZFCSDKc6a9XOkRmFUoVgcVU9vN1hjZjKJrUlyCy1ABBzNborMdIgCvSmJFoqkg0JDxEsuaugknmIk3gPaZM1UsLr2XhJHCIhFU6CoCNmEWEboA7RMhkAREgIFQVUrYea/dGBxUZDg4wmgxzIgeJ54hNNx+zEvOJkiSvAqPYtDhVsk5RinmNEFH1kWwglmWp3pw891kpLEvaSR2H2zMABHKeW+bzSECCLiQc0SAo3nFE5trP48FSU2llRGvCVN5rCmKKQEnQcEuG7ogB/gzIIJL0ULzu2T0y9X2W7QArY+1hHhk2sQSitKjVnjJmKFubTDK7flJFnWsuku/FIhAMJtEejJkq5mDQAwk2YHThJ4g0kvARHqEcbjliWo3ERiNPfYYXTJJLjzCTElOUYA+QNACy5TFPN1SK/x0i4sFjN9qWC5hl8kmOAWagNGioLpLdTFWeeUIPLfbVSBYhMhvqEUWcBBUyFANL1bJ2co6jRz+lk1Qack5VRM4EgQtU0udjkjgsUIO7hVJFhtb3scfpVMwaxYzSC+KPIGEl+xU/c/ihDisC/ELVhntb5TKoFJY7ERQ7F4TQh5UkCSnIwDNgr2aQ8XVlWFMppCdNz6oLkSGlqFhpTGYp7VITqqoYtIwUvQpvWtmjApBY5yez1Rmfsoa0Y5jrBG9E6NChhmnDoCMSfKBHB2BAsgC4n8xvFqkpRqaijgZuTVR4sv548lH1jhgAEqtBpRQShJqnjzWBQpSpcpmDzRdhztUVH6HA6IdKiNcypShjkTzndHmvYUYYCQyUpYZQykoVpp8GDQwVjeT2iHCiRjNkL1KmTjyrSUSyHW8mZM9aX6Q4FkeolGsoeWIlU4ecKFPeYMFTFYNDRk9TFvfSIRCWByCSJdNFquGpFCMynJIytWyR0sdSsZVyGnnDMvuC7o6i/vTK7aXMSFl3VRVhG/atqo0lhKCHe7DoK0AHRkdrINyCILp5ZVyY7AxejhXS84HHKUIsYu1uEVIjBZWp78bXibKJbL2Hjc3LIQLpxgk1LVDa8ygNVZ2GIimoI74imkCg6eMWnQyokoFNKlySolLklpXczeVO+S2PGDyPqcJMVFfdVwy438sxIodbmkI8uKOjDG1FUs9KXjPSOn8hzn+trZyefm4TJWa+NxOf87uqdCl1X+KbqbAwjGDpmjL+pUNjFII5iDNrH5ms4NDx5soQaam7rKRQZFE8hWxZRCFKobQxtaoUznD5p7tY2GVKTWa7oqxw9N7rGOUWuYPoCHd188DqTvPoPcKh+yUk0nGLSKvsngcbWBI1BkmqqGrCWI4oTLloKVRCoNB0wEUE4giXUk0RiVaky8KaoVj2PTlnGRTJ+sVx4FNeTIVZqj5y+5g7zad562FQmEkVgshG+6lyKnK9LHx9FthPOZ9WM846aWzk0JocLlcg03nzN9UCQoQggChWm0gGiLMFHRcZZ2sUMvuY6lM5EYFwVLNdjN9OLVcP37S13W6/b4sI6ClOyAOr0KYi2kYuZcQC4YQ7ihTOAu7mUZNTPcr5T2e29wgLjtOD6EK4sFtHVMLSQkDsGg9La60hOrAAHEA9vZL4IYymTUTILOCnuyWOzazecFBTbHaXLDe5bBIyOqIhoggLuGjCWVnfEyRc1CoDT6E4Kn+6aBPKSsvi5iyVxEBbppBFRHJ+RKRSlJE5cYQEkHKbJXec4pPvLOd8OtgQUENADyndE7NcZR73CJEq+UqRZXm5kZfOqsMptIOFkIQHjJx1BlLfTkeyMSHAwTaYRQcGJk6d0Qxi0UWp2UiVkq5tf3Pz4vqwX3YIdwKigoi+dQr3uyV52Nt0W7M0wJLMGLBwQ3i4OaxaIt3MJQ1WokSWoh0iEmgS6pWTRQ1dGn6HkLvWGiq4C6e7MRy0MFfysFta06aaTWyiyZ7aFm0tESP0CvszmZ3s5YX8KQCIAy4hVdNdngc1Mlc9ShsKwhs+CtJ5RJBeKF8Gh+5uASgbL/mhkehipMKYlT4K+nlWajn7CRmkcHhi4xgWHXOuXHqm1CEc42Mu0KGSSg1WYDT1F4bDB6CGznpatnKJ0q3MAorCDJNNaVh/iLmQ3tKloVN8v1/SlC/K/f6guqRfHd1J7HbtxYsXL69viL6uq0gsSwN5Wk8gb66v9rsFZNu2TnLWSsMiIgzhltNKIsoxT6TKZeTHRvQJZKmDEAahNs3YgJqzDDwSfm4icHd0d2EoR+yJiKvDnqQ2qtYwp2EEQma6IqpEJ6SSIYm+NiHKxFqCN1E8oyECFcnhLiVVGQphgC0pcBfOdKgUaxcmA854ZQyQx8WDrJpfB2q41KxVuvCiOLSUjhRZPtpZhDPxkkWRw5FKvo3RpUHmlKKU44GLns1uimmRLqfrHcpMTMfMwXk2lZCLNmbDMImkcm96ddgDvq6PbVle3FwR4e5Xu93NzXVagV1riUG0RVtbrvbSdNf3KoLD4UDyeDpGxOtXL/f7vbu1x4cTynvNg0IHuhu9nkNAQhDQJkpN2CajTdQI3dQMFLRFGjWcNkpfsyAwwlxVlHBkA5400IAQaNZkSaaDC/IgIAPF96kUkBUXDtrk46idG2UgjAtFwsIi52ZIFqUP0K+8AItpsjwiSRFHqsmzgGp65ZyuRno8zJGuhUZVFXc6y08EDC0K3AtgWrI8lNlVMRRKKilgtH+gfKJ6zhFijHJFQWIcHjnAWxaBCBWS08hEIgmbDUCEIA77nahsm5NsTa2v+8Pu+uoQYdumV/urw25HhBNXu+Xlq5db7+52ddgnfLzsFnejaNsJIUJJwbpZr9dte3lzc9jttm1rfsGaSmGngwvITpfgAhOKiEbNpCtcTURyeqC2Smm11hZpQjExkNIIZxhExdwI5aIBF4E7ldoqXRQMQY4eZWR3CpjLXdw/oBPLxfyI7DctP6AQNI7SX2Q+Hhzok2dYOyIp0Ei3bEyFBBHKMJekZ3Kd4BtGh/b03/H05fCRYJEAIJZOcU0ZSneZE9y0oaoA50I6aYALAmgByFliKfCwPLPpDqYYDVrSgXW5iyjYNTHogDKWne52B+u2neywv94116I6g6oKuFsaJdbTJirLosvy4sWLG5Ho2yr66rDsw7uSy7K0nb54+SrCTuvxcGhuTsiLFy8i3N20NdEmVBUVCq7l8eFhv9sfDvum+v8Hvd6hmYlhKAMAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "execution_count": 169, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Golden_retriever_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200,300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 170, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 170, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Golden_retriever_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200,300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 171, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 171, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Golden_retriever_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200,300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### favorite vrs retweet orientation\n", "\n", "- the same dogs were selected in first, second and third positions" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### rating_numerator as orientation" ] }, { "cell_type": "code", "execution_count": 172, "metadata": {}, "outputs": [], "source": [ "Golden_retriever_breed.sort_values(by = 'rating_numerator', ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 173, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
favorite_countretweet_countrating_numeratorjpg_url
3549500134514.0https://pbs.twimg.com...
51614764367314.0https://pbs.twimg.com...
4442657892513.5https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator jpg_url\n", "354 9500 1345 14.0 https://pbs.twimg.com...\n", "516 14764 3673 14.0 https://pbs.twimg.com...\n", "44 42657 8925 13.5 https://pbs.twimg.com..." ] }, "execution_count": 173, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first 3 dogs\n", "Golden_retriever_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 174, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 174, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Golden_retriever_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 175, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 175, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Golden_retriever_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 176, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 176, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Golden_retriever_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us conclude our observation of the selection within breeds and between orientation." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Conclusion (within-breed-selection and between-orientation-selection)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- same dog breed and same first three dogs selected in the same order within Golden_retriever (favorite_count and retweet_count)\n", "\n", "- different dogs selected within the breed (rating_numerator).\n", " " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Selection 2: predicted_dogbreed1==\"Labrador_retriever\" " ] }, { "cell_type": "code", "execution_count": 177, "metadata": {}, "outputs": [], "source": [ "# create a table and display information on first 3 dogs\n", "Labrador_retriever_breed = df_dogs_class.query('predicted_dogbreed1==\"Labrador_retriever\"')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### favorite_count as **orientation**" ] }, { "cell_type": "code", "execution_count": 178, "metadata": {}, "outputs": [], "source": [ "Labrador_retriever_breed.sort_values(by = 'favorite_count',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 179, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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favorite_countretweet_countrating_numeratorjpg_url
10151548867695713.0https://pbs.twimg.com...
4826309441512.0https://pbs.twimg.com...
9725500493912.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator \\\n", "1015 154886 76957 13.0 \n", "48 26309 4415 12.0 \n", "97 25500 4939 12.0 \n", "\n", " jpg_url \n", "1015 https://pbs.twimg.com... \n", "48 https://pbs.twimg.com... \n", "97 https://pbs.twimg.com... " ] }, "execution_count": 179, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first 3 dogs\n", "Labrador_retriever_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 180, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 180, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Labrador_retriever_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 181, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 181, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Labrador_retriever_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 182, "metadata": {}, "outputs": [ { "data": { "image/png": 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VVycb3O/N4r5d35u3Vh+XIaP3jYCiU+G+iF0ZTkXqsZ228/ruqmakYSQiczm1x8tiDam+tByBHOojkUEzwNwWpMzzfF7ff9hTQZxOSzstWK3FABPNcj2lO0D2IGlc1txa22WNQ9w7Rud5TSCig5Y0nqwtxMmxuBcNDDETIZp73/V0zZ1op/WE5dXj4m6Wevfc7/0aYZfLeWktwu73HDd8eMaeXRbnyyV78joYHqkqj5SaxaFEmpTAQJgAwhrSRadJmCgnZVYEFcysWG8DFnfnUE8sorAQsPzsYek3tpN/8er07inf3PK6d1izxUfnGNllSoUsc7GEUmkCiwkQJhAXjQZzMKNq9FSExt5IejElrNrGiLquAFzFZgFZh4Yi6o3BZilZwB9CCDBZMo2cGZmZGifjyfPMbCcHg8yx0NpCsZl2MDpzSOlsMINiRA60BiVya9TjmcSA0ppvI/fsI9FGOHVZ2vl0grVtj7cfrvfRG+jK2+32we1kJ5mdL7YsxkwGMCAHxTTuiIXM5D7YJbi5qzs3GWhJBIfMTmvbOfbOlZ5mkBJIIxSkKXQf2oteGbjuIfPT2s4rL81ILauNwRGL1tZWz6F37z6oLdvm2767c1mW82IZZCrUgjKFSEPTbOFXCWhCG24ONJipAAvBNiBgMJMq1tXqURjgyObemmex69UUli2mz1/l2tpq+uyBhfAyh2tZjB8kiD17iIqZ/JgKygDYDCOF7E2JHClkIhlSP7saD2pcE2AdnNYBljgrySJRwBnFdJCmH0PaQT9blY6ggUnpgVx7Py2wZm11IouJW5pnDHOXlr4rk764rw7lCEGEpNgXcxGMCoTcxUj1bXi4L2ySYlvPdnpo5MPT9cbgqZk7n677TU+ny/nV6/VkcqURygECsC6M3bnFiBjhmWmmkPqIoTZST897qO+7n0++LMt1j31Ei3ZH5IltWU9uSd4j3l/jPoLg4mtPqYc5M1PRTos10+vHlb6mIMMYan193vPWO91gFsn7lpb05cRhSGSVY2QKmWEElZoXmCQkhEQDEqBgUIo5O7NGSSkLN9DoC+htj56ptZkb3WjUw4N5UoA7nLicT/stkLGeTtehbSiE1DAWSLLCQ82YZPEBNsvTIQaSAI3pjV9eLs1g9V3UZFQrnArgx8Y0EwKRgvNoYVulxMl+ZfV8CNKmVIZVB+v12c8pG0E3whZzZZoy9l0SzEbmkDKzwbg0ZmZ2pdzM1M+tre7b0z0iKG9ozVdTjpEbIBuE9Rynx/NnD5cGbc/hkLdGPm73K8ee2Xz1VmAwOyE5+7Drztu1P233SD81P5+M5N617fc9bQvbBveR98Bptb0LEMdolPtyHkyAjnvYdcvnbdD94cw9NPaxnhoigxlpGOjSiByDMtJJO/XYu/TwsDr4fNtuezot6G4SmTDlcWMrm8yeWhFCOQJJFB0QmQajnOQgpPQQEcFoi9tCa0qpDxliwNzsvLAhMFlJB5i5m/xsngpf3LBJ6TRaGtlm8wlGLKQIyrKYkLBQkoOGRjXmYuLobdKdOgqQ6kFKbEwAUirdvU6VQaFsolevSIpMs2pkF9ifudKUBhO4XpbLZy2qjiv5DmlsqUAEhD20D0tYRLBndHMjJzxNA2HW1iXaNbNDY3E7L4sLI/YRSdARNG5b2sJmSDPpvu+5nl+jLX2M+72fzdQAh3lTKum78s1zvP+wXfsY5EJdtlybpRiD2z52rFt6F7bIbXQD98g0Lkxpu+3ZyIcHa0uTmbc1oAGOrDYxvZ165JB6jKc+Ivz6nHIuyzoGtrRdQh8n8x7qScChSCQ05RuZSIG0FAUlILnVIzGKXghbWdzUABWCEieCRCgTvpqdXBqKXkVjLk1O84WzQw2lqEh3LA2RGkCzvCzaOtIajQ4DRMKckKwwFgRHo/XkkIxYvZ2bK8b9dm+f9ruqY1AlX1ajqhqWyokKZ+kBESlxdpqJ0keYir010lBCJLVmy8NqySadV7a1NatS1pqd9pHP11tkDAF0ShoJM1MzOpSC72NII5F0tsqzSjMgMtQdCyTKlNy2PfZc/bUtbY/s992Na7uM0NPz3po9nBubCbgOPT312z33gXvHoHayRzSG009LM3eFhTIiDIjMop2SPDXp1u83AX65ja8+b6/P59baNrD3PiJN2oZWmIje9XTPt9d+WtenPXsfzgzmkA20cYsNPVI9QSQzSmiXRiWqPQOUJi9nx6UKcBppIMYoKC1iiCmooY1idWGKXBZbF/VbIGneEExlWMobjUdhJ3c+PKxt7H0sb7oeL8tnr+2nN/tdS5AVN1kdcIARRe6SMvq6+IJLahgNOd6+eZv73vKAVAJBS8qcpdYxAzNorX7obIhSpSzN5ORWMcttzsKQTXIzg4U6xkA8nk+Xi+PStLSlLQGl8UxrLeI68rbfZeC6GDK2vntrbhgaI3tmQn0MJ9zPqyS0aqMQNBAhmEmudMH2UOR9RaS5NVkONUh62vbz6cKwsVhXXO9xvaaFr7SWyBQsd7rIrsjQcj6fFu/byD0ycB9hzaAlJy3dEghDjttnO8+fndgDaretb9vmftZAXnPftxjy9cH99OE6bnvEgEHpNiIHZKLTBgaohiEg0aovZrAmhAnViQKJDB8OIyo/HHQQjKLkMsCyYFYaV5yadbgEmunx4hnIocXa2O+dPJ8WMKFCPGGZj+flujFvvZ3x8Mj7zvu7HEgHLc2UYTItlEJdxiWjXeSm2JcgMvb7tvX7NvZ7K/HCIRICqkKdidFoSWVB92KsqnE6sdTRGwWKQYlZcwAkFvdGv6y23a+Unx8vvizr4m0piZFnCsBi7bKeLXLLrG7j0OAugyKG4O7mBfwmc5gAFGkQZtNDVag199evHBH7PnpPhi6LnZZF2a9b9BxKnBcPi1FdDLNGnbMhdB8dhj2Vqd5leadPzXZKgEuNMiaQXJbl5Pnwyl49/Az7/T7CbKID+prwLuam6zP34fAhw23rPRClLxkqPJkamSNlbOtgcHJnEnMBHAVeQdKtgayCttS19bbdp7oTaYDMzOXgYsDSzIy3523J9rD6+WT3e0+yNdv2zBxEq480AxJHEY8W4i61CEYse78PhmQLbTDT3cKkttmA0BKfX5qU33348HzbzNDMHh8ennI0K56kmKlKYIJAZ6kWVD0agk6SVEoE3akKpCLhbsoZu4tFadB59fV8fmxqHL3v1zsal1O7QJkRKZTY6bS6+TKUb2/bbdtFamSOWVYv1tbFgQ7m6KW0EI2Rg0a3pUCemxvhzsfH9avP1m3T92+2dx8+vP781Vevlr3Tza63cR+DJJZs64oeZriclmXlJfFh0/OWdIe8AxrpmeYIpUBjk5bT4tZIDZN/ufjPzrmsy7vMp01r45CgBjJsuY/dQs/D+kDu3Zy9rg1LoSS6IQcMmZygAlobQ2GN3hr3+5evHrt0u24ChxLC4j6U+jRJvCieEIvzfGrqSLHubo645Xg4LbZ4GmxtHKDTtMBaD7TmmXi+x55ugQH6ata072NE653NmVIzPKyLLbzl0BhRgpGEGzX6dr/f7/36fJPGw/myLsvl4dIaWOKNQ0dGFP8we/WGQwsjqE5YsJiFek9Jw9FCPC6N+0qti59P/PyyWPZAGvK+3eN8Op+aOUehCei0wI1As7Y8r/tt33vubMtIjTF89ceH82k99Yj7fUTPklkEWhFPrZi6yYBEE183PTTLWB5Pj5+/aq987IblfOq9I+N8OrWLi3ApeveFe/al2Rfr6d4/EJaUm49gKhRBc4KZMAjqBB0JoTNl2Dbbd927jRRoAbttezf0HAB3MXMYEIOosQgSymEQesOQnRb3kRttNPCyurmnoiZXLic7m50WZ/MP1x3JdVk/bGOMKFVnid9KjJKe5/P62evl/jTuPSHFCEJqbReufecwJdbmKaQtYX4b4YkR+HDP3Xy79dXjcmre2ta53ZTCemoUHHa6NJNG72jcI30MyNqyPD9f920PudN66P58vRG+WnOzKe4DiigVUZ0d4pBsm4FQDirT7COdP5uEAsZUckvVgqShMVZgbf7op06NuOXIAVm4WXUhY1naCOHW95Enu9i6OoR2ilCmbmNbLVfX4jJzkBtTGedXD9t2G1syiWYyv/dhatxhZ6xhN43F9s9/dnp1aWuPALpx23nfvJ3MoAxmWkRXKBWOYF9OiR1xXtcdhpTF2K2JXABPkPEco0Fn85uNy7B32yppG0uPfO63y/khhCG7jt1Sog9ISChMF4ORAXimkwEk6E1GB+hG9wwqTlzvI2V8fPXZ3nPlaKQSD8u69ZHRj3mfgi46+sBq4APoEUPZvFGEhpPOZR/+4xMzczWeV+z7AHVejSFEkB4Em79/tyHj85MNnYO9o9PXBmeKTCqz9zP9N3/zdL3vf/6t+uhpPQj3k61hY7WR9/2aGtbZipiPiE/I0EO/D3ixcXPaxjibP5hiw0lifpwgOHTfKQjyTN22fTnZMIILXPfgbddlMQJKoLkx6cp9ZA66MdOsNfexx32NxOgp3Pb1tH75etlOenp6/uyx5eOrNz9dY49Xjxe0lu+fRkffNmixRk87n+zh4qeFzawRDvzs88t9h8H3vSsCIST6tkvmvmiMk1bB12UxMmOn6mIZsoBdkqCtsNYWpNlz923vfWg5nZ73fYtYsbS2smfGkAFis9XREUYOWEZ2pyeE6qGRmfC2KpTKIdtjSLJhSN+lbe8dGEopRyTgPROiyaoFkFOHJ8JGitvORPPWLA1sWMLs2nMfIzNPZu+vmZnufLqPBq1u57PvytvWbwHbl33krXehZ+6tGZzJNNnzbcR2/fzBv3i4vFpP3353ve/3d3sf7UTa037r28i99xh97EC2onNZ6mabh6bi0ZRwHeAcRKacgtVQxzxLmWH8COdFixgd2mURve/bduq2nICg4vkeT23/bF2b0RpObk6cL6u73zds0Ue/rQt9sUAmso+Ry3JaVzd9/ri0z/3DxdfFZBb3Jdf2+WdrmkWcxgBWLo09Yc5X63pazCC6ADXYaumLjdCWsTjO62Jct5Hvt+wdznFyZsTZ2XtgZMqMyRpfYVUwgAywxU3k8za2LbZ9LMO7bN/3ZBjzRA5jIBeYKZ0C78a9eZ4u5+u9Qz7SgGUoKdlIs+Gu1RdauKB9fxo9VuSIAespRZCUSM9GpzJTRCZhYs1u7ZKFLNNsLISZj+CWGpnbCCV2pFujLczkUHO/Kd4/3zp4i8g09sVdz9vdU+a2jwEPkUrfr8Fx//zBF75OYHUZdN9zv24ReYve+65QxIgIKVtG0Fj57UhxVdDGRyUDlLNlXsWZzKkpzJo9xMx0a6SjaklSstG19/1535Z1KGOxlgos+rHdPzudf/bq3Ea2lZfzsizmTewZsqVNDf0pQobX5/X14yLsxjTZF49rdTLt1WMozRhQs2BbPnv1maHvI08L3Or4l2oMJlzWll27Q76eGTX5uOwW1N3z8Xx5uOvH9x9evfKnHzfTObmYtuaWDRHF8TVKGLf+PIi8jR1cHS3uN/hw5GcP59eP555893T/8PRcSnmnzOPL16fXr09fvH719Y/P33zoe7axW3q4hml/tYZLX746qbU3725qEJEjYhuDjb6ATUiwOzxrMhEpFddiixsdYZZIWqsTF8CmGF1DihQSQRNAhZQlmh29KxLe0jyV2z4kdebIVoOkku2jZ96z6yRaW3fw7dP4cIv7UB+xPd1HRh8Zg5GZqRgJZJuSIuPLUNicYitQX00b0A0CDOZCZDr5UVX/8gMOasnpzbmsp8Z13673cdceqUwXyOu239K96XwPTzO3JZXZ16Ut6+nVw0nJ230AeNXb6XR6/XCyFuYeiYw4L95MBNW0R9XroEIR+zbWZtvI3NWI8+Jmhc0cwFLTcVIYT+YO9FDzOC1q5/W0sC1q51e+4LZfxo4eLTnAUsVB9AVARrP9YYnPVxfOg+ttz+dbP5+ba7xe42Tx6rK6r9Gvo99//uXnry7Ltn/4j3/ry9MKKk+/+Xjf37193mmAoY398dH+ym8+rrRm/mGP+6rTq4cwbvsYS7/22CLoCxTe4G4jSGtC9CFDozEFL2mwzNxpHkKP3DKRJVXJQ50nTaWZAhqS0QWPrEHIcMmIJEZSJNT23qsh03xZ1sdvv9t/+fWb795etwj17X7bR4SCY1i1cyMIemOlv0PBV71floKmXgMSmPIMM5o4kf7MhTUo1nwSK0GAyRS6D3gLNeCUojmTGhlmbeXad/54v79nfhHrb/DEoYzNzEItMiCup7aeHi/uy1rNVwCeGVJaowPZFMiRAPy0LJ47coxBAUNYLBHOdV1rGJeEOmQOX5ikaSQyMmN0Pl/7bhYKX5bV7YtX2Pb+dI1uHJEGGg2O1REda8N//Ntf/Pyz1YR74t3TuI/zw6VZPpwan6+7Ix4vjT//Uho/e3V6vSLw+YnDk4Z83Za/9vPH75ZtBxrX/dofv2y/9fnJgR7o0b985cvi3pjp5Ok64t3T6B1N7fXnpy7cd8DsemeOOb0agKU8KRpBJO99jBw180+yuYtUliSqxE0+MgNKMlNSlpLLfVya33tG5j6QiRHpiSV1Oi1vf3p+8/2bN0/3d7t6pvZ77iMCYyiUaVRGqbVqrnCOrx38+dGmEcz8qAENUk3xksyMCnIv086VbqTS9sNl/X4PM5l1gaLLCSjzYvbaLhns4Iaxxvr+vXLrmeFtSWZmtMVWYllscSCDCNCjLlOJBJBOuUFUc17WRWZOjBgyGCWYipoMGqL5VLuk6I0ZQgLm69ryhndPu6NHDjJf3b1HANRy1bhIag2LN0lALCd7WE+L22JIDJNW76e1tQbK15W0cx+6X/sIa2ZPz7fccjnRV2/NqkHz1ev22WXZEkp8eHXmCqaUyuBiPK9uDYpwUBGvTstl8bHDlb7ivqtr3HeNfTgcpSso4W5K5DaGEKE4mGoaqZzZ0KyGRpVUlEUAjZGsKeUYbloWu/VdptHHGDRzUM3tdr/9+NOH6/P2vMce2GLkHoqRoaER6EowVWRBezlPcypRAeTU7xmcBF1zFAVEzWXYdDqosVQaxUSYm4P1vBdapEJdaMqiAEsx79F15+iJtPST38Ka0HACswdh0byhiNuxb9pLsSNrTqyLBZAumpIZJUCMMKCdl7UZuVZlGxLEAW6bpLGe2JbFDDGsJzDE6qUSt9CH3ZCwdho9Q8OWvO96cRtw5+cPLcZ+3fd1XR4vy+h936GmsWeMsZC5M6RAAyzEp1u/9b42Pqx0WnSRaOark2TklIcrsbSlVFRdvA70bNsY9/uI3iPGGLutZ3BZwZP59em2Dd2DPW0M0ed8jKGu+GTqk5YGljBCEDhCIMwbzUlkDlAmV85ZvWI8F+fSvG+7ImuyrBU7iHTpw9PT863fB257jN63DIUQyoyhDgs7PjJB7YDrPHhcmFV9BwOtZsgFZYlmY2lLay1iZHU7jvfV3JrZAq4N53V99XDa+/bu+dmsAbb3wFQZcYBvx26w2HcPxr5vp/bZeV3c3d0JP5kvXIwNCoTTJSiZGEElPSIB7Fl918gQjSElc2ne3CIwBoohHp33m7VLXl45I/dNg5iEt0HU+y1uYHQwZdYW7GdbQCHOiSEEZWvD6dxsXzJxWtupaR/oYbEbIOMSoesWBki6Pset223kKKEl6ExaM+GewWbpHOSeGjuYJos3+/58Hx929q59ZEcjPSJC1sdAxFm+0LtxiJlNcpkS2Ywusyq4ZuHqcBeklNejm4Q/ASoSR2/YaCZDqiMylZlYvfk6AkhhgEHTQPR+3xZfI/K2xzVGIDN6ZI8wC6QCUA7V31SUQjMYqwGnZiWj5zxlVFJhrSFyAJJaa2Iup8WTvcvESKnUBa1BYdRiy9Ly4cFOcRlD9yF3Y5QChpHZqwzQcLqG7rmPsW3bfj4t59VPi+RGs8AiMwGWk1iTmdHB1iMDTDZSZiLrZ5vImjOVsA88DfRdCDxvjNt9eba2LGPvIDJtxFAqpadQkGGkMPr+hIxU78hooqnmgRVLsyXWLXofyNW3rg+bcozT2k7mI+Ie1A1P937fYuvqmSMRkfch2/Xk40wzpXmz1oZp730EGpQZY4wdvA8mWqZXr1ZqSUtSjj20I4Oldz/mgkmaTGo02eyIBAYyq/IKMXEIuxJCWGblInE1yOMuuRMgR8aIeHreYxTh0jy72lDmfb+3hb00pqGxD4kahszQ1ORZGmCOOQHQSDOWMQpeuPSDuaqyMCmV641RRm732xw1h4QhUwqZeV58NTZv0uijt2X1xWPrNDsUMTFV+pozjElLuTL70L3fH5vfz1AseZMe2Ja2+JLKRAwpxRQ74UabiMIdBtOeuO9Z7TojIvS85dPQdu1IG+BI7k+DXjA1javKTCc6YMY1tCdS4hjteQgi0Id2wHvY9Z6J3JM9+O7am9yAd7dO6JzYhfse946t9+cdIz0BVBgAtp6LbMtlJU3ynUlkhkIyD8sIEifjIi6JSAZAZFRu88PlAKAyyTn2QkvS3JwBOwYpytBGmTMq5bQoqWpQB30kURpAmvbzw+ls6/W6jYzeY+tNiGZafHAM0boErG+fnm+3+z5y9IitD2QiQ2FZk4Qq1aGmJBSNJM2tQDmUmGMeRRwUQ0qjS3MMpXRZ0mItJYllY0TkYjSTEEo8X6+nc5L01iR6MkQzY6Qqrark2SY0kEkkc13O3mBAxnjz7jnJh/PDZVkSCPJp29z8vKyXcxPyfrsz+bCeCLv1eLdte++pNDMlbyN3moU50TEoUcge5pZKY1o9CYNBpiGUpA49p6LWkMlQtp7+tCnMArzvulWpk/nccVqWffi7bdy3HskUwxhU6Yys+vNcArDMQI4xFliCMYf0OkaeTmsfGUTmOCS7FYltFnD4+EhIVZYpyVXVu3NIQUhlKo0liD9Evfh4oKprF8U2UMviD6889nEfacOUbWnr7f5+eWhfXE5xP72737Zbvz7359tt67uk0SPHSHIoc4QSQpYlmyOzhuXJNvlQM+XBus8TnvSa+UmaMeXNp7ysCg0MAJQ5ncjI3W15dTnf733bduzjvo3INcJhLsjcHaac4ousksTQYA46uLqt6/r4sDSO1ZdFp3fX209PzwzjeqLZLWz0NN4fzouQYx/awtawtpR/WmhJRU1iJTUIT2+0XnSUYCRLsZBI1sg6UJl0Tq0hGIkU6bmAZ6F3xbVjl9FtDKTZ2IaG0i49bR2WwSFFhBGKSdREFUgA5ZQNZFcglYS1ZkuDIpVErqezbIyB0GgwUsIQQXrmnCOoOt1lZuZWT0KCopAuUV4KVfny+BM5VQVHzJoDoqwBWEhs6/12vz6/5/BX7WTtRPJi67p69P2799e3b+7X5+frtu0Re3ZzSjkw2IkoCegsElJiKfClDDShJmahowySZCXhM0wte2YzL4UMSqlhTBAVHkCDCwapLc1H3u4ZCfTM3JM1iT/xP455DXfPys6SuQU0Evd9c491MdFOp/XVcn663W/Xfr2GM8e8EHnbw5AGA9rYpB4kGFSzeg5ZsxeYmh+4g6ZyKktL+mzQsMraDANHnbxyQPESWB9Tvww6BzwkcgykFgeTwZEZyKxBcheNmmUWmKlQEjIykqZw5wJ6CtZl1oTM7NvT1rxZwuAGebMRVmQPMBOfAEqWIt0IIBKIyFSUZUvNwswB0KM0S5YgMAmhKmWCqczITKW27lsfJ7bf+d3PLpeHdx/67T7O6/r0dPvxhzffv7nf9rFvt0BM0K9qs9QcfCla9cJG1axtCiTaQWIlMO2e6svMU6Ocn+aFIWhFQYhGFffhdSgJtT7ydi/7nxrOJ8REKCASEWR78dD4qDeVoEhnyvoYH66dQCpfPV7k9rRtmR60moT1hIgAIiE381WZAVbnBEqjuVCXGJAhjXOy28uRoMQB5YdTHw8khcwQRzeQpTbLmshNpdBchCIZKIM7gHlXMlnKIwIWAhXHPQJgAuvllXuIpIGRCWPd8rSjC2kpkh2ZZRUz529QM3QimEDKkIfN57SjKUPHmnuZRyprrr6EdjaHE1gQFBaKGKCB1geY/uXr168uj0KsHmO9b9t4/+7t/SmwW8YQQrEbzVjztMmY8nShTDsSEG0aNEiiWekYs4RmEWnNjqmbIGAwYwV2OGq+qBqLdLeUKERWzeZj7M+3Deai1wglYWU7mKmQYOlGJl+YWELmoqs8BGNEjyxGpr+/yjTMab5LzdXyhQdRuI364UbAKr23kKMMn7RM8o2kPFO0RLnzTFUZhFR5ixnRNL1pRcimo0ANOGT5PKZZj9kPAUm6xCw7qTo1E8R8nHiq8qRkeiVZC4iVA44OWglEpbQyXgOjh7uTnqnIaTr88kWVTrnVEeOhbhI+fmd5xhSnwISUqQxK5f85QIhNrVlja2mIeH5/Td3fPV+frs/9PvrzMDkQimEc9DxZE2zvSWAYImIiCYmH6c2cZZXMrEUKTCtTNfJl3qtuLsuRAqxRQK87YUajMqvhI2UkImDCfR++GlqjhDSwRBA5gXJOl6Z6FWbemrmiBggroiaRXEIQkpgtfBBzvsNtygkhMIVuMJOjjB8o2Zz/P7oCGCLRiAxlogQYSZHmqRm66zHMtqk+fZKmafqSe8UxMpmhIWEgnAsn2pZDKY0Y5nZMABjlEBM01eAdARyDETCy2mcVzWpGR1TGyx1IHB0+zCnnVJbK0gTPTJ+J5uOrPmY/mZVNqmdvNDNLmclIGNvqjdb6HnH98GbQsW3o28m5/Owz7tGXR/MnGwOnE9X5fB0puLk17Ug6TlhCWbP/OYZZO62LsQ4WogwJ61wF1NrhfExDXRqj8qhNTIqUmL1n1uCQIhEJBzIzGHQn3ZvPFk8ASi9mP0W3RE4mVmRZ8CqAPJ0flsWfbj2LWnTNo15e0CYRzVyEI1a3nj17LmUpR9piSqVq8IGZJm/KMAHKEpP9JSFQ/edlXI+cE5EvD2iavVooAwDS5ixJGmIAx8+rEYjESzv/xRulrjCZ9U81eXOA2SOhTLBXJpAiyCQbkTblbofQDYJUs3E1yOm+KPKjvwGOdzOnpEVgftAODDVLp8NNZcccw/G8rvri8RF0W3196J+/8ti3H3/4MSxglwxfT7h96Blcl1Xw5/ttTEOHNEqSEbtk0sPaRBitpTrlKXcBZMAa/DCmVo4QgVAN2YcwmE5zGtRBxvAEQkJm0pV1rZIuLNmspnRlSJvW38xM2TDTuTWkRWJ4ZnChDYbR0wbzGK8jXU2TmRHRTSBcBGiGxZtOIBenc+x3Qif3XPDgvm3+ZgwhkjrQfAJrkuUwAfo8s4iqcMERxbpMw73ySlyYoyHAVNaQHQA1Tb+8Chk9p7FooEb0FQxxzClzZMUgiDrc/NLK7apOs16Mt9wWlLexhFRFPmWWBrXKP6NoSVgiA/QjBDIy6CEgYvGkKa0J8mwOX7mvTWpLeCJiyaC1y2X5rZ99Ccvl6T6waGyd+xevXt+uP7VxczONRWyXRxf6fufTbu4WIwJhKVM2xxb7u7ffvT59JT8JS0PWm0JMhM9QeVxwpCKjLmXVGhMoGyqAkUhlCJFQ5nSJkAFFlWQQZktNoEGqGO6GZVmoAYXJRC1k0hS57YMhO7LYVEwrXppOVpQ0IKH3MPPW1IzrqRmhdupjXC6Xof64LrSBD5txnfMQKFmiDhK4brm9JBHCVVUzLFPNPT/JL/9/vmpM6AgtL0BnRr6i+aZBnUr4XZU5CPksJojjhXkNQ5VNtXQgeIAJJgFrzjJUZErdXEpl0s1ApqlOYjNbaExFgpk0LI4HPzX2Pa8uT2SM7fxor18/BiI1kuP9u+d+v17W9bRe1uX0dLtHDNpZiG3L3vd9k3p4Rka/354VcTmvIY79+md/8gdfvPq/rQ8NYnM4JqyvGFwxDpaGotfmEF9WHJMw2RLRaPNlz4EKo9XMErJI9szpfFS2I1bXOxt4uZzVE5nNoeaSj5GRQA40My9oOlNJPTHguPOTKpgPUlIzro2Ryz5GVxho1OUiv0Z2Gf2o06bYTIdpNibBIsAw580rKYI0w4vQZIrVUOITwN0nlf3xf8XDvrWg/xwxAQAWUuP0j4mJ6JR+VDHp8w9XvTiNOAubVbe0io5ib2tkOGs8GJh89vRbtAxf6KBlmgr/ZWqzxNrWs3fE8+hWemjD+Xa/v/3+/dP9w+02etfisFcW3Jsv67r2bSii9/1265EjwxAj+hU5bs/vbter/+wLd1e//ckf/psvXr/+q//5f6HozUp1KwXrqqrE+YokYW5mnqUXq6Zq+RxB0zpKKVhl8pq6hlTxJRXTtEZQbS+gmVsjm+vxfDq/WvdbDOz3SArWGuXQqAdJMpHFDrg3yDKDL8NqNMJSiNAQrrfezfbsIezXbRHWYQ+f+WevLs/vW4xJmhTLkSn60VXAzKmF/IGa3jQzlkBJL722eY4xf/sFU+Pl2H/8nnl2X2IXBE0fMYPBCv2kTTVcmjs/+ovVQSmNkBOtXryRspgciSaI8yMSg1E1WQPcEjQrdS8DGWb74rY4P3vVvni4mF+ue963eL+N6PHDD2/f/fimxx5pzY0N1+erYhvyZqfAuG/a7sgosizHflf02+356ent0/v3jn1Zltzv++35229//dt/5T9WehtKyg4Mm6KMFn38xpcNaj+9D8dkxFKAfIp9wTCgD6+mVf2dWYWQ27Rlq081C4GbaCz9DxTj9vzULhfzhgDMWtNKW3y5bznAciugmjGcHkNuernLVf6nGXOwaN49ejWsi7CkrrEPP/lyPp/1dFWKi7nBB3rPmgU90pzAqiLKr65qqqM6ngoiZGU2M581mMQZ+YhPYiePr6q8D5aqHJgtGVWUGWp1BzUHC5KQwZsiZuQ58ib8GBauujMjQxDTnL4uzZjKUbOExvSAWyYCXHoOyzyv/nB59cXPXvf7/bOTff6qpXA5+23HePPup3fPT8/bNhCxGD1yD/nW1e+3bbTec9v3+0gNc2vBADNHH9vz91//xY8//ND3HWN7/fnn++2Zpqd3b3785ptXj1+28rfSzAoCs4d+57P2n/2VV8/XfP/+WjnNLROe9EKXkkH9d392evt030Je56Cc/Yqd0UG5Q0rVjazfGkrPjMhtUw8kLNpqziY8rv6wPlyTT/eOGJkw47q088Opj367M2FlDG4KSYYgrMOBRMQcHQYDsvT7+7DToGStLH6sNYfGNpAz9JTRtSaDdcSalxqralJ9moo/CVQ4VgbVIZyti0M1aSW6/4i0ZpvVTAaSB+88G2SqkGU0m/c4zUgvbykrXMA0GJ0g1Zqti5+dUORIyQidlsViGNkup6fnGNv47ItXnz2cn999+PpX37jCXp9XLEO53fj9mw9vPrzLXG7bdu89a/eIRQqd7Hs+b/u9j+ibYEr17OLY7vf37968f/P1t7/6s59+fEvz6/V53/v9/pSZ9+d3b7799fh8aypvSIGiGSNjXdpf/c2L9zizLeb3SKu5CWlklJFdiq9P9p/+zvmbd/jTX38AFmJOuKqIuCJLKnERNKG8kJRGrqfTw8W+eHX+8HR/93Rjurcl+xjbvp6bm5lZJtzM6eYOxnpx0p9veyp8roHoFMQlvXXsXhYmgGBB3gcv8rxDlmZRv5exFUmLSdJmM4vUUHo1Hspe+jASSOVLTHpJc/OXOqqw42Ch0pleRCIwshzwKluZ08DCT1YoDcWDkIRj8mmtYpWbmyUya5eDislanATNHatn88Hcc+wOnM+PSDbT69cP59XTePY8Ndti+/NffPv87qrA5Szrl/2ZgXF9zndP+107XX3sW0TKAGlEt2jA6LoN3DIJtMDt+uHat9DWr/vbn77/5pd/9u6n756eruan5+u19w4NZSr699/9Yt+ujYpKxZQrNcL+6pfrabH97moMZiKQHX4CeW7ax25LG2N8/nBR33/2uP74cHpzHc19FkKULKs3N+EFManZBAA3tnVZ2tKWtpzWz9qy7wlbAv7c+/unKKfpoio7cOvjHrGuq6PZRO8CPBkoaKTycai/LRIkm5gBINOQzRc0M+Rp9ZhX06VQhpettuFFN3s0uAjA3TJfTIJzdnFfzlmlt5fqlRXDjjYVSirPA4cl6+7Cie40IGtQs9qvnjByMCA5aA43ywL8sxQXESQSaTlWxersuVmDoy02CEiRQzJ/vm8/vtnePN3ePb3pPYyNQNyTg9dVyb7f7daZ7hHjeRsjgobqewYymH3ESGYORh/Bt29/ePv0DMt3333/7s1333/3zdP1/X2E9wQ9M4gYoz89R2Tu0RsP/m2SiGxfPTbIN+h2f48lTu6/+frzX/10W0/r45J7RN/jt796dOxP2/JwsS9fnX+6XbMeeSUDd0zt+5EMZusqyWVdT0a736MRPZPmUu63LrN7mdhkjTrOSf6AZYgDETtMDa2cxQVLVNUBgyY6F4wlK4xE7TvzlFfTY2nLwlN13iIT4rL4fUcJp1JxQPqXxupH+F3ZsTYlAeRc36A6efZS08zlEfWWE6z8K6tmdO0jUDo5HWIpmJpxIYu6hGRSCZl8VhuzJa0ckTFyXBa+evWwLtx3Xi6XtbWn9x9yyMnr7fn5qf/49unDVc+7RpfkWwxQTmL0Uv9t99wG5ZmZY0hC33vJAjT2e25jjD0AF3O/Pt/+5E/+/bunZ1/s3Q8/3J/e3m73rUePKEvtPrpyJ62PzPt9CA21+qZqDbJZsJmlff3T+4dX569eae/x6rx89bndbtury7Kcz29/2h7PMK4/3fJyxqsHP/lpds4PqhyTUgY5mVFW65U8t5NnbNveR4AhRgiAj5FSHts95qOc3R4pcyClpS1mI1IJl4sJFXYx5Ug7WtxIcE55dCmie2Jtdt1G8+Vysfv9dr7oclrbuvz0frs/y8natqFIQajhLLC86uyoKOsVVaRi1m6uGuOgTIFQJFhw80idBgdglhIQKBWFyUt0YUnIqeaSoSx7kcqIiABE2rTCM0o5MpM6i9dd984vL69a9tHv66X16579vrQcvowUkAbLsKMpgK6+x9NtbxFIWWnNUyMzIRtzemO/XZ/32w2JlAJDyO+++fZP//yPlLlte9/3fruO0Udm1pCUzF2ZyqSZqadya6x22EHwAAr5Ncf3H/JzjK8e27bnH/36zc+/ev3qgm3fMvvj4+nPv33z5WefGzJ6rOYw86PzeTQ0VIxmqeaJeYDdLSP3vo8YNWYshptjfndTDfsfYaGKVaNlJt2zFGqgeYXa40OvMe5JItVOBYoYytkQpI1gBOycaSlsp/XhfFpue4/szU1oZWmtF+6pOntFbNRiyJxriSr0TLp2Vo6V+W2GJGoqJsufp01/1+qeVkenmfkUwcgcVFQNHYEYcb/f6mrlgehIZQ5BND2NcXveTwu/aF/u4/r2+v7x1eeL5XqJdb08PwOyiJGZyCDgRGTertd379+0ti7LGTXwv98VO0i3RVjN2fv2/TffvX/zU3NmhDm2++1P/+RPf/ruO3fb995HRwRRExlIlWQ0gFRmLdLMUJvJm7UejxF4cw9k7InbHpcvT28/jEgq9tOp/fDm6Td+9kiMTItUALdwp0Vmcy/anbMUf8kgmIRKxbHUdr0mJfOPlX2NLJd6wiZDDR691MJUtBA0lJZuNtMQYqpFXsD1QYJlNcvIdLNUpobBYdetL5GkP133bR/7GKOW7hbXMJOdvciNbM7ilnHDS5Ykjn7g4Xbx8S4BqA1cVhY1xdRQNqf+SssCY0WygmWKyIwRwB45hvbYSI4YNT41VMKQlMmCBlvXtLgvejSz7Lpft/ZAb7lv+4cP3c3NjIxmplrJO8ZPP37/9bdfr+vD69c/e/Xq0rf96f27++2DpNN6OZ1eyzj69u3Xv7o+vY++3Z8/gNq37ftvv933DUTv/YgSpRCoNgmQInG0wwGpzbmJybLBmn399krZ0rAs5sylueN+Wh7ve+5Y1bgkGvmw5oddb+5wdGUW4ibB2VatRHbA9wnAJoAJZsIJFvaY5taAsnBIMUZHBDpO1oGuUZbBL9DtqNImt18wW1K1TqanFkISuSqodLNl5+hJoBnRlrWP2jv0qfK/VLZWawM/IUFxlI1Wp2/i/Rle65OcdhaVmyPT2xz9qygmIDMzNUrVgPSIRq7nXGlvP9zQso9xvT6dltXM0BxJQ5q5SRfzcX3zsPSH9rPbrcem2/ZkWrbbjXzV95GTpo5mNkb2vd+vz7/+1a++++Gby+XV/Xnfv7j06/3H7394//Q+M1+/fvXFFz9P6Ifvv/3VL38Rfe/bltszHNfb/fr8NO95llLVIVeppgwZibn9Z1KXktrk/5DViJ3kCwVDM7vu8frVw2//7LPvnvb7vdu0Yxz/17/2mz3HD999+O7d5hzLYkCWRNvDAkywzc3CU+QEoDr7AUmeBiItFQ2kLJNGIg53TZKcnUlHIilDIo4LUJ0ed5dNXYZ9Uqx5oSSyWietVjpYzfzZgBxm6RLYQNjibcQITEnrsZi3Ym+QfiD3+iBhQjLBEMm06j8a4PDjoyVSyXgpX9WxHK0eVBBJ3bXH6I18aP7w4J8/rucL0uyr1+f//Z/9wbe/+q7n/XI5ffWzn6/nNWgPl9cxxsO6vPn+6+vb7z6c8LPPf+u777//8cf75fX52Q2y5TxEeCMRjE5E36+36/Xdu/ff/MVfvP/w/n55/uA/ef7Om59+/PG7Nx/evxvEu1eXH3/42p3ffPPN84erhN43ZS4NoVTzHFk9pKrXk7WbZcplo2RQikNVmo0H4E2EmdPmx+TGe8/v3qehb+fVkP/FX/3ih3fbdx/23GPk/nS/lq5xQD6nD9MI8xSnrhe1nxMVl+Y8+AHnyGqgzLSp41OvszNHvj+JElNjO+MggcntvxhPjIMlxyz/SUMx/sXTveSsWnUMKR10Wh/5sUHIl4gE2Mdu4PF15PeZqA2ku01t39F7Jlm9yYIBpSIyZWY24mQjrUcazX7j87O27XHxzy7n84KFQ4au8e9+/5/8+3/zh3bGb/7ub3/+X/6Xa57b6Xy/vtvu+48fPvzRH/y7Rn326vXPfvf2p7/+7v3b619ZfvP8+Pntefj92Z1tWWs35Ii+79fr7f1f/OJPvvv2V/f71tpi5BevT9/86i+ePmx9RFD7uL9T5OhPz0/ZK8pGETsvoy+qVRnHJ6KXXtVMKTVIJYCJbBOdAnZE7/o2I/dAH2zQu+frf/Kbr86tf/6Kf/5GyPb9uy2NS6tQbzQ2zI4KJ0yqaFUEdIEPZXX2UwdaUem75ggvCHoWVVgPpUgjVX9IaSKnXPFI5QLoVutAPp7Cl1yPLFdwxJznxGy9QDFXlWJEcA6SVOrW8dOSM/2+HC9Wzw+a6Gly8ZwNIMwm9sG1HYigRFlJsLmZfv76/NkXpx++29xPX32+Wq7s4cjs+RS4jvy9v/MP/s7f/du3N+/NfWz33/2Nn//mV1/dm33304/7lt/96us/+IN/B+Gv/Sf/+eNv/dY//xf/MiNtxbt3T3/2x788rf4f/ZXfMre2rDTuvb97//ZP/viPf/nLX9y25+2+GX1p/vWvf/HTj9/vHSkrfXbmQBaJP7d8hTKybnQ1VuZ9k/TC59V04NEY17HvRg2zSwhiQcnxs252+oFS/bR8/2F/eDi9+RBTm2xwwY2KqA0bQJJOd5tHhHYMj817XCg1qm2NyU0QsgJoBExwIAop57z2UsKMyTw6RgRAryVQxqxoBvtoKVix6kj5pZcr0lUy52yrFQIVUyULn4dJkPtCWGTWlo9CXNW9eTm/JZCFDAYgXmLtJ19GJMm5aa+ei6kt1hZbXZ89GmD7yLV03s3evdtuXf/83/zb/9ff+r2f3r5bes/Nf/3Nd//kX/7z3/7ZzzX6u/dvevDtT+9//OmnGGN9fHz4t//2//xX/07ob777Ovb88fsfHh8fv/ziS2vtd/+j3/3ZV1+8evX4J3/853/4B38c0ff73keQGpHffP/DvWwCNJcPZgY0MoUcxQ4kVZM2tcSrEkLtC/8PD5aYoMxytjjZJuEyRSM1T1pSIS+DqQpjHf7H3zwBJ2usKYPmBpDeiquiZUMDmmdjalg01ndWxRkDgNBo8GMprjGhZDO5MIwZ6ShbysgUzB1Qg4LKufWuZOIlVJ9+cZhlwYGyNCkBFOVQegKU8Z0wRfFW71uYY+A2e3cwZ+0+dbZQ1ExNCl7Sz5qvSkyfghcOdbLDR8SsQtdsLrzXmL+X6n388D6uAe2LGbTfFxOlPjJh3/zyl3/zv/l//uLf/8EyxAEpf3r79vkPn391/gX2cb89W1tjaN+7FD/8+E3/V7fvv/k6NH769tvFGpUf3r//1S9+7cvyzTff/l/+s7/2sy+//LM/+9Pvf/iW5LaN3sOcwn6970e/ssIPMkJ5NPGBzDl108znBNDLe8VLS1SfwAOTyrJFINunpXoh4Jx7U43V44Mywh3mlyJjBLnXNs0ZHpZ1gWmVNfM1lr3fn7U1M6PM3LikyvohnZ7uha9hlkwIJgn35iQthGotL62FMmt4iiCZkUbaIUihTUrWyOpz0eHTlHOCrJKP8VDz8YUwBzHtsznXhBJCes3uRs1wOX1BRbQpzJ4fkgENFozC7BJRbOLRvraZhv1IrkGl2YJUhr0b/RrjlDH2EO8R15Of3j9tb96++cf/89/7g3/zr9sYGhmJAeV1H5vdajVEJrFlSglzvf3hu3ff/7j1LmOYDfbiA81a9tz229s3P/3w3bc//PDN3p/3PcZQhCAKPdSNrBWeKs+WOS6fc1nu0SfNyL+MMqtvqXqbVaAFUrXhQqmUmTWy+saqECJFASRWXihaz+yljX90t4AXxQiIFLF602cP/OzM61M8DD8tZzrd/X7X0x3Dao4JpDdLJJTmlkI0s2ZxPrf73gm37NYWW3HfRlemNWUQdHObBEI9wQnVCbkds7VzMxXC5m6NCo9tjhVrxpPiVF/OFlB24jTjTJRmhdDcWs0b1UdGG2kGIrv5XDlaJP/EENVPBO3AeSlN4BrdJFoLLrEx8v7jD9+hb82itfXHd8//8H/5X//17/+v/faEhAYyZnUzYsy4nCoFgAmZfQwYl8xBo3zpwJhaQvelPT8//eKXf3G/3a7X5/u9SxgRmTVVJkFR1OFxWirHzRc8IWc95/wP6pcK3KUJ1iQjJ3Z9gSJtUt44LN4nCfMS3/iSa8oTy1HQlfYx1qnQ9uL+cFnXNVdfDUuiwo8WDgmektHESNiabq33Ytrs1OzLzy9uePM+rDUMrG3dQ70zZcMTkGMKbwyVYZSSkUWfaaIYm5OCE5hPIJlZ+6HmO9EhWQEwoQCI2Z7BnMRBGtnMqnSlYsrNav5vzuDGoZKYDA0PIq9m3iCWhBsTnYURmXel0PObb/70j/79HzUsY39+vl7/4tdf/7v/419pf44RhRUTGFGYJWWOmrDmqLkbswgQCihrJRObmRmzBiADyH1re99G7zEyMzMjlUjLTHNUca2pm6gzMhPbvHhHCfJJqXSgq5dvzsPsrbhDKz0AG2btX/zVsWGjKvqCKUdgMLPKBKVPmlD6eCkGReT798/2un3+eI4d28gQH5yPr5f10iLzet2arWPYch6+LB8+RA91mDCer3enCesWfW1MQ4yksxwMHOa1UIxZTRMKiODL/j3MqgUhc7PZqCqlPnKO7+FlT+QMyETDbBUARTgYzcmUggqkuVnLOK8mcd/26XijOj/0SaCU4WL91BpG7YH4OEkmKbPnLsVte7pdn68/Pf3T3//7v/7Ft+fLz7/79pfPzx8+XN+3LXJEwsjyQckQFrHsdUEoy4AHmVm70TVX2YvoxlYDnLQEmBp9MDMylKmIjJhNmMykwdxeYoykks0fnE/1Xw/89QnnUgXkzFdHT2X+S4CsORG12hMGpIxeM7fzar8czwP/J0gzWKLEnEdnEPWjYtszhowcY+sdLKMYw1lYFp1Ozf08gtoI2riPzAwRwh64933Oga6KPu7qiaWSlYs55Sl53KfJpJhZ5CwvjrRsRw6a1aMItDI/tlTQJIuke1pLukkC68JaI+EI4wBT4ok6LbaArx9aW7hv3kOdyODe25aq7VlgTSYPaW4GFYMCyhlO5a8UcbuFxp/9xR/96k//4s/+8E//5A//BYeL373dn8j0HKWGLiFGUmXVl4JFrVObVhM2UXK94SGBMpWRTjGUSqFqDkMqFQWYMgGk+ShYqyyOKllCTU1V/UvcAkDJQAh98lXIEp44BVhAxpzDRw6hxiEAtlZ2tUdgMpQCfFYL1e7JTJu6o5wHtdSyR9eFNGBJRaTePsfTLUAzSxp35xj9dCLDMrmNvN8ZOWKMhMv8gNOnAiIRAJxKUW5ETo0BX2qS441/Ug9+rPT1EqPniU86wSBFrISDvXR2JjnDlaXfSvP6EE4+fvOLRvDpfYzQ5cHcfexDaQRPq7shOu6J0CjSIxPKYZYkIllGrawYXhHWtd/2X//FX/z09a//4f/+D77+/rvxfhvPT8YWltnkylamCEY3H2PEGBSVmbACQLWNV1L5LqDIjhdMV8xMQaicqC4jNIdWqxsvg6yKP0YKzrJoi2myhzpqMwLFgblSU7Ouj+GGKqKihuzJj4QfAKnVMt3jnM4kB8lAc4+6Q6UwmnFghnySlZmL60rR2ELCIZxzSftQaxC7ENveA7UNMNIEJx0JIMwotULfACQTDUAUqThbbh+HGj5Gb+nAg4VqpYI2ZNZPIdMK1M/RApW0HFxca0snIpTIHqAMileP7eefO4Z8QEl5vrvt9y1dnsplXcJ8DOz1VhW1wok01LbArKZkvtRXbvb8/qd/8Y/+tz/4l//s7Tff/OqbX94RpzCXRYZsp4ypOTOuGoWfV5hkpgIqXwMzi9EzQsi5p7Q269QGEXGa7VT5UnagAo5TBRT/U6C7bK8no5lAcy8c9vFznrW0apC2WJujjf6RMp7Y4uX+CwCaCbKPqwYhLMuaGQ3mtB294GnlCmD2/2yGrfnmQSQTMAfA6JluzkzTGD2u2TCQ2cEFZpFFaZU9fynuTIyDTg2ZV1qEECQsLeeZxydf/8Ev5699Ggkk6XWrp4sipWr7uKM1xGUdX/1sZdq7d1uKJ2Mk0pA9t80acb40I57vcd2w6dRkqX7bIk0Kr6TrSmZCHrCAGZ2Rk8RSSUSdmf/y9//p3/6bf+P+/o2Nroy10aAEA6GxMx3ihkEICqR6jzpmR9v941usUCFVZ7Y2AELTOaE4ApjxGFyvKUWinh4QQjKr8yohawEhYl1OkiKj7mTVMuX9AZQiIOrO1tT1FCNB/jIXgBcuHJKaatqdVlbOMLhz9aVKUmbtHa6un6POGI8zypeHq+l8UHTLwbICnhXf5UQFTma52hApOa10ClnLe+ayKGDOD1Zr0cV0MjNfAuc80ACOURlJL9QBBCfT4PMuu4oHRSo9y2iB2Pfd4K15hAVRb/R27x+eubaCSnruGTSIMcfUZyyusnBkUkmNPlLMy+p7vz69/zBdCyRy+dM//vd//+/+j+/f/XSxY3TjnjWKkyAyFBlQaJT+oRlVqKh47ZLGZsgsZ6+lWncVlaqpwYNL06Q1DzCjSePREKnMooZwBLB6dLUYOBIlfP9YzbzQB9NvoQpJVEsQE5kdPyqgQ50vtdm5r622xEDkGM29QslEUR9jw2wnHiqYjzUBjnWggDs/qm7DisR3sarwj7lVmq4h4uwCkXzpts26AT413x+v7Wxo8igxKkfMY/dSD6NEVnMPkJRkSAZLWe5C7rjv6eUuElkj9ym05j89jcXVk2kcoa5sOZDYleYto+cIWxrL2ka2mD+9ef/rX/7ifn3+t//nv/7um2+R2fu+tJbCt998/eHt24XIfUOOQkwdqcMzQwe+JklkqOBLzr4tQinSIqw1m+xOMeOKqleooh+q4HfUwDDpXn3XgkeREahRoEwYsrxJavolEpkGjphG65PW0sx5ARxHrlypjiGc4wTOWJU8DlYddxwo0Djp/IkQSp3wHz4zskxg/KV6sGMktJRxZftSNEkV/OWnawxmIMsUOvXCLukQBczY/nKOazLh4+FmCcxfelX4OMr3Esxe0mNd+qPWERnyeky+55owlkeEBxOQp6EDiuTIIXa6l9GchmVSEUhlxth9Pd2v23a/MeLrr3/9T/+3/+3P//iPn68ffvr+m1NbRu+FuFPdmzMdQZUTAZWaHqVV5WsWIsc9Ac2cn/DdqpXKB4fZvPW+H3QKI5JAO7iDl6+XPwvVbLllRBewrFC9uOTRapVCmTXMiY91AF5yG44dOJCmd0Uh+vmM4QXRXgjSl1hH0EmzqYLQJxrdl9RuRy1fVKsZXnJ56QcPH8n58ydNUOa5qKQan/z8Qwh3HJfM5MtIFYttm5q6ef8+Rs6P5+zTT+HjlyoZFM6qOjrJcJnSXySDB8dcgxOqKeMakyG0qjpHCgDmFrq++/Djj9/+8P3XH57e/eLPfvH0/in2/Ze//LPt/QcD5Lq4G7SU0860ZB17bIgmGbI6ulM/AFRJKRqzAKssAhXUI+I4H8pMcxfg5qAyLAqQ19E8hvgkRdTmP2KWeGoigXNrYR7SqNsW5UyV02kjWTamOl7YcTA+3tLInMyzWDIjvXzSRDkPkIjM2iMpoyVkxuZWkQwlThemM9VBWB3VIwnSZyBQCe7KPpDT0cJgaa6yeSkri0gUeWBG2BGtZvwr7WgVgTRXRl3HmWb5kgDnZTL3j8Tmx1A6T+lfOmHUFKnXC0uTjJLZACSYcnKMKLYIWXV101iEIHYhzZsvf/5//sn/8U//0b/5V//8/dsfo9+3+47OxegWS2RkIjCUVoR2CaMTgZIGd8lNQNaqbh2ZRBlpH2/+sRAL82RgtksykX4UvmbT/5l08tA6SRLKVvLlY1FOUL80uyzL9X6XRmEmocRWoM0kBSGZxzLgyWAUBaDS+x/ITQK9XB0/yj0qH5YIqpnLKJNoCqpqZpmtzRVZEemY2QUQWXw1qjcDw1ydDE6qEYDoMgJpQEz6o+ilgyanyt/24F9USofDSyZY4aq+e4L5jzUtjmnrekNHlavqJgOtDERZG3yqxz0nnT0B48ga70lWnTtNFeRZ15YWMU7GUK8bH2b/7l//m7/1X/9Xv/rFH223a1MB5gG2HCFmxiiipaxBXyJtZJbTugLSiBl+BBZdMfNXRNgc061RQmiSJCbNhJXsLC2LkqzddRwx6CSYWZ4XmamKH8dwuuDekdjGurioc7IbhGJeCut7ZvrkDspDvprqaUSVTTapDR1SBx4gEAVfZHAcWplUm++n4q+Uknkhm3S3l0XpR+IxGJTz6M5eUN08gzmrlaZDW4Bpu0geE3maq500c2BdnY+QasbwF9eNF2ezCefNXr7z5d9+zH2TqrUyZSoHxVmm4iWcReGygHOa48zfNAK0EAMw2B7jFuPMdoF+/3/+//73f+u//em7H6hsEkYM9JFD2ZhpCNUQERARL2Ch7Hw/TnIcUSoigPi0ItGxi3RaMB71UU12TIxadXGVKToWlx68Dw6pJwqx5UHPSEMh4y3GBevFT9sImEf2mu8olAazOGDFx6ykI03UM7eytMl6wPViMD9b2TEVUK9zlhnl5FH1VX0qzT1ZePPouZGAhpmqLftSlak6jVGeO9WfTaWbS1V34OUo8yVKA4f34cuZ+3i8Pklkc6KvLkbdQP3l0QYc4XRakdRzPV4g5q9fDtanoG6Kv+bHOFUJpfyK0Uf1BP7h3/+f/sZ/8//Ybm8WqE9iFKmuMQQczlVKZURm5sucbmHZzJhISvO5ZybxUjgfl2bmLWSmHT1QWg3yVAmDrIeKcqcNg2iW1Qt8ETbOCDBvZI32BHlVnhOPbb3vzypf54oImWaeUcPr89+9CHLr4alO7mFLUQwWS4F1YGUcTexqErQjQsz+TMH7RcgY9EZO1TYOXc2Yc+I28xh4qIVHIs1YcvIKqpir7mendnJf8/V+hEcvOJEHKXVgixn8cq7bs5dT92nhg48UxMspesFb8wYfE/ioXh4kw3A4UdA269Gx7GzVneHQTz/89E//xT/9X/4/f7s/31r6Pa+RGSVCrFRFRn0GMsEEVsYwzXacBLAK+1kzcTobYrZfyI/c1KFQKlnBpMgTsydBJZITxrIqAK+JXkmHZ9yn1zIzKSy0DN2ZY8Tjen7jKmv7qCSQSsglTh/XksQgU0k5FB83XiiFw5Zdc3oSE7MrIcf05QZaWZFW65A0c57P6yJt993IxRgRAt2dhoSWLOGMWGsHQsYU0IrmqPW/ItPrxfHQtL8UopWveBD3n56qTwLQpKYAmPlRfH4axV6O2DypJb3QMdVgL5Tby7+alEiw1kZCUrh7aWtzUvukYoUg/aN/9I//3t/7mz9++7W20WEalllUdbXTLAVFTjs65SeLhapkrzqjfqucvviXjr5eSrCJLAojFkpwI2ljZLlTqpxgj8AFdClgjKzdr6ZMq7ae0FpJNGchFkRmpvE+4rzm0nhLMKHI2kmQCv8IXnRIcbMu3AuWmEStAYDntJWz403lZLNRybo56W5tbZnqMWprCcm2LOvqUtsqzpjVx2VC5iC0llHbsqYEozhNf0vlXC1Jt+nrRk4X7nk+jkNUB+gv5b7j3+Pjd+lYVn2wcJ+2dz7ypEDZ/k9l+iwDpzAQOiiGVlUOkFNcX2NMR/gsH5G/8z/83u/9rf8u7j9ajghsXRlJJEXIOJtnCRjyBWxDOKpqoVBIHaz5sioOlTITEw/pY0k730aReXW+VCYV8/DZxE8vHUkdNfVHwoVC+fTVz0sQgZpRsLvyuV+9ZpYlWLlkSMqofvacfDmOyCeEwsu9rg+/1ljOhDkrs49hQlIrG5hlcUBx3wmqjzCyWvRkW1vmJ3BdOJkvXhZsKCt7a7auvg/d91Da/HAE8IVk18v/vpyHly+99Bxnjpv445PDA1b/guBH/DA/vI9ZkKoDSINKWWQwQCGQVmZ9shnzINKiqmDKYaVaMoy/+7d/7/f+5n+bfbRE9MgYGbUUQ1Zd7qN/klke2wkpiVSaXkLRQTOypOBVqX98Gh8vxTxdmnY8MCEjqlFIHDY3pZT5D0I7AKNVj69+RP0UZVQIloQMACbbTfeM1YxjZLk+JRJZcu8EqpDXS354Oe1HktUEe+QhL+bHi85PAA5aSSViRHM3WGYOgyXN0WuRs6rm43wAzleX9nixGMjAiLxvO5hGZ8pkiUalLOcH+ZfP03HDsna3vvzWf3DgCp4XiKJ9rJ6IKcP/9GC9XCdi9h1wqHwKehakKm/rl0kvAcp0yIruJ1I4reu/+sf/5O/8939Tt6uI5z4UiTEUA6qifwoKsuyWP3KJOo6GDFAqZgtBqj1ex4konYG93O2Xd8GcTERJ9ufvmBKJki3h0w/qBcFFjPmhAYpwM869A3LzeoCRWrB0yx3xaN7ILJaysKDheFyqE0YVWDq4Q4ApUIbyjsoUEwgr/+qXrsn8NEi2WlGWEV0kPTlSScJTkylPEDA3QeV5DGQORXIEICxLG5nbto8xF+39pUBS/n9uLyS+0YTSeJFmmnrWyUrVBodPj9e8EwdV+vIGPj1YPt3z5jIAUS6CnPwgEubDhNRikZk1siaWk32QHpmtrV//8lf/3V//G/vzk6f2GF2pjMlA4CO9JEkmIfnSQENOVeknRQlQJs1zsrvW1xxXa8bm6RiBQyeqBBlKA5wcGWZeCxiKKVRO5q+0xos31ik5AhYjBdQihYyYHspkEZ0KielEuZDM4kipmAQh+ULB1xGxyt7ThVDE0fqWIeZuvhmvSI4MpGxq3s0FSFEW0CSTadPUZzahINDcwMy83qLfMbFDibLmZkqATIOVvw+Ko6oXPNs/9jKuDvAQv5ZCrKjqUke/gNnJ19WjLFn5C7ky27Hl31Ktm6LY8GIDU2NeNIQkxVFfzGLbacJIc2L1xtt1/5t//a//6s9/8UDruWsM5AZl1A6miYqgLDvyCYBn5mMwCTUhkzMlaPbRDZr0GeZelZccMmtKlEo9p5x3Eiq101OD8+89YtTRsTkiXvUsRv3N82rV+BmnI52B6WCSA1roABKeDCu/khc2bDqiatI1jJLQEKYZM2o4uBwxim43vmiUS4wBE1rJEo/kKG808xAtX9ShzAmybEQmrMbyE6PyTZKCxVF2tmIWJkmFwytEpNmcR9ABQisATfBebNa8y6Bz8oTHUNsss6fxWc2XkPwkFM9STyg7muKgOVtMk4d5+YuOiNFSXJr9+ONPf/3//V//s3/+j86e232PiB4jMjPTEtPpjQdGP6JXZlS6riq7tpZwMljHV20nmB2ng82cDbBJu820Zy/VIgBEzIl1qfJ1NQWz9Et12yKKCrZWcilh8irzb9NHHJIJze1ztekQx+HgUfEcFxb1OVeNaSSmM9M8Jp/YZHwksOu9mlmVea1S20sMDCXKhJtetus8ur9VadR2eIGg1co/g02PFsEIw0ggpkziwOzGgxiYLx2TNXgpJUpCWFywFVQ2zmSSZftawUmzaKnYa2YvLC4KYhlfwDKPCrBe94wSEfMPKmMMA3OLv/d7f+Mf/72/7c4YI0fvOcacsyu6UOCMGS+VZuojfJ3/YRxWBi9fefx2ETQ8eg/zDkwQM/+ZB51cH14KcHMeReU8Xhl0m13qjzhh3q5a4KtZX9QhICFkEExwpBYzQ9Z8j6WKIDrgi3RohCGVJVD9BZFzYGXyO/NoASWGlj5BO2zKYc1Lr1quRyBhzdJYDFVlNNYMa30iRfy4WNC+Ssi54sIUoAcold6btcj6AK+fwqNPwtY8DHMPpJuVaWe91cL3U4gzkQCrwCpsQ3xk1I8f/MllxcfltrC5fTT6yEyO/nha/uU/+/1/8g/+x1e5B1to72OMubQslYWIj0w0mXHhaDR+PEWlK5HHwe6i6Gi+kFM1YzxryQkqiymtrvUx9ALMpSspVaUpZeFRFrX9sZS2LPrMmCErL7C50mzGx2n6Uz+YPkIrmcqUJdAq/B/tfuRxzF8UncCcZZtdwcJPOEJt9QJmW73+jshs4nKU5qWGz+km+hJOgdqHO41TZtiqDtaxieKlfQimNQil4XpB4Tgm/+ZsHI9JGrzcDrAEyFnLTQphxQsFV3+bcBgEImsMcN7z4yceJ2lm2yppS+fsiUkwFvaRhvKyrm+/++5/+h9+r79/u9hpod+FjTlyIEKhKeCfqnGZuZmsSr6ilOaHjqONmlQDxkFKS+K0Y50Z3flJb0A16VezeSgsKB2EHKQYc8D60F/VH7RKMDP5HRxIZhAwlekTmqjpkgpTOs3oGPCTB0JQC4oIltEVlQpDAw0Y9XCKfZ1HbV7RislWUNgKaU5cXCuiITVYVZo4JKAsfarmRzdxoh3gxo7zUIZUE0pPOSIAKZ1zQm8COkxfhKM5PVHAPJrzah3jPygjhfldVW6oqLCcB/GF/qnzhwMafLzvB4aj1Wqgig5HN/64kcUdxz/4B3/nD//wX7e21JblvEfUSF9RQVK1T3hUdpgjcgfaOqD2/CokMuOpSpBCEFkVVVU4L1VwReiqkecj0RFwUXCQZoco8CW5z7df/zf7dZqYGDjA5KRDlEmDk635gsX23mjNuI8B1vKqdH3ESsAhh5q/nDGZL8ypcCANzM7CPHUHX1oisHxJ9TMMH2kFR1Z5+TPHHyPt0zYLQSLdjsGjmlKvPygch5NHEPz/8fZnXbJlx3kg+JnZ3ue4e0TcKSdkAkjMA0EQIAlInMQqllolStSsrq6XWvVS3VU/qVe/1FpVvVrqVhe7JGrkIIGiSAwkCGJKZCIxDznfOQZ3P2dvM+sH2/tE3CmRAKg6xEreGxHXw/1sOzZ89tln90Af3IA1b7gq2g1Dr61adRhEFbrnjcXH74nLOTPRO0ZE0dRsbyTgyuYhtWpifuPV1/7sc38BTZJpGPM87bWWWBzpsWKO4vYZgpPU0oUFV/Ceh4U5Nf8RBRaA815v1w9p3SNvPql99lb4eg9w7SYuZtMCa5ODwILg9yfQl7067Z3Ez7f41RhpmVMmqZihmlwnqEPg9yCF8TGsWXhHp6IYI5hDOqjS3qs6NZSY2j5VdyIkbTboQAXAbX9wH3fuPf8IBCIcCnqpT5HRAklKRKt4vkMuguMkrFHOIyqG/qgEFNJTxqU8tHgkzZo3Mniw5SP592Zl57nqeWTv+FAPu3G+3diWO4VW5BJBSL78xa+88fr1gTivVsMqn26PTSthKbrb/Cjav4hDa27Fe3LR0qBlx6ljeTYotAC8YxO83LD2KuGqWcj0PDNzd6HzrN57ck1E2m5NoDgtOIYht/SCLniBntU0T6NWxWbSap4DN4aLg2zxuwQ1T9Jz1IX2De9jDk5QDffrAC7wAgCmhQ3IDd3uV6AW1H1g+xMZCwVZBiGEzIFNUcxWgdoBepDT2FsLDgBcqHNRgD4fH8lPu30UrGhaKvGgQXZ0tPnEaPY2MGnp6gRS5OeOyinQmJYDW6vCYyYhzA0GtyR888Ybn/vMp2o5cZpXq9HMtIasuCchYe5cykCbvakmh//vvJcI++gtQPSktoXuCHxksIoYhGrHEO8q5mlDmqnpr8ahWo/XoTPW4mbPqONXxWhXK4zQ6BPndQwW5CCSPHJoqVPx6vDEcVit4jxPKLqZLO+l+cd2Hp3sgJZ0WkfS4m7H/2KpW4clIgVgJ0BwoQ/Zc4jImbqOVKy/PX9MwvEzQVgAd45NXUsh2F6Q4SAyKDOLk8ArgSK3ZT+XBIIzBcQW47RtrIwX77R4blrKBooz7/4gXEonvffI1WYNndbIX3r+uZuvfE+g5CnnVLazcGKW+KXCbEZtoa5G5dtK16gewjDQQXSQgSX6PR2C9/bMRlCnJmDi/RkAxZKmdgu7flCUHd7cRkA6cf+8QQgN+0AHXLxPrgY8gxho7YvBYqtZPHOmCBpPlNuRBFLz71hiWX/jPRo3szZYsF7j3Jcar7nybjKEzg1avCeHeZ8LjfTb4rF3tU1qoZEoFo/Scg2mRoilFqnOX1vaU0HEZGYSgqRu3N+9N5x6ed5Cp4AaErWkegHlxKRGSyHJW/s0MMyo0eKB4xjpXBCKOFEnmYu9+NyXfNqKa07DajXOpaSURKRo/+QUdP5czd2D1GLm3iRUzqvz8F4csS2IVN6Jwb7YoiOggXDOzXGZLwjK+WBMy9NbprgcbmOWXphz6TVACwfWPSb8XLSyQS1BkUtC6rOFnNp5ooiLR7UE85YwLl9uP77weNFSOqibujXdGAcRpeBhXczQyZdg3VKr8++2pKsXDssXAWIheKxOJpybnDeCqC/eNfIBtwonBpo4UDNfb2ayBEFCgFneZZtaMdJPPuoR7TUR4tmlVpEGRAQsscU1JnrBX37xhedefD6K9mHMIimJdCEwwJ2bYIi2AbguItHKnGAr0YIZEhBTwdYe4R7z0J2QmhFTV9lvAGBUBucxf7ml1jJvjuzaSR0VGjU0OYNSH4dvql6tt3IejxFPApGYu5pX9ixkFcWiOdExtgvsEo6HZhkPbqNekEhmiFqbPRZuLWfd6tBIJp0JiYXp3EgaDop4KJfSvtWYkSt2z3hOtWuuLQyfe0It0pTzm+EtvwMuwqQOj2Gm9n/Wio+2PDHa3T0gh/lfeIjiz0yk7maEJoSNpar0fnJMFuGh5cGY5v2NV1/6zO//QTndM5KyrQ4OiVv67NHfdUspAyjzHOUgt2WUQJO6a4EmBFsQuAQ1ILSdwbnmVP9afx6Y2au6tTqX+nfiOJl5aVpEkzgKLzDULW5ZT/ii4cUkHETDpbJZHkwm9tafcS1aTRW5mUSMY9G562tnfCG9On81BzM7wUHBZcUSQx3MbByn6MSc+NythbmHDE0by21qY0R+bmcOJDgFMWaJXFESMhDsueikUSMQRS7hEQUYIHOS5CH21WJUxCoOU4A3Un0A8dZ9NlptTeLxHr1NLpwjJtSOGFFSwDRSylbBZUadz/7i03/w6g9eSFT22zqRq3GZyzzP027ez7NqrapaNRqSKbYuB6JBQSKPO6qIkk7QA2WJ1LnTStFidXg76PlDyeyCsE83bacIkr6txaJiaE9PxEFt1WiLsBrNYe86wFhcOhq3JDJ2dyc3J4UnKJTZPSQLKWgzrc/pva6ORSaw2DNrgBEzFESh7dnoyOgMjzgA6hQGIldLvHSuIrxY4MQEsIasXfc4DGMocwqcNV4hvucebcHz2B+vTqCmMtvRi6XqaDoAIkbuwcyjbrsMj33APULQxaS9U9iFyNycljQZ5+4THpIWao6uMABAVWW27auv3v7+N9n3rgonVa1z2e9283633Z7O+8nc3FC8EllKqac+UQO1vkpkhReCHYiCs2QxKhylIojQxxwatrLc0ZY6dv/aHHFLalvNsaQ+PQwHYWGZXggHAnNmArOqLZ6xuxKPXnAoaCkqQ9iUwngpfG03LMAs9iTAYc0/9aiKSCDhTh3IOWdZNt7jIp6ZuE+zRJxnZoJTTPu3ihQRIgmhfQmipXNs6EscmDlx9iCBw+HR2urQOjW0zKO1HImkEDMKQARxMjeKj+Qm6OUJN0ZxHOSSb7p7fHL4uU0B54mao7gRxfrlOHVVAFvVb3/3OzqfsRatZvEi6ruzs9OT43neqlaLjSoRis3VLUuWlLSUeGqapS4d9IbEWy+pLES6CeTR5Og238IcgBagF0pjT0DP88XFIvsgaCBpsSCt5SreHLQbnDkQvABI3MwbLb2dAnJOVMiksvvsEIZUogB7iTpzgxxBlOWgxCBex7GYYNcEaEnSRZNriz9BlMghTSjMQdT1lti8cvtkRuGbEYIi4SNC+MWXgs0AY7Tx/4a4BCUrDNfYWyt+2dnETq4QESJkcAWU3EN+qD3iF7zRgr21aso92qvtB3rqiAWiAxZCAxFUXQ3Afrs7uXsmGLRShRspw7ROZ/v57Oy4ln2s14h71Q6vPdDmbsKZzNDk9Kj3NpqySuMYAtZZnXZOvYrXMCaOGVkSRoe6LjjkRmf1Vs83KmkDAmP8lZhCRDDurGnUzUzch4MvPm0dj1cYYxwTI1fbqld2cYbCUvdyjkhawljZwt0wMbG2crotoQz32Uyxg/NR6jpgQFolN9NQQnJzdhMmkCmIiUURuv3WEmbhkGZoDpIXsMSJACVUYRAogWPHprYerGWGNHYfSTTcnQi0d58DTQYFXheGi8ZWt078OL/cqeNd5644Do4QfW5zE7NWKRFFqHDSeXfnzrzdwd0cxVWhTLTf7bbb3TzPDlgkeg4gXK6xo2opWjixhZisE4JaCGqbe6LgIDbXhvg0KK1tG4+Q5Ag4xkEsJAbzblztU3RYOR5yWsicaK/DzZhaMdMUIzuwTI3XjGgqA62sNIc6Za3siUzRHCSCLaog6fWDL/6rieC1utUjAPZqd3lWlmpOzlf8sTvSU9dymbEvtbYlZyRMLD6rzQqGFFc0zQpQ8PuDnewgCEzj0UrwkXW1Rs5M4AQMzASfqrtDBINIHjAQkUMEzlCFO+5MeryDujIRXOL2GKFxRhzw0Evt+JafNwaXDBnL4TT4MYwPBA82kxOxJEK9eeP123dvqpdWEjiYpFab51kXISS4MMW4agS7rkgmgS01ZgHiJrZY5ghPxg1gIbdY4mQdVWVQzNT3PKarELZA2f1LFCTekYOovIxZpGFd1O9HGAZxJ0u2rIq6cydqYZoosYwJmLVOJcKWw0yVhA0QaiSk+OFwtC3umzm1hkRDB3qC2VNDD2+6AG9EnjZZJYtZmmvEGGb29Yqr2p2dn03GxGqscCNLbkO0O5IArqpwYyIRGkQORl4NiFWI0nWupkoxxiOMJJR7TlRhTF7NB8ZGqLo701y1OmIjygV1cEJTG7xQyaOnu9Eks+ULfvH55/gfKQGJaBjSeuCT3VnVNvAXSE88asJisULCzYxE2DpeBmJpwplmbgQhJDNdICssz4IDgJoDGvkCnbeQESp0UQIQMTjeoPZHox1Nx/KwfN6A13vVRSIS2xWI4Nb0j8/9eSzm8giaICJxSmAmq1OFsrclSFgy9xIDoBHM26LF4KOdm04Qu4JDQ94ZsMuDHV9vVFokc5ArAwnRG8OYsBJFkoFxN2Eqvp9qISh0LbROaRghKQSNLBGSMAsSYQTcqrFFzZyiuGOa1Y09CwmhAqHVG6MrqsgpHWzgbhCeJjudqpEUlYoYqLfIOi4+HOg8BWt4Mhzuquit8fghhnHrnRkBzLIa09vf9tjJ7rScnk5lNq2h3FqsuC326MHAuXTp8OT0JLgRbhbzBk7L4gvpEJ9HskXuHLytpZrt4hHNJhbP5O6NpXQ+bcnMgFitaFMyzdP0Ys0WYGixMDRg2RbROWGGezVr6EXU5DG4D6tuGDKThM4cERZcGS1utmXm4WEvPKLN8FvbtbcBe+w7N6+gEQBIU6VBhN2YQQwhz0KJjQiHyRnYgUalvbuLHA2yGiTEwAPnFLiwsxDUxEiN1MxDOJjIHNVgTB5NtCikwDAvCrOQynRmmCuZjYNUpKliViKXyBdNu8xBF5iJswj5Mgsg0RbGdjyGy2hpQHEWJYK5Hh1upnk6Pj6uxqWUOA9VVbPmrl1VLQ95tR6NUKdpv90hoPtovbc9MC0cm2kX7vJziQwsjqo/FS2WgGDuDYloXfVObkFDgkDUBYwQ6tsXXPU5BhrAQ+xaa99vfcOi55hmYG8gI59NjeCcYe3uRfIX6JU3Vpl3mwy32VSgzFrN4sFbiWywPy331h9hWOogG5iFIGIskEQChqkQp8QrRl2LuisjOAjshMhRg5bvDvOsDAYnSebqKKXu5lgazCkxC83uRsQOScTsSVyZXEHmKbFCrKglIw7ZkubNz2Obc6xbJKI2MLNkJWifltHg+1ZCkpMwgwZHArOAYe9+9h1Pv+OZ733zGwfjmlQD7qy1tBw0nKBXN56meb06qpRMdb/dRgpM7fAakcBh3FWZW33sFurf3oSd3MnB5sHngAJE1lrPZu39tjQK2ncbxbQBo2Ml5966Wat39uy5bHKYFrETucYaEIeBMkJUxkxRzECFA5CLPjo3oZiGwjq5s8EJnlrR1jiUS/gM5J0BgrBQ6OQQdW0iIgBpKoWR08DGzkzGDXcPJjIZ5QxyTwQlZ4cawTUIxgIStIbJMpTUJHuJq6Ma3KHqIS5bFQR39ewuTAHuR/2ahEvwUM21WgwytQq9eZ/7omF/UhawMVCdXqHGUhYGhJmALDQKs+lmnZ955qm9zllzsnjql5cl4RTNCq2+287waZpncyYSD3XwC3Brf1xbmoIesKr3QNN/iImcFm571OONdBr5dWRUvS/XZ1s6nYZwfuxNjV2t+Wx3JqEL/kJEiAk1tB56tR05vIhQE+ZCUzpiauTqsO1QqG0tKmUy966mjZb89kgepY21ufCWsVpftJeqYg8FUBMyJAMTgg3SC43qyg6HRqQGZ47hVQgayOGhxcswhxoMqCRKbExEUEdRGFANWjFryfBEIEksTO7VAGByVEOZTVsJ0mjl1Apqu2hMy1li+U/3bREaCBCQAAxPIonNfWYy1/3IEED6xHIAp8GWCGIEs5hiniZVrVrdNBE5kbq7OklIi1hMBcbVtIeC0ghDL6za6tlg6jTuNhZo7IJ1AoCgNUzCgSxyft7RLmokRnf3Zb6OiOheGTFmpkisWpBpxhSFBBAHGVqRsWq+dcEN1KEK907AX6DClre1vTHtUFpIJQBGMHgLsslJzHw/12KclVeMQgHFGFGKqa1CkKDLqI3JLElmlra2FOpdwLC2XpMSimEqrq0kJjWoQx2qZMjmNpm7gsQZPsxWzfZMbiS1hoQ5mrtqqVNDqe7LJx+4GrgHE1Ai4pDAJCI2SZFja666QUrOhTTO2MxCgbgVUyCGEUqthcxhSsxMLICimkGEmVDdlqagt8jY3sVSQjQDCieBlrdTm7RxAMIcozjeWVehNeIUpX/zEF0RPbK6xsDvv4+CqBNaVFprHH/MxPWUP142hai6Lw2KRuEJ1yHhwRfjtfNtjAEvhFDT8ldzKHrvoXnbboGpuhdTJspuqqbCDi9mqM5cPVgSsZScGfBSaWAbEoFiySpXeDUt5uZq5gQB5drK+HZMsUrBQGj/FYplq9UAnwEzqRZ750JDUw0eKq9xDD1zav3ti1VuBJFwaAYlCLUjYSZKZEyhWTythe/cuPHNr78gxPGSFlYFjf5KkBeZoRaOU2NU3MxDJp4c5OxtPoiZ2M6NP3IWtFYfN76a3/M0tFLSPeTQGExkxBagKpzJGx4Uk3PauLYtxTmnMKEPOsMj1WvjP9VVzRmhe4Xa6QRwakt6QfAUZSd7sMPCWiLl6De2RWd3tI5sR8kECNftRpVJ+nRlp1wDAJI5zNmJTFHdZgWJqKNQgNUmDlZY2zvm7jzDMauBkoOJlMhcDDAThwWGqB5C+I1/7m0umTzkmtyFKOBgBzSAk6gBibp8fs/UI3OiXqg7XQyLMX8XQENvaWFZxsBE8Lb7Qq2kNP7Zn/zpiy+8kCTtS4lyWVWjYRUkH25IP5vVyI2FCdRK1FZUGKyrzVgjoTfDWsrvNoXZ/toIOYtHa0zmVif20+w+yEN+gQM0P3+E7nPP3LsqDewDSik1SFqt2GREsmzmHI+Qq7ZlMubGsSUNbci+1bSIijXeVhuWjlSNexJPFB2Dc3Li/VWhW+hgO0jgVJujo5CSDlvWgFZA4YQCMTEnAZHa4jCDh+MO42jmEODa2RTwNoAXRLGYMvYonkAe4j0NSfQFGl2K6yUpcQRO1CvsHhaCbEaNIgEnuGlVc6JE7qXmTOTpzz73xWlXJK99mqzLQ/Ug29iKqmbmIjmlFFujCFytGLBkHJHPNSCn5eDnCRMz9xnVRwbvjpqeA2hE53qs4UqXiOcPmFe870X3LLCGUmdv5IPo6LfEP2bz4w5WRQ59EVfAGdo0A+Nl+Xw+xbv/WZ7s+EB0nu7Joz5fIpIWbNFIU1G8DAoBWejjNtqneQzFusRLc1g2GcXWByEPBXAYmFQtmjMhD+VQcWbEpkZkEm33xxRwgqiCXYMOGaWRd2Thwg3tq17bo06tdbMMPHoUYM4GkHNSh9dq0MuXLv/Zp//8S199Ma020zw1CnvI+Th7t4tY3eZOqsbMRFJ1Rqzc4vObeDHpjkO4kD63Z5N6F+Q+9kv7OC358gA6EUu9vA/sRt4V37rgq5aZ8nMLa5C4qTaXiU4v9NCPtIYCUOjS9H8FOEFhGr2tYIg2rLW/fkOzAHWLwTM4DNZID23jDh40rwQidxORyFxi0NjgBqXWUUdjwHsoXpJDCSytIg5RfIrjYXJCbd2kRutwBIDpHqkQW8g6ggyJSENQzUK8Hxe6UI7OUo5HLZCm9kcQSL2XOWhN2BYXQlObCOaVANVy6WDzxsvX/+k/+f8cn55xgpoR3Ey70LB7EG49usKh3UW1BEfdiS5QQRu5ug3Xg0CNSLKgo9GWIuowwGKFESjRzKZPyrefhMO5719YvnLRhpp9hGIHAW38Om6W9az2nndqtQY43DL/GHtvu1LilNpbi2htkUg0o+rxAo5Gz+9BcsFGzq97Q2FLcQkO0iD2gTgE0uPVW04mgdp515kjh7JXipYqE4xbVdPF3APdY0abvOhkI8CJK0JKxSMIwkiJ3Rxsne5Su8dsu9YjJli0wp1BeyAFKaSbVe/VEROSS2GbMxFv0osvvPBv/rf/7ze+/hxAZVJTxJySmjtiXtqJODI0s9huzmqVFrgpuMuOaNwxCwEFMNXQOw3zs2WU6IKvCjcQS0Gau4hxdmpaGQCsce1bHLfI24Vy12Ltx+cUcvVEFhxaEMGVoa61DbsvjhELtOro+wU5+iEpRIgbdrMsh6aeGYZhtufaEFr+4BRQD8hcCX4+1E33GlbrRbWeWsTq9gHQG1LLA7BoNRAAMiGPhh2gQfi/6LSxuF+18y9Ta3ViGTo4L8Wx4DtxK1oxg4aUhN1S6ysEhmQOijUp3COLs4kQXB22GgY92/7u7/+Hf/vb//vp9RuJZbJSq8bVo0MPq8HUOeeFWosJrXHkZpHTOLME1BlosMWqCI09DEsUwmJS6L7q/M9d6giAmUsX1Ix/0t+B99UNCwe1e+h4tqNKCKJSAH50fiuB5ns95vTA6qV/07rzd+04x4+82geLQ34Q+bmH3Y8Up9x2XHC3RqJzaZnzlsIygRjuIVKc1lFqwtsg78t82q9rC9L6X5vnsV7ZNVsKuKB5Hhj6s2hu0Uj1Ppcad88BdJ4PYm6MDK5BSSRYzlnNX/7e9//w3/7uH376j/RsJ+CpFLOIgNFnbOpW6E8XQBK038h+OhvcF+iEIQgirZOQGJypeHtaDJTcyUnhi9rS+WfvNWM7p4iDTOxtR8ByVkQkJOh4/WKRUR/FTQ6goHe2GxrXutqN39BsoYGf5sKwrpZDPaTd4zqiRrvnS0ut0P7iuMBHvpA63mtlSI2D2WS3vO33Q8TC+3/63FmzxGm6eYyydq7zA7bcodt4xK2x/6wDT+cPQP/xQAkCiToPq720DvDGHQwbwEoW45juHv1MH1JOxN988euf/dxnvvi5Pz25fnOm4lZrNQNi81G/0FHlKCxbktYMvedFYRLWYjD1MQAPnUdhrt4+PPX6n7p9UG9y35dxn9tZ+/Xebwh1OwiNNMJF7Oqe++pwxOK42FPaSC7Up2XvYScEoa5VgliS2NCHCbrMhZd+0FAWC+ge0ZcM8h7r6Fdy4xi0clciWZDk1hejxkSONbjeeLPRM1InxCLwBvNTR0/CMfXkoJG+ox3eXUTj0rs3jKdbsYT7j7LTTTrhnUAWvTyCKcTJUKMpiFYOzavVQKCb12987k8+8we//3uv37jupayZSUvUXGpuZtobwkCbno+WGVGMs7j3qY7I6d3UzIiMhAWNlh8HmSWxiKjWaiAGk6k1FiuWImSxOqJg9nEbqnF3AlsbwG1+P5Ql2rglM7yn5N56jqgxCnghMrZGSphVSy8IkFa5uZGbeVVHQvx8rdWpadrWe0JhYPQWP3Zew8YzFohRFGUdimvZ3APJu3UUBsykIc7Z/F5oIKG5zfi583Do5++kt7e8ayW3KuJeV7T8ccndKFhMPdck9Ofo3qegjw4vU6Men54AVh+RNuu0neqLz7/wve98+/Of+9PvfONbdS45JwWZqtXqarpIbxvBpQmdXSCimClz1yY8fwcKslb4Ba/fW0tnSYna3YkZzl6TB2IQ7//CHu8lVUKHJcLHtN2h3ihWPR71n29/drC6IaY14mwt8jDTe/Awv3g6bsYIqqYYxImd1LRrnd1zucdERGuot3O5l9C3/Jb4cA91bykl9k7X6i3KmCVs+DW1s+bop0TWiVBsXdLvpcbtCRVdfAf9jZxXwt5yALdohscgSXTGNJ4B6v8kfp6ZyQLCJgKBwWCrVcZh2u2e+/M//9IX/vSzf/KZeb8t+ykTi1HZbs29AqbqZupQ9Sgf+mNmxIS2iIrijCncqXdvSgE3AN3iogyDu6lNpUpKkpJqbcG+3/2GeUXFF+3kVn77ghW1c3KHULPMC/VfP+YlwAKI+iVcRofHiMKBAqHo5L0KjGe1/WPjSKJDfhvacwx/wCpakbeoQtxjTGjZ8HnOsLD07zUs5mUZCRAjiLFNuUV2Uurll3vTa0EP4S3p9vadCxldv7+9mF68ZX9DbeEmQC0aLadwTylKRHEzY9ELIlsnMlVhHwU/+N43/+3v/M6fffqP5+1JlpGJBQL1uczWpwBgQZ9vMC8QcL/REgAi3Af/ifqBRR0DRq+9qcNOYXTMjH7rE3E8gLbUAdYjfhdlCO5aJP735MxECHGpzkVdbq/17cnhhNybYFIQ7aLng1gn1v+JL9kPgZoOSUsuRBjmVTWezEgqG37Ucyy6wBxZ/rB8fTH3CyZUH2JWQErELmRNFlPZAeYmsLF4IXfmFDUaol/R4OklrwyWCwXYSNFJikh6boKNAbo8Kt1CG4DRmGv9qAhYUvaWaVJsPketlsjI61e+9OX/7Z/+02+98MJmzGPOpFxK5Rg5YXKrZup+fkta/QDAg4tntTqIJPqNiylz77u2dgpA3IKVI3IkhALHEnCks6O6F29s6t5dZGZfWH3e/Dy6M4vVTO6xuNn6YiBv4bJbuxMpOZsLWJtj8uqq5xIV9ycSFM7djMzTwEZeUZu/iwmhntksRnPRSz20bri3CnmYvwJSYjInBjUlc7gDbC3JgmMRamupVvukETeWEajGmkJ3XAFaUnTZW0aEjsJ7yLI01re3ENgeysWRtDfcEksiASEbVXKIHub8J3/yJ//L//L/vP7a66vVyrVCXc3ImSkZShQerTmPHh1g0VACkwY6xdEjMhDUg+zIrYfYoJQWClteRGCRi9lg38fuJKBe7Hp/Us6993KnLrjkJam/+Ii2Dach80yhSe9+7uS8mRjBKVYbBUHmPK9qL3ue4TLgFG3nWKdIcdJ+sUv44HWfmT70K4+qH1N/IpGIXEgBN+PlwWqDk6GRsugyhZig0XnvrEFgAOAx8OnxSPToY/2MKXqL1BV10Y0obKvPDS+fIMJs21GbWNzL4WH6xpe++v/+X//XG6+8upKEWRFL0lRjdtQ9wlc0u885/2EZ5r5ImCdqDAKlXghajDQH/NNO1sNhuBNgqrR8WLRzXXLB+CBMrK04i3tPi4On5sTaZNh958G9FQp4rFN84Oyjn6skbUdvm7uiR/mOeFvOwsTsWpt9PMwV3f9O7sVHfqwrWW0uCDDn4GpQS8bbzYoCecT5cx+/jBE5VwQpxoXb1P/gWBoCUdrFg7b0yECISetIUXvH4+KniZrdnATuMDtcr17+wbf+5//H//36qy+NzFYKuRCLq6mquzGTeWEODb5zEChevEUhNAUtOEwtwOtAK1s2eZ7XLoVq9z7mDqvWoKnOpIt2Tk/MorfVEtglOYsb0qJ+j/jnBxz22T59TzFiGaR3qSNmMm0vFatO9MJTePGlennuDnfzlFLLySJu+IXn4RGX/6gfeGigjItjKajFUFNI1rf2DuK8ufvq1kiOwQEAYHchCEFi1IpMWlzzePAjlPdBbUjQORFLNPu9CwhjycMIzgR4TBOEGiWIEIB5TqlM0//+z/75159/QQS1zu5qPRMyd4dW3avNahoKMQsXSlUb6zw+OVoeE+ZFBgFlTjm2/REJCxO7KkyZYGYppXEYFqRgwVqXc+itq/Mv3p/yNEVSOz+YC0cTdkWt4KPlhe5JotHNmZrab2Uo40ELWB4I92gHL262B+I3MZmfzqoAJGcL1G7ytqgAbsnJmIPx0t+Hnxf/UW70Eavz0O/ujQWgLV9y0HkNZICL19BdFBIHFG5gQq+pWuBDWJUQEqFm5joYbJVX5db2n/6T/9cff+pPxvVhKWfuQpTQfJOdD4w6ea3maKl6v1OBqDRKVesTkHM7Tneo+uHhoaoDbqYgTylHysVo7LmcMsxiKUTYlkgs2YJTgwDDKUUI7gUMeRs0buuCwneahz7gudvx5teBpiEAATtxcOHZGgs0Rg9NVew+hLPrMROYSCBs0BS/mJqiBtyY7h3u/7GvNw+UyUidY1ureEOfIulq2W43prCw81ogUtHmZtrvaC46epzUuCXByWz7lhxNToG5ZSGEyg5u41tNeVhAIIp5fzgInsb8xmuv/vb//E/+43/4VLQxLWhq1JDY9lGtBKpugfs25CjI30zUlMHuASEBd08iZhbN6ZyzqkqSWuf4V/M8t1U/RCxUar1Y08XXO/7Z2EK4MGW6PDTe6SbNAoh9WV1139XKo+aeWrIdgEKDE9zdl3rw/lNHw7qohR6wsKoGZrvMN19EyP5yrxSZDjGxORGMDAw1I2uQUXfGS47R0yOAOvDfHMOFbAEhbQCg+TxjYiNHDCu5R29IOJBSZ8fSVKHoycPZndxHsGn50z/+kz/893/4redeXK+HqjqVzvdwV4ugCfdgtsSTQCLtEAMcTyxRn3KLw229gPeSPoyglAKg1kp8TwP4nA2hpmru54S7+BaaZfcHsxeSDzn4cJXU4ncrjtFKuSXF6+39lp91IANLNK+q6hV9pUn/XbQUkQwIqHKffUWkVmZNiPCnMp2LlceDYTGJ5wDKElQ9eDnRJLSLD1rjQ164Txx5UNu10T5PW2Pa3L9xZFwePScnaoIO7EQ9G/VGAQ2SBcTEAZApVwcJpe2tG//id/75F770xbM7J0BFDsjMQOqAVjaDCMWANqs01hG5mxIzEUtKOreh5yaW63CDqS3Hb2rCHLKttVYzI3dJEpnZglKWUsk9p0TgaZ5xoXo6d9vhYC4Afn3W/mK7qOXp3Bn6D6vjL2jAujOxwTW2T8YtgkaEfvDU45CYSJhma5oTao2VGrnnTxUIf9SViJxbext9L3j7jS134iZpArQKbjE3gkVhEpPpILirR8bdlsUH8tg4+OTmRglIYHdSOAgKF2cCLNwVxcYBAogTne22v/Ov/tXv/97vjatVLXU37UGpqXnV1s9nFmZo9O1BwhTqA6qaiEOIkQldkZHMTJiN3MyIZXl80F3gMAx9zKKt8jaLIX0CtGqlNjwM9Id1cWzBYvNOYI2fuZc4hBhj8L4bwe2eSdD2Yx3wXEw2EAtuascw9QvWfP8VWRy7BHk3uPqG3tYk+8u1qQffRnKy+NU1ABhQJyDc+yC0GB9wADXWHRztgTtH54J7id6pWhy4U2ixKZkLJ2dB7M0RCmnuCgVFY4XZyd0lpf/4x7//qf/0aZJxe7bfTxMTm5ZIMJr2MBEzgaGqMCUnoVi5GIyrWLflTK3HZw19JIdLSqC2LS0CUErJ3c0sJVH1Brz0C4A7xbBFoOXeqQforos4BsI8GrkeoFWXuuwFaUxbGPvyotHmdrqQhfds6rzsEIf1XantZj/6rAFlmPdZQIuBs36WP67dLInHQ7/74BcTo0aK3VLOPst0fh8s0qCwE0Io+ntTtYt/SdR2RKH1c8IL0mLI8cWGw5A5G4EzUY1s1irDc8sNnMlNFSlff+P1P/rUfzQFKM3zKZxiQ1+Q7lpx7zAz4UC5ltuAqA+qKoCozKMcZKJ7nE0on7aOEUXm3u+jOSwEP4io1toLwFQ8lHDOj987KNWIHecYld9//v2GLITP6OeQqi1dtPuOM/oPsWayoxLnue/DruaY2hgL3CkSHYp5hh/zenPc4aEXk9dg8bY6sHFIGxzdeM3kC6Yc9E52a/zwSCWbwhOIgg95AZ+JLKsTRIUSc1JyQ3UvZFVUEzRBM4xN3SeiwqzrMX3vWy/eufF6FlhVgkRaaxbbuRaInBKL1SCxe0et7OJYQcBxxr3kFFlufQSpiFyllKX0E2ERWYymJ6rt8Vt0Ue+749TT6I5Ftd9zz0/1hmNYXQyRE1OwYPEA6RQtL4y/9+fDllL4PhNovyxA2pBsj3IiqhTqlN8f11AuvH168K8PSd7bJoW+6yYYnmizXudIXzw4TazbCaEF7x6bXgKQ4fPbGsjNRc9HHZ4gDyDGSySkUE9wCfY2EYkl0vV6TcQ3X31lhG+3Z/N2X61NoZgVM2OSaJGJEDMF9S1cVyBhC9k8HKehpWDcHAaYKLguJA2GcGYzG8dB1UopHadsdV+IzCyJ0MVmDPVPGMhqZxo/PHC0f9CvuK/qbkI1potig5zc01GJhTzeidlm+tCc/b5fIUwKAF2YlIBoxT7IlXkL1xKaH7wuNs3iSgQOXVt4w65jx1I83rS8ZrvL7BCCx9A+YEZt051EotA/lPUFQOymractTIjB+gTKxMwmiQDKREnIiNUZNrOD6ixpZAVV07nM0045qRnrbOfUr7hZDnIJBqgw3NVoWcdNRJKEQFq1F+xQrSIkjFLNzBLlPI6hcaNa3EcW6FSHYSCk/X5/8d5V652hcDyBEVhvMbSvO7yNszd0YMkH4qWYwjBrw047yZYaUoHzMrALWcUuOwY6b/1RNV2wtZggEEGy2JNOrASQMoiWjO/HvB5lVctZXEzFUjUQsYOk9QTB6gDIQ/KbzY2WRbCAkljr2LYp8ri50tmSINQ4U19qk0Z1FwO7MkEYg3Di5m8SHKjqiLFTN5tLGWi8dOmous11r7ovNZOk81ZaF3F09/YOg+QWYLc5cdNtypTRQJcYXmAimDrFeuCOOBKzqQI0z3PKbG6lltW4IsY0TT2J7jcxTIGAJrgQuzKtCSmiF4dE8D7wdeF4Fj+0/GGBM5SiziWxLnsUn9YWZ2lm+lDLaK8WLTVycVoZFQbBeekitafxR+Dmj3zxt3Yxc4q5NAaxmbuZIEqVxqBxA3lILURBEaystjuKo/fsgEtHrBZKkjeESsksCRP74BiETGt04SJhZ/KBqSqYmUmmYhqEcp3e+553MadaK8cjrW35XztZeEBIwlRKCQp2pCTecBN2t1KUOnq7PE/uzo4UWRRTKSVCmHsM8HDKkiRJklLnC/qfbgbV2MaOWitFwy7WrppD2vwn9b56LNBsDPYLhrX8Fz1Jb/2fVkhwN6MYbmueL8oLs85QeNgV9S1CS6PVK55bQ+ocR/txDeutXBejYZJOJJFIjYmMXOp5LUPcJ4vdARICuzKjbVjyGDONwdy2hCQB6otzB5NndiLIQBkJQiaAZDJDaER4DKkOqpirmbE5w8uz73z74eGVl196WZDQOaDqCsd5g+VCzd+exntGpjj8VqBQqhpDp2BSsyx5HIap1vBCDcwE3LFer011nve1VgDxXzTP5+RgpoAjhLvyzwVjWQgyzPHcNsHLC3XAvdbQ2sokEQjNw28Z+katyGzJLZ67B2rN9jr9f5G9mJCRC9EgqB7Q14Jg/CVb1YLIxH8TSYU7ISnDWysFRkRm1NRjXShU+gLHMiZLIS1t7m6OyhKB3+HGJGyJPabFeWCBc06Jk5jawbCe53Lz7m1LsmHBKAqLcMKws7mclpoIsJorHW0OP/DB93/1uS8epsTVQyc4ioio7MJoFmTczEqtqWV/htaHARF3mVAAy9HD3aQNdMHJGruduJY65ERE8zx3BQcCsJSNVRUGMkvEHPQQpvjj0i+Np5A8trkwSWNf3XeiS2lJ/eLewNbqEI5FtUtc9Q79POoKkxMnJiInc02U2Z1imIAJRGr6kxnWo/J3j6GEbrMAUnEVIkLtgnN2YdY5wALivkwmxJ2ZOTm7GpsDlIaUEhHxftqrIUWSaDYMY5LMRCmnea6n2x1Mfa9gdnCpuic307qfEmf2xF725tqqT9dqBP/AB9/PIiwMFPO2yTTnFGg492uapgDHh4aWGlTNXNrIcsMpAts1M2JOwlbN1UWSWe1jGu0nt9vduBpFUq1TmGyg8GhwVxVuAidGMGr/PzGbekfgER6GhTnGrfo/v5jL3+tuHdY0A8xdYlNt9CjR8hPV+9gAD78IziQMjk3jkVZh2aj51q6Lb9U7CPzgg3ExZ1++ntAULAtZG1QHyMyZksMJMV1kxAIndk8s6/UYtOtazWol88F5GIakDoFIik3TcEz77W6vw2pVTe+cncIs+Z5YOMusbtBiMQbuaNNZMDdlii0sWsv73vfew8PL89ldTuyzqhkLS2cihEXH54lgx9EGBoRpyMGP9aoVcBYydeIml+PhiXsQB86xTHefS0k5+QWe53JPI2yx922x1Aa0e5BryEx0G3uqec/x4F6/FTEaADGTBLrqLLH72lvNAeCccfqmltHB+8aMQ8v1Qvn3p7zieX6obd33xQQjeMlkwkzqQlQN6u4sEr4rZgQiI69a3SqLOFUrkEQiZZ6ctJqCEEelJnMt81T2+1Jmv7s7hcCIhJMamYOqGWSGlepEIiTmZjHDUdU8KXnxsjd99u3veO/7P/TlL3x6XK3ZPPMgnEot92UqOWc4Si1RchDAhCGLuRNLqrKf9yBiIZhTm24QWEzVujtIugRZ75+UUgI4W7KHOC6KOUFtgtztv2Z8z3RJB9IcDrVgzRr0QjflojMwsxS9SEest+xyxRRcELT/73yfRsgjLwudDdeQtQviiFPvBr91S8KFx+BRAfTBr6eonQ5WORHbPG/Wq6nWufpUzwdZHS5MAqlVq/t22ttczYyGIXOqdRYnsppzzkmgZVdsKrqfZjgTJQXMlKRVmmrOkNBQII5GoTsUUgUOsBmCIbyf54NrVz/xi7/wF5//YyLOOQmF+JAu4DVzQwrioY/dXeROMBYhYglpQkQ6zOdJvqNolbYzCqba2VEtj6u1oA/Ux6RPcHKCM4Og8cfrOvX26Ln9uYeLcBhpaGuHGeEhsYga58KZiJlV1an/XA+qPaC/mVVdyL8o9cfB3BKczWPlCvrP/AT+66HO6aFXEkZCErCQUQJRvXw0zkXPzko1qaQWlAa1orWolsbcZwJsrjOKA+yU3QlWa520TLMbcUj1gS34oa2YNgBsFU4aS2K15TWeDCArAJEmp2IEQOr22WffNo6rUqswu3utXUyc4K4prwCoVjWNrLfvaqVpngHJWagpxEWOKe7Bq4DkVGtFK8/byF/speGuG0UgaGzBMARRIHYALY9y8A6IKObczUkkumDRZGD08NhOnBaAdzmk7ibhiByLOjrt3sZ1Lprtw478QgsNFDLBZsndvdiUjJd5aIAWxaUf17beesqf2JRBtaiRwlRDxF0pycApQYuammmx4gZT1RLrGdxIY4lmiHYaUM2qaQk2aEj5EZuj1JmCcWDWRhVgziHoFyB94tBwk2gRhZStuPN+P7/rXe9+7PHH33jjVeY1eYLHfi6L9afCLCJlLvFOYjymYW7wWiYzyYMQUa0FLMKckhC1ujII/5G0M7FCzSzl5NrR5GX9R+zTYrBzwJXU2DgA4BpFZZv+agqq6MEQ6FxcchAv3CRvLY+WJjJXNQ8U19AEPMwcYJeLxIcHr/u/5yac2qiSIwQ775+z/lGXXdizcv7Cb822UvKmeupeCT6pqobqxOiMUmatWmt1MIu4NXK6uqI/1LELyAgl9AOih4I2XBMrYoiJEIsyordt1N0GnDgRxRpaboZFbYZYSrWrV6+++13vvn7jdepAJbctkyQspF5rEdCYBwCJZbs964kR55yBoMGkGLS3noZfbDlHtFsCW5fWdTOj9hEAwEMcpbW2li5eG2oKwB1MjVbb49J5AxkOtE25uBCPoj6IqpaF6wXd20WbsM1PPxrY5AvlRxjwIGIgoiwCCLlW1yYc4v5WE61wr28tq7vXsNhCZteDu2LMu1KqKlk1SlOdgjysAIuklClpLVXcWdusYHCLlcExgKe1pbcEMAPMWeAhNWpO6lwTuVCKMsiZXAQQVK8AgbO4JPcaXLu6Xg3PPvuuP/v854ncUEkM3m9zeCyHQcEkIu6iWud5DiRzvV7XqqVOtdYhD6o1UKclDC296jYd4Q7ylj4v6JEHib41suLGeV9YEmVXIK4AErER1JpWx4XLl7LzHu/SA17g+MRMXcYKIZxEHtS+vqvsLdkEERLx1FW0ihVvARYNyXsLjoceNvn4Fq+UeHBUmHLOoWaL6K4Iu3oMKhOxGAIHGNarKqWWuZGzYcTsscCZkYJ257FbOjZWVG5MYSUyFgIJ4CNTTlkyF50ryFyUjFXZVCglkKNWK2YO2Ac+8D6rOtuUc045qWmda2Td5r7ZbJzaErdaXSStD5KWOs+FmYeBiaBaiUDMIYlMRGgbQChWNUU4YhFQzNcTERk5C5GDDWJkHsoyS+nZrvZvQU7Q4H44iXlskEPriDfhfg95d295lYA0cM9aJd6QE8XrhL8zjjo2zP1RVkWLh3RQY5gjNjA6o6gKiN2VYI5OGPQHg+t9+OdFyA1vOQ4CSJv12mGqMzmgSuYkVNVYeMwjtjsyB3FVlFpnM4HmgYWHUmOTmwkzgdRVhMk9O4gZ3AYmdVltniTn7LBaZsAyYcg553Sms5YSsQDuMNdYi+keeHwpu49//KOf/OQv/sVffCnncbUapkYlVfMKAjOT8CDZgVp3RJySrIaxlONayzCMIkKMRR4yivbYIr5gVHkY5nlWVRFhZlMLioHBg87ab21/8EMncuEf+z2iKOeHcwGq6AnXeenev9XCTZBzWpuVYkiCAqP2t+JhLiCnAkTbkETUa/QJI6H70ejqxRd8NKPhza9U50ndq1bXGvfIQFXNoVyKmadWSLsDpRp2Z4mjX55ZJPJQs6a6zTBumx7DoIRZgqol0lhKraeraja7ejZWU61zsJ0Y7qruQhx9NriVy5cO/vZv/earr71+fPdURFJKACqjTsWJIoEPCF6HrK6qNacVc7Rszcyq6iLQFQy+5VxTkkC/0RssweloFAC41gInDonDHkqImqXEIUUNvCCQ3ACE+H57ZSDoHu3v95gDHL0jGbYVeFn8FrhXvSjk+pDLGps36DwYmEGoDmdufIeQ/gzCyZua1kVjeusu6r4rnRwfIycQsxs7sUiQpqKyZ2a36k4wZzfA51IVSCySYsCKYGoxHQl391BQ9QqRDDcO16WoWsysb9r2lCTYRuSUJREZhwiGawEbEjHDtGghRin7D3zwfR//+Mc+99k/i0MJkCgyEjNj4Uif9vu9iNw9OQnqfalzzoaWQjkarQoiDWaMd1JKXYBQdw9ILDKrEKzoz0Os3QoYHOquZtzRA7ShkUZMXmRzatUYG/yRh+TuqqVh0/0r3sTUXd+0GRMGy95mYrMwyIu5J0bbHynuzq5R0L5JifkTG9PFwiK5qxaARRje+yEAmDMRDBqb4t2NYQKEUoUIJ6E2IkjEAmqsaq9urRsfqsPWEBNmJGYDqmkYFZOpm5lLkpxySuJm6hMgBnEjE0+cYUruj1298slf/MT3vvPS7eObrF6n2cyYqdaynznnXMqeiZKkcF7zPLlDUpA2XESsu6VG4nKISM4ZQM4EqJlJTHW6cwtxDLMkoqbWkPbIYUIXMvgGKsQgCumWINY102s8h3uoMnF2/SCCJhyoaRvSahT4xnZ3d4+K46KDfPRl7iBITE2pg7xGTVMac5Sprdx+5HXRsH6CUBgWmxCEQkd1YzMBUzCqKBOptE/tIGfG0LOCLMINXfY+iuCGIMgLERRmpilBcmYQ7LyElkhF3dQLwSHJrZAk5qTm6nBCrUUscaaUMrtoKeOwfv9733vt6rUbd95YbYbtydZNJXGthYiGYSCmVR7zQT7dnq1XK6211ppSksS+nHkUwB6pDMUMCBGl1DKuUgpi13WDKRtMFVLF3BpCrNrS98iE2N2IY/2HGcQQpbRTe7qWNebL2Z0fA2KDWpPkQ0+2qLeotW29o7eQG3nT4nJmRw3ExUpKyUl2VtoPGXoL8xGW8ROFwkbz9yZznxqCTTHoBrcZRJKSUKynR+B8YE/ccggiSklCc4M6IcAdKREhh79OqUlTxjgGMxEoaAUg5qbJkRkGCsHZ4iWqd0HT0HWYx3lJEmY8/bannnzi2peeO7127fLlo8u3796JMzXzUmpOOZInYck5EzwYL0zMzEEuuHibWqJW6zAMKaU4P2ZmFjNtKXg0UgLKor5KKNIgpsBBhdmrAp5ZLNIZWgjKnbZpFjJcF84h0vOFnXj+xvzCaPWP7OHce3VH6MrMZtVR3alobBJshB6cT2E9wkR+/BoQaAULdVIlZ0kpURLPTGPiLDQOnAXCSl7JPTEJEPBKZh1CL8aNm5aXkmssRmCYsCcmIQhRFm77bWDuiraAxYgcLY6IkZizUzLnqhYjSgBEmGPthDnDBSC31Sr/6q/88mOPXZum+WBzMKQMUOwCqiU6M25qkiSlbO4ppZyHqPLc3d2iGJR2pXEcc87LQfaAhZQyt0mje24xLSdN5zINrQgwBUzIE7hte2uAlaPnWxdtB6EXikU//h4/oaoxjb08DG/5jImYhDwxqxWQpZSq1WouCNmeHxHaLr6Nh0IPj7o6MBE+mDiJDEPKiTNzYk6ZUwq5KGXEADhz7LQjY1e4wqppbRKwMMSyPDIiA9Rd4RqVR4yOsbTGGjFkoTy14UA2F3cBhDg7JDIZIghTZs5Jckoi5F6n/fbDH/7gxz760Wm3n/bzalwLsYgIJ2s7l1Fqidx0HAZmrrWUUlTbzpxgY8bJxnjpPM/eL+I28hW0nJ5Bd2Q+FhJztLAoRhXDZMNOmSnnHHvkqbGnLsgkXzyk9rdQ3DVz9T4/d/G6SFBZ3uSb2wRRCDBRJIvCEBG1mNIlJmbpEzuPto+L15v8uof+Q+qfjV0otawnmh/QaqROBo5MHTGj5mRMFGvEogVR+3ZdZqI+GMFMLCwxsiAhidy6xhzNGGlLH1UttserWSk2F1Nr/WNlWCJjjlZ2W/rC8MP1+hO/+PFMXEsZ1sPR0dF6fTCuBsDdvGhxuKQ0jGsiyTmb6X6/Dwi0Z8TGLCJpnucLzxlJTizMSVjY3Dhxyo3/b0zatgd6ktx2HklvJQMunIeBWUqtxSrn1NHQxWvdc0JhAEFj6eMmdL97IDT9jHsQr0deRjAIwBEPmBJAwhzakCE8Igjd7zeLgxdZhz8u7N4niN3dk2mpRjAVJzchIjcP2Je4NYrik1p/Ep0gJN7FXhF0FDRRa+oNt5YgO1uTeYqCPFBQslByaPpsZm7c+N3u5MIezHoiRD/IiFOiovqhD33kFz/xya986YVpnkqtoVV3sDkotWidyVBLdWpgVRgTM4s0uZjQZYhmhaoOwxAnp6WmlBTExGrqah7qONzmEBxQM06pAZ0EZoEj9uiCCGbMPIxpHMZp2puwqtZSHwUSNH8Q2Rid69nF9WYN54ddEqoBIIcEdKVKnBLO/aM/Gre/8HsfHQp/9L8FoigGUfJSPQIZiCm1zp8TM4mIaUWMCkDhiDFKdOQuauOolBsvRa1jyY27H6tiwrC8N/PNmt4atV3qCD8X457R/hDxNrBn7q5h5XWajw43f+dv/ead22dffeErDtSpqtZ5s5EkBzkbTGvlFEqknlILbSmlyN+D2qBNnbCxG9zdqiYWYR7zMPkEFrgnlhjmTzm7GouoKbEI86xVYzMFjJy8hRtOKR8dHQFetdh0Pr/14OUX3dSSv/fTX77+VtvFFtZJ5BCYea2KnEjQ5naqKpPcWyf85V/mbadbSkwpZOUJ7iVoPxVMjQ4DITgRO4paNVY2ONVqIGei6m0jQu+5LjymDtj4DIhTaoNbxH0iOeYokYL/FLmyI4FSMH/hcBhY3S0E9uE5S6r20Q994B//g3+gdfrq154DoKo3b94QSWUcAaRhyOPAmcdx3Gw2wZsr86xaQTSMAxwohSiGxha/r2WaiJmALMnV3NytKWOLSPUAgZglmRk7AxDhkOJJSQBXtagxQaRNevWR1zmsFQlvCLV2DOci3vVWLm0zG5SmMrAJm5MbLBFnSdr8VpTb/7lsizrRA21AtP0hOijmZPEDtdTJdaezonJKeRyMVWEWgpbWZkZCDMC1TUK3O+KxwAUa8S4ARl8kF7zhjeZslIgyeaaUIcyegKRgBUwJ1UhJnEjJlcXGwZnLz3z4vf+3/+v/8A/+zt+7fHSp1przUF3vnhyfbbe3Tk5fv/7G7Vu3QkIt53x0dHR4dHT50qXD1Xo9rLxjldob0hYLwdxzShzL4gM016pWWVgSR0WZc0L/OMJkqmbOREkynHMaiDBPU3AiiPpOtAsH2e9P80SL8dFSJkSt0P73kMN79ME64OyWhJRFAa01SxpyVlUCEIRq/cmB9bf+wwlEaj3JBODQIO6pumOCulc1ZSEwK6I94amJjUZqRIgdz9E2br7QI6E2CqUwh597tRhFEWIhAMTkzM7tMLTPUAe91J2Inc2VoKGFPNeZ0/DeD77/6aff/tjbnvzt3/7tN65fFxZV1VKreWY/OT093W5X4ziO48HBwWq1Ojo8GlKa5nmaJzWrpQAIBEtEEnGt1dyjGIyvr8aVsZsZHJvNZr/fB9wf+8Vjkpoyu9t+vydgPDg4Ojrcbs/mear6I0as2v2m+7+4uLHzH3oLFxN3NiqIZTKAsruWeTIW9fAG7N6kwN/q6/6kV1p6pDBnh5lXVmESwGPpipGB5lmJ1dxqiEl10yG1MEknUgKb9X5B69QqcXXAkS16KUqOnNgJzJBI8JkARQvEGtPUMbrOEGr+D6H2ocagDM7FPK3yr//6rz391BP/8l//6698/YXjcjcLczU3hbvWelbrdru9c+fOOI7Xrly9evlyynkYR4PXQkSUc845l1KYKcSx0MWM3D0Ng7nVWmOrQGiTllJANAzZ1VIWNxvH1TRNpRQREml9dzM1fXhVFcVNM4h7TafFAOCtJNr3vWg0q6LlVtQMWOUUuzngjapjZm81afvpLnrhm99oYJ5FXo3KHkRhNnei6u5eEyWHuViFuIuYqNcOB1C4I5DDlC22aBITq1ZLuRCh2MBEXrmVw8QEptgsmhwFXhiZmMg1LFc5ko+YunSzCrDypu7L6d0zyyteJa912u6S4/junX//x//xd//dv799/eaY8lSnSds84JLKZJEhD5vNxpnG1Rhs5igex3Hcn20BrMax1lpqiVLXAWbZ7/dpyNqWy9HZ2ZmqSkpWa2aJh5+ZSynjOI6rNdx303R8dlJL7a3ue5okASVdtInlL4Y39XL3Hd7Fpi8oOmcH6ldW44nXrcnRyIOruhzPRRgCPpt2D42wP821vId73k+MbjfamofKmitcADirGiQ5oMpOrKhuxsRuqg2ecbSkJICJeOCIKLlZTsOL3/n2+ujSU08+pbVSoBELkOFupkxB3qIQUiGSEF4QSVOtpcRGIdbKVXlfZi+zaZrq7DolpuO7p150ldMv/5VfunbpiT/+oz/61gtfZwILx1R7fGBzK6VY1d1uV90Ojw6ZOLo6pZRa6noca60afTpQqWUYhpSyqjNLnev6cD1NUyAUu/0uNLqqKzXqswAene+Uk7uJiNaHwJ73GweA3r1BhMKoCi/Y14/ssYR6XECP4QzVYMBUJnY1jH1xiL/56/wlXsk1IHJSNgIMydqaDYOxklSQQrpKhRAxrLDDMZjBMScxMikgr5oYYAUBZmJyOu8+/blPX3vs6m/97b8DOKVc3dgptcWaBphaJZBQclcDioNItPput9tGTW+Ap6I2615B09nZd1/41vXbN0+n09/8W39rO827rQ3ZzPnp9z77m5f+5tFB+k+f/cxcNCcJHGsBSK0T/c62WxGBGouY2rTdTev1arUKnHqUpFQcTsRms6klkcy5SpUk1lS43IXMnMzJoNVJYKrAnmiY51mrLlWC4R6u5kWIsuvCw0PeyB/C6nyzi9o/cRADbCBhJXNVI3Kp5jyrGywLa5P0a77kP+uVzAVQdmVzM1SoQxy58Fy8FuBsX6dSGSni3TiuBxJpkogu8EGo7PezS07Dfi7DwO4OM1J74bnnvvfN75Z9ee65rz/99nceXDo8Od2p2mocSHVIMuTMzKY1VDIdbk43brxR1Xmz3lWrCi2mlczrXncpj2fXb/3+H/y7u/utkj3z7LNPPvGO/ewrtpP9XfV5dbj+pV//9Wtve/oLf/HFmzdvnJycxNOpqtYb7+hNpdgODcAd2+12nuf1ep1Ehs1IjLm2WcWcUs6ZHK4WUja9+UgsXKc5NOqJ3Ii06ul85iBX495T/D/gInYGMTCwhCZyZh9YinslhIpu0drQ3f/8V3IAzrHT1lmUBc5zQcWqlHlbpmnSqgKIw40sTdvDIa1TIqgkBpgl/cUXPvfS9dt/9a/+6rWr1wJ9AHut8xvX35jn+eR0/yef+/xf+ZX0lL/9zvGZu46rlOGrYZR9TalJJ2hVEfnyl778qU/9xw996MO/+Ku/eneeFcwqbAL4BL37+qvf/NJXp3lmxn4qL/3w5aPDx+dJv/SV537w6ve225Mnr1xeVzo4OPjIz/7s66+9vt2eudvNmze3263VenznrqpyTrVWZiZfhP/IncxqKSdDTlY1D6mqCXgYBrgzKKU05KxugbXmnOe5mBsF66jvDIu4papwilZZ0PTcHzlggyU2nQer+7+7xPSLrxCgUSMAmRtcwERczYhknTjBJlMFciw+utD/+wkM/uJvfyj0cPE1U9FJfCQanKoSz2plms92NlerXgpVdnZPTjCYutbiutvqmPe1bDbra4cH3/zmd3/nX/ybk1K+/o3v/nf/3X9/5ehg1tlNk9rNO8dF/Ts/eEk2m5/95F852dVprsQmlMpcPv+FL106vPKRj/zcbrdVUyY6O9v+y3/7b65fv3G6328ee+zp97+vFmdzVndFWo2vv/HG57/w+U1iR6nTNrm88dLLN2/e/PLnP2dep7K78c3v8r6m9ery49dEZL3ejKvh7c+8vWjdn57duH791VdfvX18t6/BXjZdu2oVEVVVrTpXSTSs1mqIknA1DHWe0ZPuRZ6UhZ1hpQaRVrUS0TiOdbcLFkTIZ/6Ufms5xYWCcX6Q568rbnAiI6/mTjQyCXhEmqMZGms+GwTgQF/C/FNfdCFHXK7khgIoYa421XmuOu9rNak2O5mRiQBeTWPqX7V6Mdvt5pPT41q07ve/9/t/8MaN6zSsvvXtb3/tha9/+H3vL1Yoe9ntXr912yBFJyGf5mJu6r49OYHXrz/3/D//nX/xX/yXv/Gu93/gbL+vtU676U8/95nrb9xYrVY3blx/8YXnC8uNu6cf+dDPzeXs+M6d1TpTrU8++cSNN14XdobM29Ovfus7P3z5pZwI7qz+niefuZJWL778vZPbt1NON6+/ltLw2JOPHx0eVfO3vf2d73zXu7/1nW+//NLLZZ6JyBlqlc2YJfb6mdXZ3Wafqw/jaO5ZhMx5vaq1pJwrakpJTWNh0zyb9ukMAKq630+EEPXo22sf3Zm5sOsH7tGOuAdpeLAD3f4aAwpReTl6ngYDKZPVhlat8jjNbvAS2TtB2gqkn9aSHvzzxSttp2k23VWaSp1qIQeQjVwNkgUkVY1shsHAalBoFlazqrabpnne37hzbJxUfV/n67fu/MwHxrt37ly/+/rXn3/h+qtvFLfjs1MaE4Tvnh5/7avPX3/9lf3ZneM7d93s9Ozs5PTsBz986fbtW1brV7/2XErZHW72/W9/51vf+b6RPL46fOmH33vl1ZccNk/T2cnWLNjy9OUvf3G3m1yIlff7vVl9+oknr6bxlZuv3p12wypvLl2qhus3bhwfnwhnvXXnZ37mw5/85F99+m0vffmLX9xtd61GDRYGVNi9bx+ZpxKEE+ekcx3GIeVMFFMhbMWGlOapjRi5uzSSYIgAtK27dr6y+xFBcDmhtkEotP4ffqJ+gZvFvasYX+I+5VzBSoyEvWqFGuCUOnLWqnh6KyTnt3w93GPdPDmZLRnGClaPuBBIApVixKBa4cW1OMR9VOit67em05M85o0dPPn4E+96zwe/961vz1Wd5JVXX/23v/t7L3zjuV3d73f79WpV6lzKvF5vDo8OX3vjxh//0R8x6rw7YeJa6uuvXf/3//5TP/jBD5544rGDg3WkKW7qwO7uMeWch/E//bt/U+bt6nB19+SkmNbqrm0Z18n2TBITS51L6Hlsz87yUN725GN++5aa/7Vf/rWT7fZTn/7jqpplKKXeunVrs9lcunT5gx/+mW+8+OLdk2NKDBK36n3ZlsLNLLN4qcbMA6uZwbOkeZpqqZRkSFlYRISYU2xJAYLcfDFUBbULP/ogiRDiVdDgALa1TA8hzFBnaXYiYtCRjUDEXAAkcffZrDq7xd5RsBOJcExG/qT5+49MrZYrVYU51Si8CDpPAXYyJc5Cpmdnd6G2256dnp5eufrYt7///S9+5Yvz6dnhwdG73/fej3z4Z1595ZWUUjYfx/z8c19OlmfdFahw2u/3AgfRdrv91gtfJxkZfvf2rYTqcLic3jm+feO5Usrharx748Z8tkuJHKZmY8qXNut9KafHd9Yjl/1Oa4k+ESG5QsmdaqoiRKxUoK525/T46tuf3vB4uBsuXX6swfjMJFxqdcLN23eOT06HnB9//IlxXH33+99/5fVX3U3A1DrH1OZYvInW1lolp6mWYcgikoFierg54CbHZbvdrteJ3nQAACw20RrLb35gYHDyEO14yHE+KklbXKGihjohmtODSzZnoxaWSZVBD98M/lNcjyosEsc0gGq1yjklpt3uTIBpV19947Xt7uQbL3zdqtfdvup87cnHXnnj+n7e+1zn7XR2evrVL37p9NaNdYIZis4kZFWJ1OrsZFooE2RIr772+u/8i3+5Xh95ra5WrLCImp+dniURUr3+ysummoiq1hhTATOINgeH+0mrY97u51IgnHP2uZF6jcxmiOQkWW3Hwvuyv37r+m5799rVa489/vj29OyHL/1gGHLerMtuPrp0yQ3zNKeUTrfbcb3+2M//wvTn9fpLrxwMmdhCN7aBllEwg1WtkJ7tdqucDg4Oqup2v5v2+8cefyxm+SPYNZQfkL7H0NqG7LcgohectM7Ie+tXk88IaIqMYAyYOZPBYSCFwxWNaRHEVsNfaq9wwV8ufjG99MOXrt+6uz64tDo4uHty8sPvffell76fRebJX37th2rFCpLIQOKmt+/cdBE3I0OB7qYdzLjWypxznstExl6hMDCIxN3UlAqBYE7b09MrB4c74jn064jUVADXYlaY2Wsxd8kkIqp+6/h0vTmcq9I4mpT9yU4GAZBcMkuZJyYefBBHTumINjljXPHJ6cn+9ORws3ni2iVOh19/8XkjOt7uN0j73ZySxC6bGLI5OLr0D//Rf/PdF775mT/6QwfAEAM8QD0ElpmIC7zWevfu3ZxSGvIq5Wmabt64uVqt1ut1ML0io6o1xq0stAob+7YfwCPtA3CgxmR9a7G9WbxqpLegk7QGCHuT8DM2AkK9DYk4ynnqgP5/jg70gx8tffYzn/nic8+v14eHR5funp7sT8/gmqRJ0QlTylLnXRlG9cKzAURmTEkdMqSUmJFTos1Bsu24n8yQDIWARKjmsf45i1y6dCCU9sc7K0ZGTJ5HIdNSZrNq1LSvWAZ2hnm1SqDTs2OQs/hmWNWDTcppyCOpqOnBcJTyQMqqDqbDcSNU7m63u+3epunobKqTct1fu3ZZ5Iln3vG+J65eQ+Kch9UwHh4dXr50tBpXaRw2BwfyNw3kf/Cp311lpi6dEXQAgAxu6gJS1Vu3bj3z9rePhyP16b+oB6M5HTPyZgaK9Yisfab+okb5g1dzNRfwWzys+DpPuR7Mk7y9NjuZuqLtKm8S9B4TkD+hwsePvB5iWC//8GXzOm1PTo/vchLh2JerDoWpadDiqeynNhAcA5lsOaWc2FyvXD5001LnLHk775h8GNJcplrm0I4xM/YExa7MpVQzIhrMnDmTSDUfhlWUKtkBpJRYvXIeRSSoy8KyykN+bAXhMQ8wcdC4ScO4GvP66OhyyvlwnQ8yTahZhi989tO039+5fXx4dJmRfv2v/PIv/bXfvLM99WSArNIgRGpKxE42m64l/Q//4//02vVXv/aVvxjzIEqOqGAcZOKspuSeh7zb7W7duvXYY48FKH9wcMB9faa7B3BKoLlMMSwSyxlwzoLptdwDlz3QIrx4PWhkdMH+vO1AIGZOkGLadkupC4mZxuRItUqAP7pE/Uu80snxMTN7qZmTmlZ3EiY39cpOgqagloydYNCqLk7uEFRNpnW2cXDzUlxSZtBANGTAuRZn5iwJhNn9bFsoZ85pfbDJeXRn9eoMHlKoQ+c8DkMe0zisMhON6wMRPlyt16v1wcHmcHOYVsN4sCKWPGyGNJLoar3J+UAomYBlzlbSIHeu3/oPv/cHK6Hbx3cVaczrOy+9Ure7CleosExa2Jko1EyEhKepPPHkU//4H/zjb77wXPQwA9gkIiFKTiwpt+XQiOmMYRiYeZ7niH2L1Fb0iKoVhzPEid0UiD0DCgfJ+bj5PabzsLO+Dxptkw4A/B60i9pENdzdyB3gRIkJRUnSPJWUEvzN55//kq90Ns0FNoDYphikIzA5JQLHGkuYK4hZ22pwzpIYbl6sIEGmfU2SE2c4HR4eASZcNutDGwWeAsjLAA0D5/Vqkwk6DAOnYbUamXk9bg4ONnkcV+v1erU6unQ5D5mID9YHgbeE+DaEiT0Pg2pw7cmsgtgpFScXCA3C5Ckd7+c3bt58x+OPzbXsdieDbF754Q9MLV86SjSNllisuoVEgpKyY8ibfd3/3Ed/7r3v/+C3vv2iBFOdYnmeK7AaxtWQzvY7M5vn+ezsbBzHRnouZZqmttvGyc3VlEDMlFOaa6fN9I40O+mbYA8L4MlNmoZ8WYvHznDVex1Of21XQlLjqpOAqLrkpOKGPZF5JYdWNK3vH28Q9V6s/y3ySJNWM/bqPoCIUyYMkhnJzCAaEtemMEeiTAxnSyJJUilVOAXZs1ICch7GQXhYJYFzGodhk2Qch4EyVptxffnK5uDyeliL0HqzIuaUsoiMeRzHoVRFp7kRs1tbJWpmhTtdF65qIIaQtsGONhpZyQhGPiIPnsdLV69du3bl8np9sN6Yyt5lW7YiR+K85mSsxBS73FJK5CDDtNPV4dGHP/LRF7/5AsfGyWBHuTFxHoZgqAb6EMP7p6enIlJr3e/3IinsAIQYO4uknUPzVLt5nU8dtnO6x0BiGGHxU972UTR4cxm5vOfyxgtlZkmmId5gVG07FwBKYMrVS+i4dXKO08MyufvM6E1M7U2+G/88XT66vIeiaDa2JERgCEPcoCjOyJJlkJESE6UsaSXMJCnnPG7Gg/VqtTk6JE7DuDk4OGDyPKScN0mGYVjF4DHYjJXGLJygMAczls1KBmy1xEAziGPGMh4qEYnh0HjSmCNjcbjEDD4TEyhlcVeYqWZC5jSC+CvPffWj73rXO556+s7xaU2uXjZCpCwRUxgMF4b1/ETyahiG9773A8MwolZyQM3IGQBzHnILdkGUMFvKQACr1YqIYmx1mveqaiZuLJLVXJmLW5NgQGtHP3g8MekUPxCHL8FfApqHuc9N2bmRERGxxOgkkoOqO8cQvzNAMHUPUrWfW8ZDEfP72swX0zj0iPzmZhdXYkfOiWXIPFge8pDWwyrJsFkfpsTCfHT5ckp5vdqM45iEUs7jasWDpCSiTEyUk7HkLMzspmUutREhBEwzKvFglKrWwXWQrLUCxCxMnHJSNxExNQKJMCO2B7S1iLEug4OTGuOWzBw9ioBlhACseGTNda7uyoTD9ahHB6+/9trdG29cu/rk4ROXT49vPfXseybUSkhMCYElOhkITswqjoS3v/PtKQ1zmVvPXaBOzDwMY9G6UFLDtuIOrlarlLIIAdjttlorEY3DWGsNGYiY+7Vl30mTkYkWeJSCjSbV5iniKzGo7oS+FBgAO86pg8tMdxw2cxAtALhAHewinpgROwCdQNZ0WRbxgCVvu2gTF63nPp/6I63qnEH6q7/xG5o4p3FMB7Qa8rjKzATOeUzt7LMbDBR5YRJROMTNq1c3J/fkDlcVuBsojSkLyBO1+VODsAizZJZMklNiJuIEosSc4UTw5BSBzaMJH/TotqQSIJbYXxpUeiaQxeyGNDKUwIdVLoR3vevZD7z/PZ955XuDkd7Zmt15ZXvzxmtvfOTjcjxVjiW+zH33r5s7GNVtV+fx6ECGVM8MQOLkUIMZE5Jst6dqZg4BzL3M1dxyTsyiWolkHAfVLMK1asilhBQIgVxkERNE377kZinmL90pUqhYMAPyqmFk8dcc443NoSGo3d6XHbl5OHYPoQHA1IgkBMuaB+xS9cvxU19S8mDgu49D8aDRvJUrvfPDHzQX+ECeNDSx4SBnalTS2mT+zAFhdmEREJkj8UikCZSYkJKxhMiDeGIIEnkQUo2hBE5jYhZHi/TU7hv11lh/iHBRw0NYKDIP6St33d2dRejCFheAnCAsZDquD37uY5/8089+znfTk3LweLr00vWXX3zxB7/8G1WrGdWJkHPoZkGIAXYWr1pUMaTDo6O7N28agTiRuZPvynTr5G4pxeBEXEp102EYzX01JjUXSSKhHSb7/UREIomoEjkzGQgKiRVOADGZqjOEORGReXGKstHaEkYmCRU6ciJGLOAlB9ghLMqAQ5jN1ZiSI0lyh1plFncWymilYw0ZqrYIiO9vWT7UVu6h5dz7M2/dttJsBB+IRiZAOLZXcchHCHsMALonETcT4iGlnIVhSjAYmRCJw5Mg5wTElDUMnlOGOsMSi7I7t25FyMstduWhFC9oK2kaKx7usXQiVCAsMvuLrnv5kE1HFETuxdXM83g1rY/ydn+wXt0sJT/+7psTvX735PBoqN722redTCCCwIL16kdHR1ePrr5i385ZqBq5J2Ihnvd7IooCrWkuEnJK6804TaXN2wI55xA/HscxFESZQUSR7KPWRgZ0FxIgJFPgugw/M9q+lhb8KLbhMJvVNitgGHIeJetu2msRliwc/5poYVhx5+n0vzM3Lcy3ZiI/HX8MAJIMG/JhSOsI9+buZMKUcs4pqZmbiwi4jaSxsMDJzGHOKXMiYjcTchALE4urmgknFmZyMQLB1ZgzB0u8BQj0CqWtv+Zgcnrbxxdy97USxyaSVliFGS3eqyUfHBKBxErDMLxx48bp6cmTly4f7/gHyLvLlz78wQ/vJcs8pZxioQ1LQqvCDNWh5owhDTYrqVFmdoc7JRlkIHVIOx7m2FVuTIkZw5BSGsy81hLCbpFRmbW9UWY29kkNEIJZGuSYPuzlMTkMYobHuGyjtjIR87ha/fzP/uyNO7e/+63vvOPtz3zk4z93kFd/9Lt/MJeJmDNJl4Zv8GdH95d4dw6D/ZTm8mMY1np1mCilSGcd5sZC0mS1wUQkmYmqGwjC0nQgQeCUhzSmjAjqqhzEJnImRuKckrAYQWu14sIsPcaBQjHN1dUYaga4SApkqJmWtzAf5VgMRqBnsny+TIDNjZk1lk06qdW8IvaaD669clJvXHvPbejzr1//FUm2u30pXTKtsRkW7n3gih0w1fVq/ew73/n1r3w+/CcBiSWLxFbfmN4ODSYAVef9pAebw5RGd0ji7VkNG4q51mEYFqlmIppLCdJEVCfqMLjBGSB3CId693IxswjlnP/rv/lf/92/949eeu21z/7Jpz/43vd84ld+6fZrb3z+U//pZC+ScgKXMkVGZlZBDqSHYusPZk5vBVz4CQ1rJSFElYjgrgBxkzUCiFPuTt6ZCUJN1x6csnuSJMy1GhNTchEppahjlQfzup+mJKnOJQZQUa2iiDPM1MsU4/ZwIhqGAeSqCocpArVJSbrwJkwVwha7SUDuPs9zgBFaa+iaxqwRqdU7px/4yIc/8clPvvDnL5ytnzg5vFqO8nPfe+mrL37jl97/1OnZ2eX1hpxMLTSarI1fE0xE0uHhkROUmJiskgMy5rq3Jg8uEiS+ohPgZzf3u93u8WtPs6QkaRyHMCNVHccRfVXnfr9XLQDafIzEVlq4e6s7wn3JeYLuhJxE4G975pm/8Vt/7+l3v+exZ55+3/veI0ZXrl2m7S4nPjjY7LQ6vLR93hwFTqs7z8GIWJtybkx0QRP1oYb1UCTixzOscbUGRCQBropYJEIwVQtgJn7O20e35sPV4ShWCmY1JSIGordPgA01ZBT3tidzJ3BOSbKpwQ1qjVdLINBqXDVtmlBSAMfHCZkhc0/MZjbPlWJbPZpmWinFTIVEcoqGhqmGgvI4DMPm8de2nt9+OA9eicdh/fxzL/z6z7z7dHdHBwPAkgKLirUJZjYMm9u3bn3mc5+RlKyX4xGSmEnVG+2AGQRXdZjDz87Ocrq7WR8Se+zjdPfVajUMw8nJmXeVKWamSDTQFIvakCU1GSMiqAeIDhY2czBfOTr6G3/9b1x76ql90UHGq9eeYPVhlMPLlzSLpPV8+zbADFIzJwvxn8U4Ql3DzGNv92Ix/wdcyZwsVg0yg7xWhYYAH6lqrSUmMyUluLlWVVcYUWJKapoSqhZVFcmuKikP4wgnM2XpiRShlFrVRISWnCwEKt3BVEshgqrF7ghTR9/rzEQSeqhGgMfcXyDa4W8khRKktSNkopQIev36XV0/ppce82GAQyTfvX133k+XDi6dnJ5cuXTJzJ2chNo2OSInX2/WT7/j6R9+75tDbluoE7OkxFpLrecAptkwZMClYppLmUsdKjtULXT9hmEgQhAfSikpiaoTkcRSHCJmMjV2UIt/YQ4MKBGp+zCuWORDH/6ZX/nVX9scHRFSliwwWJVMCmyuXa37rd26bW0BMcJcm6he56y23OPeyHgOqj1w/WVZXppKUVWfbBgS4LEWFNAwLCKIMBHNZSL3IYlwqm6qPm33IpJXA4lxJSZx5g5btvqOhZlYQw/LOXJREsQqJlV1N6YmiRaZm1ZNIiDS4Ix3V50ktd3CMTXHZAaWlFMqVhdp4US8Glff+sqff+v5Lx9d+/Cd4RKZXN2I1+0870uZHr98Zb/f7edyeHBgVp1QPURRoGoH69XbnnmbDJmd3ZokuqREU7R2aVGWY6DW4q7EHA7PzDabTSlzFIlmllJiEXcvc/E+1VPVFBYbQylWxjk5vFhFGgZOTk4in/jkJ55+29Mf/4Wff+zpp0zB5Nv5DK4Hq5UTZEjjwUZ0Jmo7uigx+hA6FlCjRcDFMy6m5kuwu6/9536+lOriFx9lcI/6VlItgO/3O7MxFNJ7eTww0zRNIiySHBCBuluZi1YnMlIi3++VCJJSNYcjs8BsKrV3YoxZalHOecijuzucQYmTwRwmkploGHJVzZKJSGtlkZySVq2qRF6rkkOTuRrcJbdhGMAv0gQcSMwwn8p+Paze8+y7vrPDvihlyiTzbCrFXUutq9Vquz1br1empuoiBCZhIaIyzS+/9HKUrSrOZrWUu7dvi0g0CRZ1zJRzmSeRdHhw4J5NKzOV2qCHmFsUIZ1ryqnYbGo5ZTfEWpzUBH7i5ZzgKSUjUvcnn3rqv/g//fWPfvzjzz7zjmuPP1YIrpOBGD6uBk5u7owh8cBO4gle4H3lBAHm7Mwkkb1YrIDtOLu3wccoDx/pnu4rIRfM/aHtxYdaWNrttmaWUg6nzWw5JyJecothGACeylzVkCWzkAzUtzIzhcpHAtlqHNkao8rdJWW36vDVZi0pz1MB4G5MQpzIPRRL4YFshdQCzGy3202gzAJhYlatWq2appzMdNrOoXwcfJVpmhRNT1BdSSG1Pvmed73tAx/69vMvmdVB5PT09nTn9InL5LFLQnhzsDnbnh2sN70WdyIx1XEc3/ve937hs386pkwdnnIg5TxNU9dncnfsdrs66eZgc7g+dMplnoqWUtoG3tDGHYbMxHOZJRFXhpOwVCd24qhDQ1YxYGIiJ5YkH/uFX/jNv/23x4PDgUSa6k9s9EjzVEIg2I28FJ/3AzNoAMw8NGE9CBRRe2lHHBYL6c9gmEuDS+/zWBf/8KAN3feV5a/3fT0F3JhSNoM7iSRvzZXQgW39k3EYTZVgnBO5MSeXlJKTq6uFIsjp6enBesMAi7hZvLUkQszbs7P9VEIIG+xZZLvbszCpEMCCUIF3d611GAYCBOxC+2lyB6eUUyIKYALoO9+ExbQEylprzZJSktH5VPyOz9XnbCrqapNOtzfrp/IwllJAnnPa7/e73e7g4ABkIlJrpP72nve9P43ZCITz1U4dmjIOwkWZ6zToXLY4E0mXr15DTuEbSikhjRTMfZHk8FFXyDxbtbgvHIKthAa5x8YImdXf++73/NVf/mUw16rr9arWLrdJNM2zztXYU+JxMwxc98e3h0SzunmbmycQuwt7SPk4NArrB1GGRxkK982x9/3MYmf3vdryY/cVmCnnsavmW0ppGFZRjUWmbKZA7KxhAXEsKCOqtaprSolAp6dnecjjenSgaK27iYUD13HXw4MN3M+2WyZJ42hwcz/b7UIvOYGM2m5fQvSXk4gwAHUCmeo4rtJ67bUSIeW8oMtm5vCUBxJxM+47viZTKcy73WNj3uu0m5GEVmLXLh8M40qLpQRVXa1Wu7PtOI4ps6qpVnecbre//Gu/9rf/7t/73X/9r3KKlo4O61U0IkL4z93NcLbdZRJynvbzfrerWodxtdmM834OKCTuuJmOOYuTKaqYc0fbvXUdqJ0mFbVn3v6O3/iv/voz73ynETFoKmVftck9BwSofnq8TQlnN+7sdludJyIxCy5RO95ExPDYNmpeY+VKLzuod65t6Xc/6npwPuIci34AaF3wi3PDCvajSEqhrgeKtJ1jidQwBAogkqHqDMpcSwVoLnWaPVGKZMrNc87bs7M6ldVqHIZhtRqPT+/evHVTckop5TSYWdE6rDd1mlTV1XLOLNKAeOLYU8IiVS0RC9NqXFWz+eyMW+oMBcJtMLObF60JFK+gWlGVhmH/2q3hZPuhtz2BU/3WyZnDVwO/653PJE4Vc3CFmXmz2Wy320uXj1RL3JxalYH/5v/y337+c5+9cf26MIgo52xukqSqwjWi126aaRgzkZsd373b9PIlD4fDyckJs+Scaq1mFUREMk3zdreda1W3Ws1rdbM8ZFPLIrPp+97/gd/6+//ogx/+cErZnUtVrxb9sRCuHXOGk9bKTi+/8vJ+Lt6w+kKSEiXAapium1YtFoLNMQZ73zIfLG4GbxoK77sW9ORBg7vvSsycU2ZpQtxlnk2V4z0KSGKLJTMcTGpa9pXMs+TVIKWUMpch5VqrntXN0YFWHdbjsFoFR241jmeuajausqmJSE55rmWVh4Nx1CZ7bXVqOyOYebVem6qaTnWSKiAah5Xudi6irjkPTs4iBJhWStnJ52kioZRF1byWYRi+/bXn6PTkqcevVdn84M5rhTeJ9f3vejYpIQE5RWHKkqap3L57d30wuhM7dtNUXHMarz72xBtv3GBUEPa73TCOzpQkEga4MbmXWtdAdd+IGHNVnadps9kEPSvlIee83+p+rjdPTtO4+tA733nz5hu77X5zePXqtauXH7t85dKV7373O8fHJx/64Ps//rGPvev9H5EkZq5zZQo+qnmgA9QERQFxcNH93ePj6iKciWpq6uLV4LNhZHEe4MxkbBaNUIZYR0394hrPB9rMF6Pbm5jOxR9+0AqTG01TAebAvvdn281qrarDOKxWq+3+TCSZ6fHpWU6JmCUnsJvXstupmXvO48Emr/f7PRNfuXo1FgfWUqpZLCdKKSVJu3mfc85D3k9zHoYxyX6/16puXuayOdhQELeZyZqdEYhEkojnoZYZWWTMsfdLteQkU9mJDNGqNrNaSyykWB+tjzZ8YHu+c1fv3q1Hm9X66LHL17woJZ+nyZw5wdXHcbh7vFWrq9WaiA8ODtk0F71y6UqsVFHUfZ1JOIGZee68DCOeTadajsYhJalLr8csCOZZ4EjjuNrPp48/8djf/Vt/5+Mf/7nju3fmuazWB6vDIxqzzuWVl18+OT196oknmFC1GqPMhYTFUd0BqrXCXZLcvXvMTO68HvNXvvTltz/7jr/7W//w9s1bt27cuHnz5vHx3WpqDCt6fOvWD196FXBmgdXAqI3OVZzw6CD4YPr1FvH3+5P3Usp+v3M3tTqO43qznqeZRYh8uzuTxDmxGFaXj4aco2PjQE5SxXJKLGt3lFIIZq7TfjbVnHOsOZU0rIRE5OT0JKehm7keHx8PSVQriwyrgShQSqhWrZWZgwdmZsRcSglA3+HTtCdHomRmoLRabZIMVWtVNbdaTOs0GC4/cRUbKT699vr3BsV0evpzP/eRa5eP5v1eknjrQ3rKiYmuXrl89+RszCM5JIkYHaU0MGqZUk4MIqch5bKbSjWFixAMxGLm5r7ZrGqZ14eXOOfQJ46ciEjASck3l8a/8w//wUc//JF5ni49/oSwqHsx3+0n3U8HR5cOLl0KWvNcK8HdlFQ9gGCieZqqqpttd7tdmQ42h6fH9NrLrz/2xJNXnnjy5OTs0pUrnNLm8MCAtMqrnL/xtRdeefWNBKgrGkbdwmGbK+zJ3UXDWNzQjzS1RxnWPcm7JL985bDWslqtc077/ZzGAQ7yul6tHJaIz/a7WnUfe2YoUc5TrQDvtlMp28ODTU45ttONwzBNk7tLwlzLPFWgEKFWhdPdu3dX61UeR5RCnuKMS4hqqLs5MQ2rgQj73d6NRDgPgyRhUPWZKYIC11pKtVKncRwnPxOReZ4lpdVq5YAIbS4dqtJ+Lmfz7J4P7OwXPvJ+TtCxcs7kAov5YK+15DwcHhwe37l75dLl3enp40frH3z9+W+/+PwwkrmJETsyeKqqqi5s7uIg90xJiEW4TDaOA0nki5xzqtWKs7qMl679wic+8cy73nd7juWB5l6dATOtNXNysrnMRCQiu/0uJcnMdSrex5lzztM8e1XE2p1QxysOyi+99vLds5MrV65cfuKxaZqcfFyvpOqX/+KL682Kpv12mojZPMoFDbaSLSs16bwGRJuRRYe4upV1TJX6hYWn1LP7+xK1KNhTTJsEpHR6egZwSgOTm5sIu6EWXVqYzJyynG7PHH7p6MgzuZdS6jyX/W7Lwuv1RiTFzlymvF5lVa5WN5vh8ODo0qVLpcxMGMbVMObdbu8IkgGl1Xh6djaIDGOuRYl4WGV3c1eitJvPTs6Oc8rr9UaEAV6P6/2030+71TCGfpC7B9KdJK2OrlxaX8Lu9PEnrn7vhzcvH6yeefwai4iKu5GRVYOrZheiMpfx8PB0e3rr1o1Ll45Sos9/4c/u3DkexmGeJxCs1lrnxGyGGW6wWH8T1WuZ65iHWC3CnIYhpzReurqhnInyez/4kXe/9wPzPEu2qIrc1dyhCjWIxPLA2Is+z5OrTKrCbOYCcfgwDO5OxKPVy/nqenVw+7Xr27Ozj7/9559+5m3XLl3eHB6xJFg1N1fdn53t5/ljP//zP3zpB9/7/nedXdQd0Oh2A6puFDMa6DgdgmMBAPQQas1FgHRBHBZ7us+84ifT6enpMAwibaNkzgMRZU4OLnPZ7bYEPjg8qLWysJuXWs00DXm73TLz4cHBNM1ENIyjw0XSarXKg7j7PHmtxZ3GvCL27e4syXh4cFjnPdyrKshFkjoJETFduXrZvRAbSJnp7Ow0GkpuULOjwyNmHscVQGWuDne3YUwpp0BKQwzNVHdTOeB86fKV47PjZ564qi9886O/8kuXrlzZ7/aJmY3UXFJ2ECVKzgaatRwdHW3v3tVahFe3b90kAxvIdb1aHx1dKqVO24kplhQGw5bgOoyZidcH65STgYjEKD/1zLt/4a98DLB5ptXhpbj1ZZ696au71lKnAndJiQEtldRM1Ws1IKWUc95ut4lTTnm/37s7MQ3jKJnHMXMikD355BOr9drNixlcyQ1Ws9Gt67fnWX/hE59cHWxef+P1/bRzAGpErHAP8mH0sBoxKQTWz/UlLga1BUe4D3m/iFrFX0NXZ/kiB5SXc16tVu52cnIC4MaNm7uzrZo78VzK8Z3j4FnNU8kprTfr1ThGERf9fDNbrzdXLl/Z7XZnZ2fTfj9Ne9XYuAciUrWch2maTk6Oh2GQlOZ53m53d+7eLVohtJ/3+/1+P+2naadaiH2eJmYax2E1jgfrzWq1WhY5A2TuwzCO4wptWRxprULssU4MdOnSFVM9YP61X/jZ3/qb/5VrrfOcGpnQmNStunosgIB5Yt6sN2+8/sZzX/ny7uTOih11T17f+853/MO/93effeez3C8hZgfchiENKQtkXK0dRCxpHNP68AM/+7GrTzy1OTpaHRyVqtN+t91utVatrS3p6lqrqtZSTo9PT++ebE/PoL4Z18ycpO17jenqkGp2szrP034/T/u5zM40l0JMebXK4zCMQ16NZp6IvvOtbycZOeUnnnrqfR/84GZzyJIRJI7goDqYWoxqH4hibgAUYnH3NHNAfXFa60L2/953LXsh47tpHMaq1cynaT45PplqGccsQmXW/TwjkZqXedpsDnZnpwBEeJqnlNKQh8ALk4iapZSnqeQ8uPt2t4O7yJqZx1Xa7c6Oj+9cu/q4mW/Pzuo8HR4cxPMxpAxzK1qrjQcb4lzn7bSfmdLVa1eGIeUkWonA07xTVSJlTqaeREi4lGLVEGP5Truym6fduD6QNBwcHolj3k1PXrmyYR/dkZITT9PkUIeYmhbd1W1Kg+RcAC1Fa33+S184u3vz2tFmtiKbg6PDAxFxcrcmUG/QADsOD66uhzGnrGpCaRhGEXn8iSePLl8+286mKFZVrVSTHJZklUqwZ+ZSpv1+s9lMpc5VmZhKiRaEezVHSlm1mvk4jjGaIcwOnScF5/Xm8Nad2x/M6dat26fHWy02TXsRPkzpq89/5W3vePbt73xnHtPh5aOch6986cuSSGsRJ8Qsv3tnmbbli1HUPpiDL38MDuaDUfJiKsZ9lTWAVLXOpahqrftxNQxYu/vh4QE53Ty+TcSHh4cZJKD1asUpqdeDzYHWWktZrVf7fZlL2Ww20zTdvHkToKOjQ5DVqlrnxx+/SqTDkK5de0w4qep6vd6enY3jSkRiE0lOg6reOa7TrqREWinxGDu6trvtIFJnMsNsMxEODla1mscuG7OUW2POVIdxADilDYiUbFxv2KFTfeX6K8/92Z//tV//jb3b3fnUtEpCKahzIc5aCnw7rtZqDtPVuMo5Xbt2ZfX+vNP9me5feeOVp15/7fs/fImYWZhyskqk9YnHrwnTMA5MbKBxHMf1ynl433vfA7e5mDupm7mbaSYxNdO2+Yn7ioWzs7Oos/OYeGhAb04JjnEcmFdxaOoMd4fBabedhry6cu3x57/2wtueffb2zVtXjy4/cfny0aV3juvVv/zn/+zW3Rv//f/0P374oz/7ru27y7x75umnATz/teeIXczrXImlPmwCZyn47q38fPl/YTSx8s09pr3Fz2lesX3TYvFxeu2N11NK69Wmlt0wjCmtzXQue0754PAgOhhTKTbVvBrOdlsWuNomDyy83+2rGktStxC+HsfVen1QtQr7eDSMaxYBz2na15yHnHm3PTs6PAKxqpdpL8zTbq/q4qTzzLIZxsv7/QkQ63RB0nahZRnGMQ/DkIQm7AGHm4iAyc1hVrUQmQNsVIH1lcvj6vBke5LUb7300umdWzi8TARiArDbbu/evnuwPiplv5+2wzDmNDJzyklyqoCs8+D15q3p9Rs3vvLVr+zOtgYI88Fqtdubke33O2Ye8iDsa97IMBjZu9/z7GazPjk7kyHBLYa5CVUnoxRMMq+qbGCSnMZS5jGLiKzWq9iiECwuD6psbHAimPk0b7dnu3nWqdbNenX12uNf/epzH7tx5xc//vPHt27cfeP1Z556/Otf/9qf/vGnfv7nP/mRn/3ZszJfunxl4EuJKf+3/+fPffbpu7du/cUXvrgrpw6JBUE9b4f7xeSpJRttZowR82oLncaN2vJ1gPs+EyJ2hxmYpdGcDtYbVZ2naRgHM+yn/cFmzEnMkfNQ97vtbjtwSom32+0MXa/H3W539eDICHMtICQRr3p4eLRarZhZtUzT3o2HvJr3mpPPU92e7ZgvieTVes1tZaFlGcE07famSGkg5t20lzKNQ46lT+OwYiZkuOmwGol9nss4rHMeY/K+atXZVimTe3IuszpUHU4YV4Othp/7mV+889nP3bjxxt3ju1evXDOrzKJW5zK76dnZSSkzC5ka5xiR8d1c37h1vEmyL/uTk1MAP/jhy+ZCxFV1t9sRYb1amWkespoVLWvA3YZRnnjbE5TStJuSV2Ym0pQTM7TqQkkCiMSZhCF5yClUcQORAdRKqfN+N+93u2HIVct2u1N1Jskpbw6Onr52+cnHHnvyscc++/nPfvGLf/7Mk1ez0/MvfO3/99v/bLffXbp05e///X98dHBp0rnOO3VLOX3wQx965zvfcf2N15986unnvviVb3zjG4w+inLumS62mXkBR+FGBOY2FykiRiF/0kRPyaNjRAu1P7L4JMxHB/9/sv40ZtMsve/DznX2c2/P9m5V1VVd3dXTwxnuHG4mKVqibcgSkcRBIApSDDufAgRxAn9JgiA2nCBBYjiLjTiIHRn5kARWGFiRAkUSLFJSJFsLN1GkOEP2TM9Md1fX+i7Pcq9nv/LhvN0RkPrS6AKqnnqf537OuZb///dvxmn0PnAmpRLeB0xRmSrlrLQSkklgmgoyDpwRpXXbNMlFH4KudMxp6I+NqXXTOYeEZK2l0iIn4l2Yl7mtRdHFTtOstSk3F1CaUyCAOcecM2O870+E8dLmaCVTTDFGSkEIThmVmn0hPATvvA8BIBOKBEAJuQz9dDpcnJ+tuwaAOB+XjLNd7qbxvar5yZ/9mb/21/7ax9/5zo9fvQOMxuCH/mSnCXP2y8yEAOBAgUFJB80pku9///OHl2cuTNPkGZeZQAzIgCAhIXitBBAERnVV5ZSVroTUOaZutanalYsJCY7ToKQWQlAGHO5l8pRSgii58DEszsUUCCIjkGIMpZaPcXFzRpIzYZQ2dQ0MqrZt25USxihDANebrtLq4uLiG9/4yb/3//n1N59+9/3HT06HPmLMkP7Un/5XvvFTP2VjojFZu2itKGMkY9XU79ZPz8+v3n3n3f4v/urnLz7/srOjlJYBas5lmVgeLAoE8D7TDb/Iy2YAkGJBmWYkEe+xPBm/WGl/2UJyycXd7W1McXt2JoRCQmLwlBJrbUaMOSotfYqCUyEEAhLEZbEKmOAcCt8Q0Wi9LI5QkqKf5sg5SxG9z4TE4IkQYtV1EcFZn3KijAkqKGcheAAiOAWgTdMOy8IFN0owynKKBIBSRimNMecMnLKcMmWUc5adjckLyRnnwcf/+1/8T199+r13Hz/YbtfvPn3/vfc/XF89+Dt/9++9+vxF1a5/7l/44z/6jZ/c3971+4OozTQMbpljClLIpq4p50xyzngKIaVMID+8fOCW+PzF2935pm12s5vtsBSXZcrZaMmATONwfnEhBCccdFUZbQjB8/OHSFjMiRAiZeErM0xk9n4ZF2Qh5xxDJAlHu1hnC7QOElICJZNMcNG0rVCy69aSq6rSRVejpALCGaUA91hKpfW/9t/8V6e764+/883vfPSHyxI/+NpXvvq1DxcfgBGaM6eom9pU1RdjgUwp+M7zn/6p5599/lf/33+1NENfcigI+VI4WiYRxZYH90fsvWkLBRdGG8pY9GRZFkRSovUAoDxQX1ItOCJuNpumbUKKMWbBJEkpBt+tVznn03B0izVSnvoTUBpzDhRCSgdrMaWry8vKGMklME78FEIGYBQQM1VaMRYFo1KClAozKmBlSOF9tNYbrQRnKQUtFQCEmDdKAYfFzowwLRRXGlOOJMaUY8DAIsGsqEg5cs4oUwQI4xKjf/3qhZ2H733n9E+Xicn/slmdP3j4yB/uLkzNtLIx/9AP/+Snzz999fy5ELKujTay0h0tu0iAmGKIMaZcBP2L9YQxJnnbrha/jNYBcAIQY9ptd7uzzem4x5SFEgyY0pXSVSJ4vjvfrM5ywBQS5hRimG2fQlZST/PsbJSKmYpK4IKr1UbuxJmSgnGOCbmQgvKCL0BKCCWcCwRCCr8JUUghhMqInBIggJTYsFxdnf/5P/fn/uP/6D98/7132/Xu5//EL+7Odv/ev/vv/d4//b0f/4kfReBScgDM6X7UkHOigu3Od7/4J37xxavPf/d3/4l1ltybVvKXU09SmKWlhkcKwMl9HA1VgtdGCcmBsIVIu1goHu37QCBCCGEAxSDKiwr0+vraxyClMaYSjKVAbu/uGKOH49E7t+66rm4oZdNwYpTpygCAtZYAYLxP5G7bOiRknAFgDFlpk2UK1lFKrXUpZgAaclTKUMpKkVgkOjEkISXQTBJRSlLI2SXvvVR8nubFzaaqUkIuhLfOATFaA6FICJMs+Vgp9c/9zM/89b/yl5pKVtpExMPt3f7mpmOMne2+3tbjaAWTDx4++fzzT8dwMOaxMbWSMn7xZQ0x+BhLrgQlbBgWoJJxsSwhUep8AAIZ82azyjm+evUqBnd1cU4pyTkbbYTSVMr3PvgQkZ+O4xxmzMkHD0wIpimX7dpcVDWHbCqQVDBgjkTGOclECBExh4RGGooZU86AwIp/sgCxKKMsYpL3IJMshVSSh+BdCJTz9W733/nv/xvIpA9xs9l+9es/+Df/9q//xM/8BI2U86LiRO8jgUAppSCEMR/+wIe//Mt/ehjHj/7oI5+QlsOGEsR75MQXa8Oy5KH3gb8EgFAhRFXpEFKeSsFevN33PRH+Mwwmzhjrhz7E0K46Z8Ob0xuj1HazsjE451ZtW19eAoAU8tSfhBC1rqSWWqnNdptCoASY4It3jZG05CQkknMO0WPCGGNe0PtAgSPGDKnvB0r5dnuWUkaShRD0/lInAOi9pUByjlpqgkRI5aJnjGstYgyE5JwyA/A+LN6xIChlydp/8V/6kzevX/+dv/Wfr7uqrjuSMZGYY9gf99/79BNdbZpmzSm7PL9yYRRCEgAfQiHSljlkIckQRAQqha679Tgeq5CW6KyPknGjVEwBAGL0jN5Pqo3WSkrC6MXlBdf67niafaCS1EZdXl5Srrg0CCxmJEAlZMYSpxwxUyRC6uJ55hQASIokxMRpgYJTREwpAUMuGDCWMecYlZQZ7rEDUioqhG50Pw2jt1VrSCIhpn/u53/u//Sf/B9vbm7Od7viXy1htoWnmlJkApRR777/9Cd/8idOh1N/6k/9KecIJAOl//+jLFoi4YECoFKyMsZUBhZb3jqgSIEW7Qzil7BLCgB8WRYA2G62RZollW7qqmvqqm1C8CkGybgLfrQzpRRT5oxRSp11WivOdF7C7FwC5CSFGBcXmVAMkHGWkYQYWKacqeDjarWa/YiI+30/z3a97prGAIEYMpBEGXXOccqLWS/nDMCUlCHqGGPb1gRlVzUx+Jgjl7wRfLYWGAOAmPHP/qv/+sXVo9/97b//4vPPKVNCU6YFJfDNP/j9db398KtftxSloEa0XKqYkcQYYyAEc1lS3eNGCaV0vWoph9V2RTk9HU4x5Uqxh4+u+mkcx0FpqQQPwa9X665pOWOqrq7eeTi5GTicr8+BQdtUbduGTJCVXVkaFxtyJhQkV4Cg2BeIivvJP08YCWfAOAVafHJGKCoYoZQToJRyShkFBKQAzlohVabsweNHQvAXL1/88I9dEXSznd57793tZv2db33r0S/9kvPllAKM91xJBnRxDjGfXZ7/8A//0DzZoR//8T/+x3e3dwjJe3u/FrufvN/fixQyZcA5bTpTN5oLEUPUuvI+xGQL6KTEHZRgovJk8WVZGOdUMExZCcEqkYJfluk0TFzQSusUA6WMEhIAjamY4IVPN4+T0TpjYgww4+ItAFi3iESUZsuyAKHO+aaqGWODHa1dxuUkldRaSlVxzg6HQ1XXfl6887pSjAmuWAg++oQBTVVRJrQ2QMkyLzml4IJQIhMMMdFMEFOMWLWrFELM+V/4l//kL/yxn/1H/+Af/PZv/9ZpOMzTwJjAaXn+6SeXDx7KWiWgFGgkC8+pyAswZySYckJyn3oDEFfbTd3Vx8Pd1M8xOcGZt3Z/eye05JwLypUUQFApJbTqutX5o8daGZuSaeq6bhCZEDJnBgAEqJCCK1EsvowiYZwQRiADBXpvyUrW+fL6THDORLIOOEcK98FehEpG6RdbdgRgXOScUnSVke+///R3f/t3fuInfroPC6WwXm0eP3z0h3/wrV/4hV903jPKECgjSCmNiEXSg4Qudt5dnP/Uz/zMcX+01v727/zOPI+ci6KkJYCsaOOQAEXGCRewXnWbTauVIIQao7qOeO+W2Rd2asZ74X4ZihEA/vTpUxdDxMQS0kxCcFqJGIJRqtiTuOAuJCEkAKMACfM8z/M0t6uOMZZptNOilHIxCck36xUDGZK9vbtJISuu7DynnIUU69VKKkYIqZqmblvMqLVhjEnGvfBKCVPVsxucdxRpStk7H3NIKSstCVDOKSLJiAlzTqi0Jh6tW+72iROmJevDohj75//4H3/0zsM3b19//+PvvPrep262d3d3n7x+eX6+M1wABeCMLYxzwb+YGmfMBAkFShhkRCbF0/ee/f3nzxWnjHOGwDLtjycuWNU0gjMCTOmKqlp1m0fvPeu2FzZGyrhpOiF08dICcCklAcgZQbCmroFQ7y0CUkFypoJxKIt0RKVkKdILikxXVQaEnES5lijknD3JjBKCmXEEQD+POWnD25/86Z/61V/9fwzHk+AMSDZKf+X9D37jv/iHAAJIyjkTljPgPQyMUspY8Vh3m502bVM3P/5jPzYMw6tXL0/9aZ7HGBPlhAMNMRYWp5R8vWouLs6MUZxzRKAUcg05rWKtT8PgfUwpF+YGIUggIyA/nvqU0TSGUixfsqEf60rHGH1w3i2MMmB8WiyjtKubpqvX6/VqtXLe393dUQIZM2OMEz5N8zwsm3ajatG2DUHwi1fSCCHrWjNO54khAiEwTqexd23bMgaYwZhaciA5MaCC85TQ1BVjdFpG513KOqXwhaWYL8tCCPU+zPPIGEiaJZNCcGA8pXB3HCWX52fnd9fX37MOQ5yn8fPrVz5HhQQBOKdKybpu6rqKMQ7TnJFIIQQXlHEC5IT50dWj95598Pb61YpqIMlPM+VMMG6U4oozaar6bHX58MmzZ1XT8WotcwZGKZUIXCrBKWWUAy8AmXsOESCRSsZkKQ0U5D01gvz/YsO+WKcABUpI5kAF5VSwTEEx4FIyzgAgYkopbs7OOORlcV/9wR8B8Vf+1t/+W3/+z//K4e7mV/+v/7ff/ke/vV1tKfAQUHBGMNz7dwglAISyhEloTSNSws7OLuL7kRB4c/P2d37nd773nW8TkglQKaWUkmQkiKu6ffTggaklY4WiAiAFyZRCl1LIhEzTHGPyvliCyho78f1+72PqYput1bISTTVNs7NjSjRET0g2Smkpla4A0WgdQljuw/iIs04rqY221oaUSKZt0xqjlmVyKQguEdM8T+t1ga5ErZTSOubQT733i7WMscraWQqRHHIhCGRBmWl0jllQmnOydgnB5xRMXXMuQgjGGMYEIbBad1IK9IGGzJHQlDxGtyxjP94dbj/6znemxdZcSMEFZyFGgiCkRMZDJqN1/TjDvfsKECGEnIklgBxgtd3+8I/+RPVpY6Sw8/Dis+fJOs6YEIJyLk199fjJux9+tW47zDA7ZFILxVLOgjOkQL8wQGdCWLnUMrKyBAGOmCkhjNGUM0n3Uk74cj+HBHO695ZQyhjjnAIjhEHx+haae5kuxUyMMf/8H/sTv/Y3/saPf/3D/9df+Uu/9jf+dmuaqm1/4zd+40d+/MdT9Pf9NwIBjAkpyTHEGAMjNCNJhFRd9/QrX5FNXZBBn7986ZJfdW3btSTlGGJV66btGCvah8wIjSkzwrngIdINrhhjy+IYEyFG5z0FJBR5ZeqasZC8kpIxFmOSUmpFOdfDOFRGKyljRmc95myXRWpRVkDAWFVXKYTb21spZLdaUcY45QIAadTMeB8FFSnmeC8XgSmNbGJMyLrqUozWjQR9VRtMWQBTQiXiIwGgQDn1wXPBLy7OETGlQLkQUmJKQIAx4X0k93wpIhgzXIhMX776/O/+nb9zc30TU3DOK63bunn/vaesbnXdNHXdNC0VohAWKIAQMqcIhHDBU8gpZwQElmmmj58+rdbNH/7eP0aklxcPk/ecodCKcvnOe8+ePPsBYbqQsSADGONAQSqeSQqJMMZyREopvTdtR5IJE5RSYChyRkoJZQQo+2LqXSooZIyVDbAPwWECkhUnALSkS5CUOVCX4rJMI8G61pXQ/Wn86W/81He/+Yf/03/7316mXnF6tu7uxuE3fuMf/tCP/nDKgSJJCXKOSBISCiEhImSSKeaMVPB6uxZNlQC7quYApv7Wm9u3Z+vN48ePOGWnYQCKVaUJImIiGCkkkSHQzFNkkTAqOBfL7FIiIUXnwrJYzinvTB0wKy26plFCEkKQwLjMGINU/HA4NHVHAIZhsNYaY+q2QkTGecp5niZr7W6345wfD4eLi4v1qiOI7jhjSpUyObFqUxU2+jz10zzt1tvTcXj98rqqtRBkHHuupKB0PA3B+IQxAlZVK7hISATlhIDzzjrbNHToe+/9ql2nGMocvO/7Whnn5rvrw6u3r1+8eD6O+82uNlK/enPTmXZbVbptImGKy7pdrbY7Suk8TwAguOScF/RLzplSxBS54ByI97MnuD2/evLuexRT13a8eLg4JUyK1YZxs7jQmIrkzCgi+JRASI2k8Kpo2VhzACCUU0ASCq6teMIIyYQApeyLmSTJhW4HJKVMGedKQ/YcSMZMM1msK1wnQpBRrqhggmplKKWQ03q7ffLw4X/xd8cf+PC98TRu1uvraXx7c+udI4BIOKOMMpIJ5kLLyJkXBqehCWCeHBLSrTYYyTuP3wOA85uLtm0fPXokON8Pp2keBQVApJQsdkpxwZQYy955BKAQMRMpFWWMMRpiXBanVcWneRBaaV25EJbZemczAR9DU2mp1HrLBdNC8JyTMWa1XpW5f9d1IYRpmi4vLymlKafNZhNj3B/2OWchRMrJew+Ev3z5OVDa1LUQfLNeU0rPdjshR86pqWSIwXvvQxIUhBCVrgijBOF06k+nY9PUWmshhdJGSkmpo8AYYzlhTui9iz4Qad5e33z0B78fgg0pXF4+AMYgpbPdzo7Tssx3+73ZnA/jqNrmUhsmBGHABafAQwiEZADAGDMmygTlReiVMSFh6gd++CfsPEHxcwPSFAlTDhgQjmGIHNqqpgARMmGCEGSUKiEYYzElyighwCgDihlS/iIkjHOOmBjjKd0nZZaqmhAyjROnXHHGBSOJK87KvFQpXTCQMXpKqTIVSCCM5oxCsI+/8+1f//Vf/7O/8is3bz+/pm9cWGY/++gzFto0BUYJYkrJew+ULdMSnM8phxyXEAG40Ypl3G63bVXpWp0/esik5IIbY7qLM2etW5YcPRAcxz6EOYZgR0uphOBjDJRF770QTAgZQ2jrWqmKz3PPorLJpwSnw0EL7nyou5aJNkQHBIehr+u6bTsA0FpTRqSUx+PRORdCYIyViKL+dCKEKK2rqk4JgTKA9OLF5/M8SimNeuQW55yTUq3WK6W5UtoY7b0L0zhPS/aeCSErHWNICa21XEipVcqRZKqUjCHmmDDjOI4U2DiOZbfj3CKV6da7eTpRZ3OmQini3DS8ji5wRALgvNtcXD549A5hFAGkrhijIYSEWWlFCBDGqEBGac4RSZa8UoQjMmdnkA1JOQChLFNklEomRFtVl+ebm7tbn/yq6wRmn5FgFoxTIECQM1qw9DlnRiHlXFItvzQvfAkSKkOEsgMwxhQIq/Oe5ZQpZIqQkYIAwlKOAFRwIbnIFDNFSElK8eu//mvLMv3ZX/kzf/kv/ep/+ff+dtVWKceqNjGnHJFSzKnYW5jg0vngXGBAgTFK6KqtKRNc8Ohc9iEgqVabxHnEjABLypjQx0y4EIxTCmulc7QxxFnafughzN57obPJqaQxeOtTQiEEzxhIpn7OMZJutYrWrta1rs31zbWpVVe3rBLDMOx2ZyWfSEhGKdVaa61zzsYYIcWrFy9TSpWpKFAquDbVNA7TOF1dXTTNu6YydraSc61N3w/7/V23bikFu3iChCIzqlbNSlfGOj9PAyWsMpU0ilISgh37OUSUjC/LguReO8oZJ4haSkDiY5SmFdIQyMviTCU7zrab7o++9a3j9Y3FDJMlQlebzcXlg7YWiFBUBoLz0n5TSgEIxpxSQiAks5QioVDOFSZ4iolRRURKBCiDmJdhAi7VME+RECUVUMKAUCApeso5ZSKT8joYrEMMUldfCktSyindK1XuVQ+ECCGkUsE5H3zEjEimaWKScSkJJYRQABaTs8lnGkUlgGRN2auXL3/nd3/nZ372p9++ffNr//nfzCnkkCDRDz74ilBqmTxiLstmNwyYkUuplOaEZkqXeSYRfXD9OPT7Q388Oe/atrUh+eDneWaMhxCOh0Nbm1YbxoAxqqtW56zESigzu9HaWUiulFimxdoFgXOkWtZ8vdn6iC5hXTVaaag9AfAxdE1r3bSAlVxIJYbxtMzzOE1NUzdNU1AzhJBlXoZ+9D5yLo2pKKfLNC3TdDwcCCFKyVevXocYKNBa1XW9kkqXDIrTqZdCaa0xJ0Kyj/7wYpSaKsWFpBlz8DGDD9YaZWKC43gEQrQxQKkxlZKaCyCEYEic8Zg85RKBMJmDS4O3wDF4a0xNtOJVpZVIMWCOWooYk3NWSKaEiJlQCiSTAmsBCkAYAcBMOKdcmVSAopwqJUKMKYSckw/EL4Fy1rXd4biXUp6fnTvnY4xSaa0qX+ztWOg6kJB477gQ8zwTLF1/RiQxJiFkiBEJsc4xAAaMAigmAHMJ4Mg5U0yEIFCQXIQQxsUyT6RkVVP/1j/6+3ZeXr36/N//9/83b27uWlVhZE3V/MCHXwveO79gztYVixH205gHLAIkv6QYY8o+A6WM23EgiCGm0ziGGE79EQgYrUuwg7W+UTUSmhFmlzkwxnndbSvYBL8IQbQU0zD0Q+8iIhGCCS6NkSAMkhhgmebVSjsfnHNdXSXGc8wu25JJdDgeEDElvd/vvfdN03DOciIArFCQTGWss8EFKeX52QUSXObFLoFxxrnkUlHOGec+2nlegs+W+Zubm9PpwICkFAnRu4sV4xQYhZi8dRn8PC6REylMXdeFFRJ8mOeZAieUDX2fXbB20VomymMm3XoliQAch1d3jFEmOXBJGdtu1pvNuq3rAmkqjoiye2VMpByDj0ywnO+3/NqYHNP9HJmCEIJwIJlwUVRsYnu1yznHFPXV1X6/3+/ZZrOVUiOScZy5FkiS8/cAnOiz4DKndDqdJBd1XXPGgAFnnAIFTjMhOYDkghZ+NyGYU4gppcgJK/dqyik4rxpdtXW2Dig57G//8J/+XvDhW9/8A0xRqgox+ZAfP3vSdau3b68p3HM9kfKUs1CSAvMhuBSA0XW7mV2fkCafYvBCKKV0JElKcXa2O+wPwTsgdLtep5QmZ8GBVFIqNc8WMrZNSykoTSUHJSjWBLgIiRHCg7NcmZpS4Zzr93fzNF6/XZDA7OyDi/OrB+dSmmE4Fd7Ver1mjAkhAKBpmlK8A6NN21IKKTgffN+P87hUFdEGpnFalkUbrZRKKSltxrHnXGpmGIe2EfM8jVOQUnNKVm3DhFZGFvZLDjHYQCjZrLecCkIok8x7N44j52IYekRqvJxn1xmjpRSMRkL3p9OyWI9LWE5Kmbpp5n6ZpsnPM5VySsn7qKQSQnKuGEdS1CQ5M8YpKf+b7o3XAJRS7+6tpJSzlJNQUnCRQsgpuxjsshAAU6n1ZnM87pGgUqZkOQnDl3FihHHG+r53fjk7N1LK7WYrhci5BH0gZYwByzm7eQEABtR556yLMXIhlJKMMYLEeVckvoRgjKFQYA0T3/rOR59972NGkAtJOc3ZI+Ux4Y/82E+s1uvTOKSUMCUhhRQKAEKOMWYk0DJWbaockUBCyhJPRorrm5thnLhgu7NdP5ycc7UxOeFibWnIuOBvrt8ikvPdzs7Lq9evnjx5IgSbrdNScMoo1xxIjhmT589fvGqqZuxPDEhjpGDMtG1Icd3WUoq+7wsqcpomrXUp1auqWpbl9evXxmhgoh+GrmuOp/0yu6ZeV3UdY0KE1Xq92e6WZZnnmRCYptkHD5SllKuqq2rFBTu/uJRcOTsP/bEf+tmOUonNeqW1Dj4xKXIiIcUY43SYKGVVpVPOUsm2aQhgVVWQ0E5jjGnyi+AiIeZo15vNNPXdem1HxzlnUtZ1veo67/08z10nkGDJuqEUMBMKAEIUjHYIoVgzpBBKiIzZBZ9SpPcFWT6eTtGHqq6994zRqjFVrZCk6+vrx0/eXXWdDzFjMkrVVYMZcvTaCGN0SkikIHhPCvbeL9ZzxrVUhfNGEAspU0rJCjkiJQakUH2VFEIwpPcSdUD85ONv+2VktI45c8wMcsDcrXff+Mmfst4TShgwxjnjAjPGEBLJTAgCFJBTShgXVVUlpLpWhMS67YZpSTHszjbV0axXXU7JTZZxHnKel1lrrZvqo29/+9Xbt9vVavFu9k4QfvP2+uHlVV3pJQTJBcFAUuR13S7THJxb7dartmVcJwKnYYgxvXlzvd8fl2Xquk4K6b2nlOVsb25vlnlZlsVZp+uaOMcYGK0xg1JKcGWdCyEqrRlj3ocYU9d1XPD1uqOUYSaUktPptN/vt5tdZZq725tlmaTibd0QSrx3k/N11QkprPWMMcaxaRoAWJYZAOqqQYxIEkEBGZTS3tnJOlNVetVhspykuqlPN9dv8itEHKcpvXpVbTaPH28YYzkjF5QQRikwAMKAURozGmOqqqrr2ntPy2/6QClIKVwISAilNAZX1xWtKZZ6mpC+76uqMqZ6/Pjx/u7AKZdSAsFK63KvdasVUIwhpoyM8pyT9x5J5IJrqShjgnHBWJk6VBUvFr+UCiFFcgYMOGh9f1xhGbzjPA0vn38mkATMRSnBGZ1d+sWf/dnzqyubs5CKM4aIPsQiao2IVAgtaY4BCGEgaKIhZkKI8x4Juby8IJiHsacAXdsxRsUZiykv8Z74dTydfuEXfiF4D5l85cMP9/v9OI9tt1lcUDqvt7tK6TCNt3bmLz/7PIXAKe2lSDkjnt6+vavrpuu6YZwZZ7vdbrNZ5wzTOO3vDgQy53y323XtmnOOQBZrAcCoJsbjfn8npRGcJ4LTMmNGKlijO22Mc8vHH3+31opSioQcjocYIwN66o8UWLfeCkkzJiAkhHg8HXNGThXlgjIBlHOaEVNVVV8wAcg8j97aVleMyagMrOlhnqxbOPEYg3M+IXAu3NDzqjo/v6gqrY2SQgohyholpYil/wdSFCMAUBy83vuhn6QQUgohOGXehRBCwJgEY5xzykUNQAix1gJwxqRSfHcmXr168/jRw6rSmZAUEpcCKMmZEKSUIEGklColKJVcUFQMkSKSiCljvsfCxMA5pYQBFAsSYk6CMUoZ5SJnRMgCcPL9Mo1GGEDqkQDnLsPl1fkv/ak/iRxq2WSCIdgYE0EiBE8xhYQSCEJKIWBOPi+E6BBjzp5SAYjL3KcUnA/B2n5xq9UqUJ9SAqCVqRGxNVWBbBCCh8PBxRBdaOrWeXc4HR8+eYdmSkKKEfmTx48xpRDdNI/eO8Zl27VSKkpp13aUEcE5pSzn2K0aLqj3TinNGI8x9n2/Px6VVlVVnfaHpmkePXqnrpt5nsd5lloJzodhMFrP83zY75WSm+0akCTMDx5eFc3dYuecyDjO/bBIyevaLMvivR/HUfCIhBJKGIW2raUShGTvnRACKAsxmKqNIc3W5pQAoOu6eZkFYXbKEbMNgQmxWq+yMt774lZIKTq7KC0zxpwT57wQTREhhIiYGGNFXqKUFFxwzp3z++PehdC2bde2DCgAJMwppVIYAEBGYl0QXNVN/ebN68uLi5izMTVQkikti78vDZ9CCMZoyiGlCMBLMMI/w+fAArgvwLecEiPEp5BSst4jYNPUAGyZYolhSwEJNQmDC/6X/yv/1curBwEZAOQUyx6ScaaUiiSkFFIukHVPQsoJc04JAyE5EEwkoVswY0KIIREC87w4b5umAZJevnwJANqYaZq8tZeXl6aqhJRl416ZmjJ2Gvrbu+vz9eoXf+mX+PHuLpMUQujHPufImNC65lwIxn2yjNHGVCWSpPzMGfOy2Kbu9ncHAFBKCSGWee5P/TwvXedLTHJIKS35ehiEEN2qE0k2TSsFWexcV5ViMmNaFns6nVycu2aDCFJISmGa57ZtlZTLYrUxAAwxE5KFkkrJeZ4oBcYYEKxrM5wmSEQLFQmJPsUYkWDEzKSWKcI9AjQ6u5imzjnP0+SaLmGijBTvaElISKlMFXI5rorcQEmFOZfnYLVa+xgQ0fsASKQUwKj3/h6FyhhSGnP249S1XVTq7fX1k3ffyzk6a0s2WM7ZWquUYoyllFMmiIkQXmQHOed+GAqpgLF750IIgRAkFOdpGYbRVBUwqpQYJ5uX0NVt221ef/97hLeY+WmY/syv/Jmf/8U/MTtvEzAbUvIAyIREzN75ZZrHaSnqi3leGBIK3LkgDfM+xOxSdCTbEMJpthQ5F3qZnWmN8/7u7Q0BWK3WJJPdZtu1nRKCUIoEGaMxJKnkZrPb7s7ee/qepEQJxgVlp3GQWu22O+fnmEi7Xm1W26nvWaBtV3MCIUYAorWqqypiSgmW2RljCquUUGCMPqweNU3rnF2WWWvFCRumGRG11iFEuzhEMs8T5KiVCMHHnJtqLYQUGk1VIfoYidFKG66VIARjRMyQM+acnLeYc86prqsQfIyeC5pSXK07jiKnOA2Rc55JzpCDj1IqO45h9t75tluRxdplCSGUATJj94mpOccv426WxWptvkTZeu85Y5xyoIRSqCojs7LWLtMCCJQyJXjXdQRJygkICUAzZiCUUrpadSnGly9fXT0474f+7na/223bttNaF2wJZZBzzjnaxWWCBcM0z0td18W6QykAUsYYkswY4YTXptVNnXLywTofuQCj9U/+1M9967d/d5wGLqs/9af/a//Sv/zL1sfr495lRjNhgMAIFYICxZSTDwlJiOnN6eCWOaWcEy5Lnt3Ytk3fD6f9TWfMalNz0wKBxU4//EM/NPkx+qCpPLs4l1J+/N3vnk4nhuCF2Oy2ujLD0AOAMYaQTCA7F6gUyVlu2opqPrtFCCklDyGO/QkIYAxNY9q6moeJU2oqQzlbrFvcjMikNARwtgulXDDpbJjDbLQKwVHKpDQY4nojKRDv3DKP+/3BKG2U0FoKxYHQlAFJXq0aBDENLgYUSpQMrozEWd/3AyG4Xm+EZAQEZ8I6lzETTBQY5xXjkBGP/ak/niiikIJotm7X0Rnr7Ga7ye881IxN1p1mxyhdrF21bVVVZWKSc+ZcEkKFYIwxY2oA8N6Xdd4wjCdrV13LuQrZZ5K9C9YGI5XkjAqeMHnvCABmpBSQSamUz9bFgDmuz8/C3d3Lz5831UoKAZRRzihnzrrFLjkVUC9PKSMiYpZSrNqOAGBKjHHCKEPAnJ23SHJOwJlwfR9ypAIpQKXE3Wl48Owrv/zf+HMff/z9H/6RH/u5n/+5OdjhNC8+ccmcD5CyQDLFQ1b8+PZGIrU2BQKnccjJa109ePggZCuIMlVDGay7ynDJJW9WG2Nq70JMftOuBOecUqBUSvWNn/jG6XRc5kUbLYSkQNumAwDGqLWL1rqpdEqJMcWPp6OqTNN2tamUYCH4w2lQujJKDOPp1auX42mY5/nR43eklG/fvg0xVFVbNZ0yal4WIfhq0wqxGk4nJihPtG1rt7jbu1sC0J9OiNjUFRAqpWhazTlhVGQkjGUApCwBQFVJpTihMSbrnV/mxWhTZIA5x3FcUkpaG6mkFDQGG13q+9G6xVp7e72303y+21WkQqApZ4ok57Ru27hZ72/37jQQClyIoe8Ph6MUYrVel/0mIgohKL3/gMusAQoTOqaubU1lUsQUc8KUc9ZKbdZbTNGlWEgqjFEfg1aSMZ4SSq1oCoLCPIxnm80+BbvYd58+LZSzlFJhvTLOtNZl2FEqP4JkmWcCFHPKCwaSiY8ECWUAFJbFx5CqyggtNJeCgp+WjHjy/oMf/dF3vvIDgsuPPv0sceCMI6F+PL1+/XI8HBVhuqsOflqOw9X5pZaVrqqLBw+EYIjYtp3SMvhQGRNiSMGv65YraZ3/znc+/t73vnt5efUDX/2qFLL0TClFY0wIFee8uN7LG0j+GYg3It6HeP4H/9k/7MchlnKVM0ohZnIapmgX52dMqa0bQsju/Ky843VdEeCnYSrZTCHarmvatmWEhhC8d+PUv317fTz17zx+rKRuqlZrjRkpUB+X4JyURkqFxBOStZGMobPAWQ0UCaT9fl/KcAo05zjP0zQtUihjKqCEcpqTIwkoE5TRlFIMaZ7moT8JyXVbESSQs+CMp3z9+SfH/eH1mxuLOIyDaKqf/smfvrq8rJuGfpFKV8op732RpwohELEE04fgl2X23gulpNaVqZQ0jDKSUqIkpoA5a61TSkBIQEIpk4yzGDmBlBEhU80/+d5nhODF5eWX9F5ELGektTaEEEIsDrycYkzeWc+5SJgpoUJwJJhz5FwpJn3wMXophfcOl1C1zRCm090+WL8sNmJOQNZNNw7TOE3ezl1VS8qpENyoddt1Xce4oJTtzramUjFE5z0BmKdJS0kprbSujEGCIebnzz/33j558q7RmiCJMd7d3QkhttttWeh96eQpb2BKaZ7nwog7Ho+EEPh3/sJfP5xO4zQarY2SVV2ZqhnG2U6j1Lw2OoeUUmKcCylMebQTEcqY2njnfVgoJVJKjKn87ZQRoIRRplXtfR6GPqWkpOSMVU3FGWOUx5jnebRualpjtGTMYOYxeiE4+TIulMDheIcY23adEyCSmIJQgkJkhKVEl2UexnGaR611bSpVaSQZMwl2wRgxBD+djsfTq1dv7/rjar22Oa1Xm/fefXe92ZT1eVVVnPMyYijHVYxFASIQse+PjIGU0oYYU8mYBaC0MYZKQTKGEBijiCSnNAfPBW+04RlpItYHoNFFt9h4t78LKZ3vdoQQxphSOueYUgSAnLEgGyhl0TshCRAWI3LOKKUhQ83ELgAAZatJREFUBikEyWkYZkIAc2JAEskJM48EM57GE6bU1u1pGPpljJgVMCkEY2y33Z2dndlpnpalruvSulaVOY0TUHp2tikRwzlnzIlTRgG2m52u9N3N7TQvMSXB6Wq9ubu97U895zzGeHFx8fDhQyE4YslBQsaYlJIz7oMfx7GgvPb7u7pueE7x4uLskl4iohJccEYYV6byTUUpMoBIPaWMS77YZX/Ye+8zUgpjwuSC15pvtxvKUvL+i34KY/CEEQ9hGt3QDxcX55yx6+s3wzLutrvgpmEYl2WRguWccq7rSgtOEEsWBpdSBu+ncbo3fhEs4IBKGh+ct37x6F3kQrRNK5WoTAUUhmk4HvaLc+fr7bqqZm9DDkgIF6rqGsqZTLDuOufc6Xis67ocHiVU98t7kHPeNE050jfrDWWAJCtCCbDgguASiyIUCSt2v4wUAAlhQAFhnhcSPQZytz9YN6xXbYiopEpuOR6PZ2dnx+Mx+BtCvyB+wv1/EVEwGhMlhAUXOWMJEYBYSikh8zxLIf0y96fjHLypK5ZJWjwQopWchykt/mq7m5ZZc/706RMgxCeyLG672zUxpBCBYE7p5vam78eEWOjzZ7ud0qrSCpBEH4WUSOjl1VVGMk1TSqFbdYXFd3FxYapKcJFSYowXxUTOeZomKeU0T/2pl1JVVbVara6urnLOXGkZY4zZUcpJxrEfpuAE141W2kggOFqrlKp1TYBYa5u22W4vMNHF2YjeOXs8jUarTdtQRhljMQYg91HeIUagwBhQSqqmMXUFXHJgl3XFuSCIzrkQw+F4nIZ+6AcuRdW0m82GM4qYU8qHQ7/qOsQwW6t1VdeGAmOU1o3OOTnnpBBIUAjOOO1Wq50UFTfolnmZTv3JTnFZHFOCUNopk2KsKnN+dlbVDRLiQ4AvghHL4/WlXTPnLIQkmJDS6FMm2ZiWEeiHEyIG6zNgyDFnlFxIrTShANRF68PiXOZarJsNowQo+iU0Vb0/HJ4/f865YAxSSCRjipExhkCQoOSCCpMThBimfprHoWrbnLMPodKm6+p5nCBlkoEREhabCTx98pgADP3oU9BEKiGlEATz29evKUA/O9O0SklVKclk8E4qkSgo57VSzjmgVCllrZ3GHmOapyUjASbWm7ara+98RtKfhnmed2e7/XG/BvLowcMYgveuwGZKD1TVZrHzMPaCS8Zo35MYY9u28O/8hb++3m6mZTkej8e7/TyOD5886Zqubeq6Vss8DadRCF41lfe+73vGmRRK6zpjiQeld3f74/FISVytVuv1mlIipY4xHQ4HzJBJUoJppYSQ0qiYEZCk4AmKGNNs3Twv1g/Xr19Jzt9776muDOdCCB5jevPm9Ty5i4tzU/GcIcQMBOd5JJluVivBOWMMBCsrvJhjijGHOB2HuT8sdmQsuyXFCHOYI6bL3cV6u1tv1znnpmmapiluhZRSIT2P41jmI0V5l1IMzrrgUqZSV4yyZZqT94KxU98zrXRtMmagVGstkAXvEiRCkWQKQL2dcwwEgRHqMXHOj8fjOI673S6lgDk764QQlNOUEwNOiSBAfLDBu7kfhJQ+BqS00iZ5Z+dZS5VCTJCFlI2pkg9CCBfjsMzJWqnMdnf24OqyNirGNM1D2zZKa8p4pc312zfe+7PLK0pgnmdpdFVVKaVPP/3k7Zs346k3xnzwlQ91XXddQwk5HU6My81mW2Z8ABBiJJkoKeu6LssPa62QoqpMSimEcHe7995rreu6bpqGU2C3t/v9ce+dE5w9e/99064A6OI8YsKcgDEfYxwnJaXialqm2lRGCySkn6acoTK15MIHC5SGmHNO+/2IGRmjUnECvNKaUZjGebaLqQxj1DsbnJ2dl7q+fPAA8ezxO4/n/tTWlVASMXMhpaIPHj40uqEAQBMBOk3zMi+VaVKIGbMvuirvnHNd15nK5IzBhxQT5WK1WnNGBphvbg/G6NEtmUBG8p2Pv9t1XUqZEqCUxpRSLhP5RCktugZEnKZpGkdGoUAD3WIREFMSgmPOUvKM6KxljKXog3WaS2cXKqmpKmAspSyVRs6TjyQhpZQyVlUVZrTz0nXNsiylt2KCeu+d9SlGSiHlkFPcrFeYsZH127v9MPatVpTC6XQUjG2227v9LUP03ispN2cXFw8fkBS9T5RxRJIJCKlk8kChbM/GcWqaRirJhLqPEYkp+kApvbq4WnUrTuluu227zoaQUqy1YZS9eXMzzy/q2pyfn8UY53mOIbRtXdWGMyakEkJ8yatxzp1fnAkhUkw+eB88/A//g79cNbU0ijGKMRphhnne7w8J89nZ2mhJMgzjwCUHJIJQQrFpG8roNM2USYIAFNqmtTH0fQ8AKUdnwzxObVNvdyug9Li/Ox0PgskMuaorzmkKfpnDuESudNc2QKlgjETHSJJK5JSHaU4A6/XaaIM5cy5dsMuyxJg4ZfM4jsvkQxBCSC5Kx5tilEqlGDFmxjAuU05umYP10fklQG7rFTA+zpPRerfZBGcRERgtmuC6rruuK2dYzgV1GQjmENwwWqkNlzL7EFMAClprt/iEyBiFhCknCqArDRSnyUopgNIMNEfPEJIPmYPgIsaopDzsD9M0dF0XYxKCc8ViDClmQIgxLm5hABhisJ4qMQfvfYjjBAS3m+3pcAwxvPPOO13XCSE4ZzEiFaKSPMQkpJRCTNMEX+QBMkZdCAzo/u6WMdZtd21VC85HuwiglDEh5Wa7kYzH6PtxPJxO4zgqzsdxOp167/3hcFivVw8fPtxsNk1dA0B5o6qq5oyHEKZ5DCGklIQQZd9arkjetA1nnAsevCMpn5bTYp1zi09J8IumqkLAEMI0DqfTsarrs7Pz/eEwjpNS+urBIyHk8Xj8wz/6lg1hu90pJYdhsNYZpXMOr169EEI5O0/zzMBJJS1zQghCACgjeVFCC0EZV8s8K07bpqUMnJ2FYMHG67c3SguCpD8N1i3jOB0OhxjCarW6uLgghBCOQihCICYvpAACSilmmJI8Kjkc9lLReQmYcbPpKBfjbB8/eVRrA0jYqqUlChUxpySV+rIlpJTO81zkG9H7iHkrZVgWQpJkPKeUQjSmTqQAmjOJlNLCZfbe+xSCj4ExZoxJBGOKwISQUgk5DIMxZpyG/tRvVhtKaY5RMC45y4mQ7DgJWopIvODcel+bisNinceUb29uvffn52cF3oyIy2KPx9N2u0XRUoCcksu5bVqgcDjsb29v9/v9MAzr9XqappzT174mKqUAyOlw7Nr2fL1yPpwORwrAGMWUOYEcIpXq/OzswdXV9d2tUooBrFers8sLO8+YsuAc8b4jBriXVjPGxnFkjGllZr9QSuG/9T/5j43WzCjB2appJJMEqDIqIQl24TRJcZ/Gfn1zo+uqa7px7A+Hg9ZV03VS6rub289ffhZSLjmDSmut9Wa1CsGdTkfGeAy+bZtVt9JaZ8zOe8zImZimSWvFpVxcijFs2tbP82k8ZEzB+xCIrozS0lqXYzw7O0PEw+GglFJKGVN8O3Salr4fhaSmMrU2UiqSM2Cex/7lZ58SoCmR2U2U08W57dn52cVZrY2SUgoBBO6fJMbGabxPO7+XpadS1FNCCSChzLmQc1BCUKCMMQIsIQIFisQ7J0RhxMUCsaGUJswEAFM2QgbAaZo40BAC5qyUGPoxhSSVBF6SyZWzfpmmlNI8jZXR4zg675ngMSYtxHA8rVartm1D8MYUjJTTWl1f37Rte35+boxpmubi4oIxFkIYx9E5W4YpjLHLy8v9fu+cu7q6JIQuy1L+ePmrYgwpRkRUSimtjdZ939/e7le7TVe3lVaU0ZCzXWbB7qdWpRIdx7Hv+5KBXSa987wAIUII+J//n38NkbgcrF2mfsgh7XZn3XpFOIvOCUgpeABAQvtpjjlKoTiD4/FIKUNClTbeWoQ8W5sztm2nlJrniTOoq6rc8bXRdVXdL/aVijHFGAo4X0vpYnx7dzyeeobICCKkqjJKSqXbTHLMsa5qLZVSohRA8zy/efNGCLHb7arK7Penpm5NJZ13gOC999YO/enF80+n01EoZXRNhUCSm67enO2AQls1WilCiJ2X0gY658Zp5JxrbZhggt+vor33FDghxDufc4rRp5xKRFtMWSrFhUih5P+AEPdjCyklIhmXCQjJMWFIAXLKiWTCgKYQuKAxpP3+4Jy7uDwjhIQQrLXDqRdCeO8YA2ddGZ4W3ZeWatV1KaW6rrTW1tr1er3dbud5Kamw5QYsJ8c0TV3XXl5ellupzHvX67W19uXLl0KIrlsNw3A4HLTWhJCzs12hIxWEX9s0zvl5ttvzXVO1kjFgJGEO3qecGGWCUsEFAjmcTs+fP8ec67ou2KISGGCM4W3bDcOQcqoqs25bTgUhxDqbHWAMgx2GYSIEMOfbu9tEcL3adG1d4qKtC/bmdt117aoBxoUUTdWGEC8uDQNCkMSIzttiHD8dT4wxk5BzEUNOySXrvv2tz6zz1WYbIgLQqtLrbdd0ddu0dkkvX7/KGCtd50zmeS61VHGjc86dc6fTiTGREcdpCsFjQmstyVlrvd5sW1NFLJ1iNkYh4vF4kEov47xZr1ardVVX3vlywNRVXahUXAoAKF1biCElTwkBBGftNA3W24xYjswYPBdUKm5zHMehjFuLfS/lTBBTzgwg5sQ440pgyt66nBLI+7nikpdxmEr41DwNjDJvM1DQVSWE9NZGH7gUUimjdIoxhKC1Pjs7s85hzpTSzWbtnP/ss88Oh8M8z0+ePMk5f/zxx1/96oePHj0qj1SZ+E/TxBg7Pz+fpun58+eI+ODBg7btnLOrVTf0ffEVH47H/nRcr7dKVaaua90iJZiykDznZBcfQ4xIIg1Uiaquc0qMsbZtm6aVUiglyzgQ/mf/yd+UQoDkQNEv1s7WueCj9ylDyoyiDxGArlZdCE5pKbiilDBGKdDF+hjTbrtNGENKANQ5730EGgUlQJhdfLw3xoTj8bjdbeuqmWaLiPMynG7vWMbNbpeF4tIE6xqjq1b74KSQiprDcBrtVGnT1LVSAgjxwaecmqrmnI/TNE0TpZwznjH54NqqNlU19MM4DtkHyeg4j4sNKSPnDGhmkkqlCaJRuq5q56wUUkrJGCvgWmvtvCzOucVaoGC0btotBxacdctEKbgYpFZ1VQXnMkGtNOOcIHHWEihpcOi9z4ja6JQTJCSIi7UZkTO2zIvRmlKkjJ/6XgpZrr/VqovJ5xQZE4hoKm2nZRrG4Dxl1MWAiILzs/Pzrmm0UnXTFEo+IZBSnudJKZ1zHoZBa71adZzzlGLf98MwSCkvLi7W63WJuogx9v1Q1/XDhw8pZYVJa63d391RSsd5vr25rqsaEb7y1a9KrigBoFkITii8vr0O1hvGJeWqrmSlnbXPnz8fxkEr2TRNCLFp6qapi3HsmCFnyBjz6XDQplqtNxgjk1QKwYMfxzEi6TZbTOGw77WWu93msN+P0+JceP36takUAi3R7QCMC7JddwRRKlGLKnoPjD579oGQnDPedZ310Ux6160vt1vK2HG2IKSWhlPi3BxjsIsd5950jaq3RuscU4wpBBdiQELGfhj6Hglpmq6qxLIsQjBjDCLeXN+EEKSUmcDtzY1zFpjQSmWSnXONqquqCjFa7yiBouIvmxwCQCnElDjnBImQoiyJg7WjcwTzqqm11hlIQkwxcsH7cfCLRaAl+TKGUNaxQKmk1ForpRRShBCElKxcMxVYawlJWuvdbhtjUJzf3d7aZa4qHYEMQ79Ya0YNGYtBV9f6fH0ppNBa73a7Rpuckg9BKVUuMgAWgr+7u+26ruva3W6nlEbMhKDWutyGr169Ks/c6XTiXFxcXJR02XL2l0v/+vp6s9nszs8uLy44o4hAMrIS9u4DEpRKrNbd9au3L968fXh+qYwGJFpKQsjbt29zipyzd999r6pqYyr47/27/+lqtUJAF5yfbU7p/PyiH6d+mjkAAFm8K2raGIJfbM6kqjRQxIxaV86H4H1K3qdc1/V6tWJcIsa2USmmZbExImeMICkf/3a70VUlpHHz4pcJchJCRID9sQ8h11Vl3XQ47o2Sm7plRs3eYSw4HnDOLm6xztFMttuN0ZVUmiCZ5znmmEma+lEIUdVVcH4cBik4ycmHlHMep2meh3bVGGO0MdvNptKm6GRCCEqpGOM0TWWlk3Mex3GxNqdEM9R1k3MigAAQ8z17CHN2IdCMXAhGKS/Nds4hBFMZ70OZH+aYKKMECWPUe59SFoIxToEQu9hxHHNK/alf7GKMZgy881wIrXVwXktVV827T590m3XOmVGKiIe7u3IhAi05SOz29jbGeHZ2xjlXSq1Wq5ubm81mXdd18RrVdf3ZZ58dj8dlWaqqKqZ2Y0ypeo0xdV1JIe7u7hhjNvjgPEF88fnLywcPnzx+d54nIJlLwYCYtsJEfu93/wkj5MmTJ82qowQSYojBLjbEyBnngikl4H/wH/4/OeMZMcRw2u8F41VVA+XS1CTHw+HORU8pa9taKx1dBICUwjAcMWPdtJSJFCNQFEprrRmnKeZlWapKIMIwTJhRMD70vVJqve4QMlCWEfzsaE6ckhDDaRzGaWa8AkoZI5vtWgkGIYLi47IEH6ZhlFxVRgMHxoVgjOQ8DfM0zc7a1XZDOBNSKCEZBWeXeV6qqiI5zuOYcp6mCTOaSjVNnXJmnDVNM04j56KrGymkkAJTjjFIqYqtLXhfFsxSCK1NjNF5dzwenfdt29R1AwRmazkhhEKZ4hTXfPksg/cAkPL9rxACo4RSGkIIIczzmHMy2hBCjFSlFV3swhi8887jYv86HA5nu7OL84tu1ena5JSC8z4EuyxlPVDVtZRynucXL15sNpthGJqm+eCDD7TW8zwDwPX1tXOuruu2bVerFWPs+vr6dDoZY7SuhOBCCCkV3EdLEMH5NM8vX78e+t4ty9s31x/+wNcePXiEmLtVK6QQQAgFzsQ4jp9+8oldlrbrGGOLd0orgtkuQUpVN5VSAv7N/92vKqViiiklyQQDSgBiwnG2wS+cEqmkd15oKaQ0onSn/nQ6IGLTtMbUlTHduo0ZD4djzqHE9eQcjakRIQRnlBKMpxStXZDkxTvrowKuGIvBHvsjIbjZnfkAMSNnAJTkFBSBCIRr4RY7TzMDLiWnnNZNq4QgKXvvl9lhTKqpiLjPtMYYOOcE4HQ8puAro4Z+mOaJMa61SikYY4QQ3vt21VVVJRgvNTtDCDGU6ruwOihAKUqkUmUGGELIKWujCSEp5GGeMMaYA0HyBS0dpBRfanLCF79yToxR5xwhJMYglaiU2qw2TduE+8h7ut/vD8e79XpTV3WpijbrjVtcSKFq62Wah74HgPfffz/GuCxLRiSELMvStu2yLNfX1x988EHbtikla621toiqS6tY7rtSnseYlNJ4Hx2AMQbGmVYKc2acE0aPd/t5nqdh7Nbbrl2tutZUmgDJzqUcnQuMsbbrvvfd7968vZZahZzqxnBO5ik4G1fr1W634V3dxBBzJlobQOJ8ZIytuqZqaoIZU5znWXLhUhjGka9FtJ5RenX1sKiXYow++M+fv8g5K2MIQAgBgBDChmEahiFYhzmP4+Cj83babHbbs51UinOaMzKh15sdpYwxyhhBQmdnvQtt09RKccFccCRic1bHEMd5TCFHzCT60/4ABLbrTfTBBcepIlIySrRSujLOO0pBcT72vRDSGBJDjCECxXle1mu9Wq3rupJSEiBICAkwDwNmLBmCpeHywZc85hACu98eZufcqT8VuYhb5vJhUKAUiPMOEUuoqXNOcC6lnIZhnPq6rhKl0zgKKc/Ozi4vL3er9fWbt8lHgvjyxQtCyPnFxQcfPHvx4sU0TZvNRggxDEPdthDY/vaOUlBKm6pmnB8Oh+99/xNdmfPdjjH28uXLpmm+9rWv1XU9z/M0TdZa51zTNGW2VOQxZcC23e6MUd47733OyDkrQW6MsnGeLy8vdVMH58/PzoDQ2TpKRc7EWsc5ncZhHseYEDjlWu8uLidrScxKCaME53y7vUiRlH6Ic84vLy9Tzvu7O+9dzrnv+9PpaNpWSwGIJeMEAU79iXN+tt4UhtE8zzc3N6fTiTG2Wq0qU0VMOWOMkRCCGO95YoCccyEkl1AbWddVjsnmOXHR1l1dNUDRuYVSghmHYRSM787OOBcCacbIcipBeECBcS6EzDmFhGVCeHtzu1mvu67LQJDSpmokQCbIOV9yevXqetV1SPLpdNDaUMZDSEppIWRV1SVObV4W7z2lkFLmlFLGFu+GU49AYkqMMUapXWxOCRDLZyakrOtqWWaSM+f8dDrkmARlRR9xz3qgjHF2+/bNarO+unpmjHIuUAp13YQYxnHYrdbltmq7hhBCGbu8vCz7kE8++cR7/+GHH1JKE5JMckophcy4eP7558PQlxLbWvv5558DkPV6Y4wp8J9xHItlo2juSl+Sc1ZKNU3DGDudTpzzMk2VUnrvrbXee0LQaO29N1hdXlycDsecEqWwLLMDqI2mIKuqXuZ5mcaU83bnVqvu6dOnyzC9efvydJqr2oAQUlTe+Rgj/Gv/4//D2dnZZrsFQrxz1npElEoQQRWXWsoicbTOzcucMwrGzs/Pc86n06nv+7Ztu67b7/fzNHEpC8UMAKqqKr3S8dinELq2Xa0aIHmepmWxCTNnvKnXVd0iic6OITmagSQyWhdJpkwokFLxTCLJSQlFCGZCkGDAjCmWBIRV3VICg52BUmW0YJyk6EM49r21y7rtcoyfPf80pcQY9T7UVb072xljQgic0Yw5hlAgMDFETMk551PMOacYKS1Lwzgv8zzOF2fnQHNxdRfKNaMMkCxugUw4pYwxa13OiVLadav1ajUMg6qMlGK97oZhXOb55//YH5uX+fr6epkmgoQzZq0twP67wwEIefz48Zs3b8qK+gd/8IfartsfD8P+MA0DYXS1Ozs/PydIQox1ZW7evJ7m+erqKqckpDTGzPNc1oi///u/X77hZd/ywQcfnJ8XNmIuwy1CUGtzOp1KHfbg6tJaSyndbLecczvNw2nwGVPKUN5wxs7Od0yw169eA4Gn7z31ITjnmqoLfrm+fS0kmxa3zEFwobSCf+W/+798+PChkPJ4OCgpHz56LKXsh6NLjiRgwDhnRRm4Xq8JIdM0zfNcFJjGmKILIISsuo5Qehr6Ip1br7t5nr33QmqSMwVa1bprapLSNM83dzfRpd35QwA+L33GhSDBQCDmYZ4SB8JYp+vz8y2XguQcXAAgTArGmM8xhcAAOONh8TnGgDmkCIw2Va0oW5z1KXLOkw/D6WTdVIQxAJQzJRSvqyrGEKKXQkouYgivXr9OKRpt6qrCnL33JdRqsRaBxBgY8KpuKYs5pdOpR0RlZHQ+58wFx5iGcRRScsEvLy+998u8CCG6rl13WyVFxlSKraqqm7a+vb3zzkopjsdTjLGu60ePHt3e3eWc27Y9HA6Msa7rDofjo8ePh3kUCbu6DoQM1noXCCHvvf9eWxteor8Rb25uympSa73ZbJxzr169CiGcTqfnz587595///22baWUOeN2u12tVssyl7WVlEpKae0SvNdab7Zbo1R0wVq3OF83zf725vXLl+v1utt0yIBTvqoaLhjjzDoHKKpaA6SE6dQvi12AkBgT/Jv/67+olQpFdIY4TTOl0LQ1cIaJUEJKMVjqvnJnI2Jd12U9xBlbbdZV04zDkFIaxpEyutlsgRClFADMy6ykSiEOfT8MJ8mpFDKlKKXOwI2pgl+8m/Z3B0isa5qqNUsOXEnDlbXLNE52Wc7Odtvt9nDaT/OyXq9qU/XH0+l4covVSuu6NrUhJBFEhkSZyobldDqN/SCFAMB5mTgXHMQyL1yKpq5DiGVIm2NqmpYASQWNFmK5OzAnKUXO2fkQY+Rc+i/GLs67GCMDsswzIeh9iCHoylxeXmpj5nmqTCWE4EJs1muSyWa1DjHEGPf7g7WLrk1wATHXTV0ZczweT33/+PHjpmnKl9Y5Z4zZbDbf+c7Hzrn3Pnhfs+JjTrO10zyvV6v1er3ZrCtjCt64TOO89+XQKvOIImv57LPPxnF89OhR4eYBAKXMe++9yzkhEiXVPM/GaKmU4HyzXlfa7G/vDsdj3bVt1zlrnbXe+9dvX3erdYnPWbftZr1OOUtVE4opeh8cZVxKRSlmTPBv/Ud/NeVcIopLjzBNE6FYt2st5TxM1nlKKWIahiHnrLXWxnjrtFJCciUNoeBioJzmlIEQKUTTtkoZzsV+f2ftHGLoj7233gerBG20UULquvIpL9YyCm1dQ87T4JWS610bMR/HIfoUnG/qpqo0knx3c3Mc9+v1brteu8X7xS3LQgGapl1tNgg5eAsAWogY0YYpxXRfseYUks8xl5SqlFFwHlMOIabkOBdVVXPOU8LFzXFZUow+BKAEKIkhBh8p5TEGyhAz5YJZuyilIOdlnkvuqFJqu91KKeu6LrHnSqkYwv5wePni5TuP3jk/Pz8cDm3TrDabxS6n04lxFkPggtvFli9qjPEegk3Ifr+vqopS+vr1a0R859Gj84uLvu9Pp9OXL1FujFIqFTV9mUtN0zQMw4MHD8qUroiCyv6+OHKL0/N4PHAujocjZ+zhowe73a5UeFJKycXrFy9fvXn9+N0npjIxpsPxQKE4uYEzritlpF6muW1bruTd/nYcR8aoMbrrVnVdAc38nn5pbRnC+pgW5+qmYowKIVbrjbA+xSQESCkLG9J5j4iVNinF4/F0dn7Rtqt9f7dar5SQ+9u7T7//SYip7NQKvzWEsOq6tnuA0Sfnh2G43d9qXV09eFh37TKN46k/P7/ggg3T0ce4TFPTtptVl0KcxmGeRiHYxflunOzbN9fb1aZUEoQgAHn54jkSpJTUTTPFFHyUmpGUpmnyIRJAxmBZbMm2kEqWmVNKmHMKLBbzOyJxzqJ3KQfnXNu0OZFgHQAFRAYkRQ/AcszLNFEk6/WqGFDLY1EeHSmlMWaapnEcpZR93xfe03e+8x3G2DAMr9+84VI8fvyYc15V5u3btx99+lEZfS3LEkIghHypz/TeCylTSs66m9vbruuePHmSUvrkk08+/fTTr3/9623bPn/+3Bjz+PHjrlt57+/u7gDAOT8MI0EcxoFSWp68oe8Z55v1usxTlsXWNXv27Fn0oaqMc64cHEKIq4uL3W5nvXvz9m3btgDgnVdSrboVEnDWDv3QPWiai/O6rk/DaRxPhJDCKCgqXKUkf/XqVRFXlFHesiyZYAmaX+YlxRQyYYy1bXe225Yfvmg/Yog3d7fjvCit3TJzQZP13/vks3EYxmkyddHFUqOVVJIS2jVdjM7anHNabdZXTx5uug0ALapFpTWldBzHw3G/6tbb9Zow+vL58xjjdrP23i1zRJozQq2raZz4ijVN471/e/167Pu6qk1bLfNEkDDCj/t9jiHnnJH4EFIOwfsUohQiMZJTsNblnIEwxjlimobJh2AqTUKwy+KDn6fZaE0p9cEBZYxRKYWzEaGcyvfTr/V6XVqwAq4tp4VzrjwTl5eXRpvbm1trLReMAKaUWrkCAofD4Td/8zeOx9OyzGXO1LZtad/KgRdC2O12jDNVmVXdMsY2m81+vz8ej4fDwTkHAGdnZ5vNpqRrl5FVeb4fPnzonEs5SfmFJTDGH/z61/f7/YuXL69WqxjykydP+74/nXq7zKeB1XXtnCsz3mEY123XNu3i3Ol0evv27TAMXbt65513GGOHw0EqcXZ2ZqpqtpYyut1uOefG1EKIYeinaY4h8fKF45yfTqdlWaSSyigueAxRCQFAmrpu24ZkhEyqqnr9+vWrV6+apqmqSmq9M0ZroblAQkjKF7sdAFmt19vdWUgppSg477qOAsMUhRBSr4zWKcR9f7w97itTM8YBqDECgDRNrcxD7721CwKs1yu72BTj2W4nhA7RIUAOIfrkrB/HeRz7ZRmaWlNKog+IKKXs+5NbBsFZ8IEASK2Cz8iY4AwyoUB89DG6FHPxc0/TWNUVTjhPI6ScQqTACOZCoGWMpohIiHdp6EepRNd1IcQ0jldXV4yxsggqtN9xHI0xfd9vNhslZYzheHQhhLqupRLTNI3jtNnuXr56+fbtGynlkyePh2Hw3iulHj16dHl5OU3T3d3darV68OBBUzensaec//AP/iCj7Pf+yT9ZrVZPnjxpmqau6zLxEUKUuWvTRAA6z5OUSmtTV9Wr1y/fvr2+urq6uLgoT/9qtZrmSUo5DPuqqp8+fdr3p2WWBUhZ/HDzPH/++XO3O9/udgTIy1ev2qbBjOV45pw/e/YMKCzLUg7ClNI0We/dgweybduqMqfTEHyE/+2v/oNxHLz3QtwPnaWQzjnKKGZknBLAYRi8C8ts52V2zpUDTCldVaqqNM3kcLfPOTerzoZwdzxyoOU81NqsV5sMpO9PMVhjTFUZQrAfBs6Y4JxTnhNQlgEjSQwxz3bx3pfYDClViaD2PjLGgnc5J7u4WhsXSmRXzGlGgpwKKfS8zDEkBCQphuDuJbNSYs4hRsG5nWbGGOMkI0FgOSUkuRQ3nPFlWexiMSVKKResSOrquhLcEGTTPC3LpJQ8OztblmUch/fee6+u63Eci6Bqs9ksy0Ipdc45awv89+z8vEi7nHPPnz/f7/elvrbWPnv27MmTJ2WwVAr2hw8f3t3d3d7eljPsk+9/n3K22m7brn14eYUpT9P0Iz/yIyml6+vru7u7oqgu2+W+H1JKXdsyyjLi06fvEpJfvHj56J13GKWccykllHg4QpCQktbI73NuaQx+nuciVJScN6YexjEDxpjLI1WMEqYy2+2m2Hv6vu+6TkoZY5jn6UufJiFkGAb+3e99BACbzZYxboyx1p76k5RSS308Ho/HAxM0xQhw70nvuu7y8rKua2u9VJwChsURIEXdcZoGBpBzFpQyJMPhkFMAzg7HY6UUb9txHBZr66qSwCTlKWa7eC6ItcPhbljmOaVY13XV1CklaxeCjbMhxuQRC2XYaJVS0JIxAQDcW3TOCcEzppSi1so5Z51lAJKLJSZrl5yy914rJQu2L0HGTAjep3/F2M9LGSFG74dpzBm5YJSCUsr7RQieck4x1XWllLq7u0spheCvr6/Pzs622+3bt28JIeWDCSFUVSWlJIhfCizLMLnwko7HY875/Pz88vIy51wG8c+fP//ud79bqnIp5dnZmbW27bqqrh4+fnx5efnw8so7dzqdPv744/Pz8yJCJ4SUa7FQ6bque/+995VWMcZh6IP38zx/85vfvLy8bJvGe19w15RSxnlKOYQghBCCW2udtV3XrVYra22lNUnogkcKrZR3d3cpphJfqqQsPtWirRjHcVms1vdnXvGF3zudlFSmMpzzvj9N0wSElKXS0Pe3d3ecgcwcKAjBg783oVdVJaUKIVIAxiCQLCUPGV0Ouqq2dUcIycHbZZa8ZkoqY9q2EZxxzr3nWiln3f5wkJyfTv3+NGjN61ZxLpum4pw76+ZxXG9WSim7LIQQzlhRl8eUKaPWz85FIXjOyCjljJ0OR+e94CKF6ILjhHjngFLOGIkIQLTSUBLTMmaCQCHGCIRQBjmGnIJdoneLUmqzXRcVQJkuNk1DKcQQ67pGEgs1hDHWNJv9fv/8+fNHjx61bSulOJ1OpdIqb/3Q92/fvs1v3pRJd9u2McbtdntxcXF5efnw4cMin0LEN2/eSCkvLy/LIbRarXLO96J75549e9aa6tNPPnn9+jUArNfrP/iDP9hut1/5yldWqxUA3NzcfPTRRxcXl8+ePdvutpwLAuTm5jqnpI05HI+c82EYTqfTMAxPnjxZbzZv375dFrter+u6qqoKc56nqSi3QgiWkPPt2Xq7IRQIwOFwEIavV1spZdM2q1WXc37z5s03v/nNV69eaa3PznaI+fLyUilVlpJSSvgf/e//MiEQo7+ffKZU5iKEkLqutVbz3KeUhDTL4glBKaUQxQYuKCOYA8bIKeW6CoJSygwyQLIsE2VEKd0PSz9NjEHXaiFkirFIe+04ASImlKoSkg7TPgaSYuQMSCYIoIyal3k8DZwJzERKWTem70+ImbMUvI8pzaNlHMrtU6BlDBgwSlKMPgohMmIIZYwpgJAUYkaSMYXgfPAUgAuOhHDGU4yMcyHEvMxSSutsimm326WU+v4UQ2bMaC0Yo2WAV1WmrFBK3V3OqhBC13Vl/bxZr8tQWyr16NGjIjrQWocYl3m+u7tbluXRo0dVVb169cp7v16vS2v27Nmzs7Oz3/qt3yqCT2vt4XAoRXqM8f3331+tVt/97nfL1VH6UGut96HIv4CxjGikrLVerL29u3v18uXLFy9CjCmlb3zjG92qCzHGEOu6McYIwUKI3rkQAqW0qiot5NgPKed2s1JKKiVzSi9evDk/PzeVEZIfD8fPPvtsnudXr16N4/jw4dV6vS77QWOM9/78/Bz+9X/rL1Ag3jqSU9PWSPI4jpTSuq6U0gTRThOltFl1LuBsrRIyxdx1nanFvIxh8UrI9brLQG6HY0x5JSqpBGV0mee+H25u+5xI0wpTcU4ZycAYjykyoCkl77z3kWCYxhMhfNV1QDJiFJLPk48x1rVKiXgXKaPeRefmnH3OgXMqOQ8xEmApJSlkiCn4UDLXc4r4hWbFBU8ppZTFGCtjMOdlmTKmEPw4jlVTd6uu+OyKjAQJcc7tDwet1Ha701pP0xhjopTP89g0jVKqqmrEXOYUMUatdds1FNiyuKoy3aojOeMXCuabm5vtdksZK5l48zwfDwcA2O52bdtWVXV9fU0pLQg765xWykg1LXNZeDjvc85XV1e73a74iEoX9s1vfrPv+8ePH6/X63L5Ho8nxmnVtJwzBrTSGpAcjgdC6TzPpbPBnAlA13TzMp9Op7ppuq5drdaUwLLM8zJP00QBSj+3Wq+VkmW1NU+uhEf74L7//e+XXeRq1YYQSuPCGHv27FlTN5998omzDv7b/4v/i6AsOicEwxy//+knQOmzZ8/qWjvn+0NPUhZCIiMIQiqptFxmG2MSgiSMjIi2qq2bMyIIejieiE9VpU1tBBMhxONpqXRNiEtou7r1LpyOPVCo6zrFZJ3LKQGJwVtGNaUQo03Jj2PPQCml6kZ5n0KISslljjl7Cnm2M+ZAAZqmSQjH44kCMMa5ECSjK5ISRMzog8+Yv4BE5qury9Ph5NwilWCUEiCUM2MMZvwi8UBLpVNKRWRcNLFVVTV1XUhW0zSt1+v1el1miX3fF1qGUuLm5k5Kc3FxNk1jjPFstysl+TzPn3zyidL64cOHUsqSDcMYW6y9vr6+uLiQUk7TZIw5Ozu7vLo67PeHu/31zfV6s35w9aCua0IIFwIo3d/dHY/HeZ6fPn0qhPjN3/xNa+35+TkhZLNZ96deGfPBV7/S1A0lZLva5BgnuxBCCKWYc9GNYUaCxHvvgz8N/WF/6LrVg8vLtm27VXtzc9P3/Wa7MdoIIQrDkjEZQ4oxAMXyJBlTbo/UNO3d3d08z6vVqq5rwbjkfBon+K//G/8ro82qazkD6xbO+eXlldLqxcsXzoWuboNzzjoueSIMSdofrnNGzhQAAqXb1S54Ny+jFPJwOsacH108WK272c6MMikkF8ZONoRxmns320Kv67qVEHKZl5gSpYSSOPSnZY5SCkJCxsgo4dzkmAjkwukXXMRAALIUPKW4LNM8z2dnZ9M0IxIAoIyV20gpRZAAQMY8TVNxcUmlKIAQIvg4z6PSEoAYY4DeEx8rbUpyhLW+bdtpmtq23e12p9OpFLmr1Wq32xUzjNa6SOdKMb7b7QAQERiTQnClpLNLzui9KxPUMtYqL4Q5z/McYlyW5eOPPy4163a7ZYx99atfXa26oR9ijKe+f/zOO0UJk1JSSgFjwfsPPvig/JOUUsfj8dvf/rZzrrRjlFKp1LvvPQWAeZzWXdc1bSYIANa54L3SmhBCgTrnKUDGfDydlmUZx7Gpm/eePm27JoRQNo9al3hJybnQqsoZCWCMwTkPQBhjIfh5ns7Ozrz35XGvm7rW1TxNdl74s2dP52lZpkkbWTeVUirE0N/2XduKreJMBO+dsznlabEFX864SBGnaSSE3ob9NPfGKCXUw8srYAwIlHUmZkRCcorj0CMugMRIdTwdpmnsT4e2WRljUgx3x0NdScQUguecxuRisJSiZIkxNgx9zokyMmcCRBijJ++G4YQ5UUrvbm9TzlqbnJMbLSEk58wFBQBnnRBcKsaYvHfOIEBCLoSpDWNUa10UmF3XpZSOx+Nms6mbRuvMGKuq6v333885l86/MJ/qut7tdtbeZ7iXEmqaps8//zym8As//8fadu29k5LnnN68eXNzc6O1xnIje399fS2lLBFo3WpljPna175W/m2c8/V6bYwZTgMXfLXZ1HUNhDjnvmzgM2Kp+YrmuNi83n///WK5efbsmTGGAAglgRBv3TzP+5tbKnjx4hYxfoghhnT95vq9997bnZ0RgHmev/71rzd1450dhqFU38XCZa39+ONvP3z4zrP3P8g5IckAjBDpnDscDp9//vzsbHt5edF1ndb6o48+4pYzoOMwOOt4VWlGoatNxnxze00pB8ZiDISQ7WZ3Og2Y86pbLfOMAHVTP3x0FXzqT4OSIgQMIa5WnZCibmpB2fF0IgBcCgjESG0XTwlwlmNERshiFyC42ayNNkjAWrvMCyVIMAFBKeg8jZiD1iznOAwDEBKiz5iEYDkRzqlzCwA1WiGSZVmsXSgFRqmUMudEkFDOpnnCnDnn3mfOuLNOG+2d88FRaoRQ2SfEBMTM85xiElwAUES8u7tTUu1252XF9vLly9I8lzanSE/7vl+WpUyPis6kqqphGB8+ejCOY4pEafn69c23v/3tq6uruq7vbm+/XKSUEMDT8RhCGPr+vfff/8Y3vnF3d3c8Hq21TdOM44gp3d7d+pcvOGMXZ+fb7bbMQaZpKr6/169fHw6H3W7XdV1hmfzIj/zIt771rY8++uj9998XUtLgOWdn52dayP50OvV9USpzzqdpIkC6pqvfeyqlQMxXD67W61VVVTEkzqg2uuwWnXPFGLxabaqqDiFYuxSZcVlTcs6F4F3XxphydgUEcnt9cwTw3u+2O+6sIwSPhz0mBKQxYQ5ufzgAI5dnl+fn59O8pIwhRiQ5Rr7MMwA32qQQMXlmtK4lwcwE87Nz8+xJyjNwwYIKNFFO0bt+HKYYE6V0ve4opSHEvh+895hRCjb0p7J29C4bIUnWiMnZAABCCUYYAAS/ECQ50aIrzxnLNo1zVrwSJVvFuRCcz5hzylVlckYAMfRLiEEplRIOw1FKpZTqh55Sul5v5nmJMRYtQEzpeDyVWfHhcEgpPX78uIytv5x/1nVdrtcyX4gxOmtfvnw5DON7736AJJ+dne/3+9evX8cYN5vN+fl5QWd0q9WDBw+Wee77/vz8PMb4ve997+7u7nQ6dV2nlULE4+Fw6vv1ZrM7P2/a9suhUSn8p3n23kspy/Lt6urq7du33//+99u2vbm5ORwOj955J5LsnB9x1Nvto8fvbKZ5mKZpmY93e+ec1hqA7M53x+Px9vaWUiqFKHCAEg1ZvkjOudevX6/X63cePS5S/RiT8955V85RY4xS6nDYEwLb7RYRHz58WGszDsPb6+vD6cD704yYQ0iccq3VZKeqNg8eXllr9/s7n/Jud66ExBhC8oRk53wMi3dRSi6VdDESJPNiP/ne91gmkgumRCa5H2c02OhqcEOKyzzNUqmi0Q7BFSo+5xB8TDGNfa+0pITuNh0DoAy8T1IqxCK7iN6Hy8uLoR+KmrvYnjhnxnQhBOecVLLMYCgQLhhmyJitXYQQnHOtJdoUUzTakJJc/0WYm3PWOVe2xaWmjtHH6IWQZcvRdV3btre3t2/evPlSmVk67eIxr+u6qquzs7O6rpHg6XR6/frlPM9fKs0///zzolqrqmq32339a19LOb9+/fqjjz4ql2CMkTPGLi7KnuDHf/zHm9Uq57TMS5npv337trzuNI7amJJaUDa85aeQUq7X608++cQ69+wrH1jvKTXWuXAbCCGEQFM3ldJlNmuqquu6nPOLly+BEEbpixcvjsfjhx9+WB7fGCNj7O7u7ubm5uL8oq6b0gxtNhtCsMjsyobgdDowxi4uLp48eVIZs16vt5sN4/zly5f800+fC8G6WqOgi58Jx34Yh3FKPiopVF3N8zyEngMyBqfTSVCaEzofdKXnafEhvXm9pJTbujZcSC5MU7+6fqOErLRKwc5TzykRnHu7EAKcmmWeC1Ki7wdGQXHBGEsxne22iMgoKzYpxgAAjKpijMEPFGhVVaV2DiEoJaWUwzAQAgCglS6qlcNhLwQre4IQwmLDarUqnHqjDSJut9tpmopEs2j2nbNKSQAov1mcFCmlEOKDBw/GcSzTxSJyKo1V+SxLVf7kyZP1er3ZbIvHHIAMw+nLY2a/35dDLqX05MkTrfXheOSMaa2fPn26LMsf/dEfKaU++MpXHv5/e3qT3sqy7Fxs93uf/p57L9sgGREZGVHZlCozS1nSU5VlPdszP+gZHnjwPPDQhuGZpx4YMGAPPfAPMWADEvD89CADLqNaZTlVpVS2FRkRJIPkbU9/zm49WIzgNJMIknfvvdb61tecnBijQ0BCqaZrKaXWmODcG55cB5ekbVs4jpeXl0mSHB8fw67m4cOHJycn19fXX3/51fHxUeuRFDKgsN5suqH3wcdCLA8OYFe93W4552mawhsG7RT4OMDemhBycnLy3XfftW2bppkUgnMegicUz2Yz59wwDMPQA/xxc3MD+yjJOcb48PBwsVjg//y/+58jJfXQmylM1mKBkzgripxhPIzdYPXQTucPziJOt5u7Xg84IO8xJmTUQ6RiLhQmdBoNQTqL4q5u+nEUsUrzrK/rttqFYDFGFDHn3TiOhCCE3+jytEbec4IDxijgYewJxlJGTdNyzoCRDTbGXddJyeM4hn2t92E2y9brldYmSTJgIL777Ck0lbBdedslAHRJ3yTBAhcAcJ2iKMZx2O93cZyAcfLh4aG5Hy0jSugwDFEUAbwZx7Ex5ssvv1wsFnEch3Bfi+HzSNM0imLgvTBGwQ2WEMI5B/Z2nueYkODcarVarVaMc0DYpZTn5+eEkHEY4jiO4lhbWzX1brvtm/ZNs6jBEQQ8B421Xdc9f/6cUvrJJ58A8FEUBfyCn3/+ed/3T959N45iyUVA6MWrVy9efP/h++89efIEBGQAmwWEhBDO2r7vpZRwnuDZBv7+pCdnPcHUOcu58MEhFMC2Til1dXVpjDbGFEVRzudWG4IQo3QYR0op/q/+h/+NBYSs7XpNKBeJqtp26LqEkUCRZThhUVfVknMfnFKMc+mcY0K6gMw0UcLfxGhjQdh2fTeNA4skwnR98xpjixFWnCkVaWuHvvfWRbFiHLVtB4kJwaM4jtu2i+PIe2+MXSzmcKSUirqudc4JIY3RwO3M0sI6i5CF8wT6iBCQEKxq9tBXAukArnjTtPP5XEqx2+2iKPbeD8N4cHAwTVNRFF1Xh4AwpiGEo6OjNE13u21T9wCg73a7cRyLojg7OwvhPihqv9/vdzupFNRE4OhFUQRcOSjNm80GVCogC3v48GHbtl9//XWWpuV87r3Ps8yHAD2vc+7LL79cr1ZlWS6XB0/feybjeHV78+3X3zhjYcPGOU+SpJjNoMMD0QSkRs7nc+fcaLVgPFGRC/7y1WXbdu+//4EQ3Fo7DKMQpJyVlPBBaz2NaRQlWaqNmRUFIWS1WsFLht4s9KDTklJihDEmsHLuhw4hzzkvy3maJuLN3hBs2bz3Q98PXY8CSuKYocBWd6uu2hHGEGG841meFceHxFmtx3roPHZpmjhjl4s5HNhpmoyenLORkAEhYyeCsZ78aGzfd5SgaRyt81GkKA0oBD0Mu+1GcEkRQhhba0ApRRljznsbxnFMkhhEGYvFHJgngM7BdQR9HwjlqqrCGGPi4a8GjbZzXusJfB+hAwNoZxxHzpm1BoJSpBRRdI8MjeN4dnYmBDPGlOWcECKl4py9++6fbda7q8urKI7SNL25uTk7O2OMff/993men5+dEYS01gGhg4MD2MXCtn+9XiOEiqKA2vTOO++ADAt6W8bY48ePgRzMOF+vVkKIPM9/97vfOecipSiljx49+u1vfnv1+uqjP/1xWczef+99zlgURbvd7vXr1+V8fnZ+LoWAiaHrOq01pXS9Xl9eXnbj8M7jx5FU0zg9efLk6ur6n//5i5/+9Kec8+12NwxN13dJnGVpgpIYoUApjSiFgpDnOfyEsAYFjoO/p6EjKWSSJFEcheCapvbew9/cWqv1ZK0DZiIYr8VRPI1j3/f4P/2v/5dMSUkDwmi9qxAJURwzRgWn1DsuJSY8OAcesHXdGGMmPREUpKBWW20M54ILMU66SHPknXcGc/r65iZRUfDGhzB0rR56ggilxCPsvKOc3m+4Jp2lKZjoSSmHYWCcT3pKk1QKAXxIeDmgFWjbtshLhHHXVXmeTdPU9wPGdJr04dHB4dHyiy++SNOUEHo/LbYtGKkBIqWUmiZdFDPY7kVR3DRV3/dRlEgpm6YhBF9cXJSzBRxN59yrV6+gScrzfLfbaa0jpZbLZZKmq9Wq67rDw8NxHGFgvL6+BlM459xyuQReQ1VV3nvGWBzHl5eXsAGEx0YIcXV1Za1N4nixWDx9+vSzzz57dXX1F3/5syxJm30FPqs+hGEYUAjFbPbG0cre3d1prReLBbDz1tvNopzDhzppnWf5i5cvh2H4q7/6l1LKutkaYzmXRVZEkXLOgt4QUDQ4FtAUwpo4hNA0rXOWUhZ8cM5hgoVgEF4J3whAGqSDAxYTEHLG4ICsc/i//1//94hj4nXTtJP1q82tkuro6NBr3VS7weg0KRBClKJxHKt9O+neGiuk8M7igCghi/n8+vXrUU/Lcl7vd1pPJvhJj3mcoBC01W1dmXHgjMZJMk46IBwnCShxy9mMYmysresafBMQwdqYWKnV3QpgJDBIKctSKbXdbRmVlBAfzDgOlFJrPaXM+1CWRbmYfffdd/CwgfqDvflaLBYwkzImhBCcM0qZMXYcB2NM8DiO4yRJp2mo6t2D0/Pj4xOYlWazGTS5gCcxSgHpnrQGqt1ms5FSvvvuu5xzQLFBqQxgOjxgzrlvv/3We390dLRYLqSQwzB89913QJuhlKZpGkfRYrEQQlDOm6Gr95Wd9ND3i+VBmibAr4/jGGgXbdteXV2N4wir6LOzM8j/2W42ALANw3hweEgp+eabb//8X/xFWWaj1ggTP1ohOeHUaQOk+KZpYNSA+0PefN3d3YUQlIqmcer7fhjHEJyULMty2DdXVXV1dTVfzCGpj3MOfhAwe7JxHJpdi+yACMOYzGdFnuVDPwxNpacBM2amCWGMJVVSujTQIfShJ5Q2bRe8L7MsBJTECcJhu15NfW+dMege/icI1/vKWi3jKM8yKYSyrqpq7zzQ5cZxctYwzoQUWuthHPuhj+N4vd6AOCnLMh/C0Pd937VtE8fJNBmtvVTsDcajpslQSna7fd3U0MaCIBi60ShSUDjOz8+UOkGINE17d3cH2rWyLJWMCCFxnFhrx0n54KD4AjNzsViUZXlzc7PdbJI4Ho356quv0jTt+t57P44jmCO8evWKMfbee+/lef7ll1+CERljbLlc9sOgp+m9H/yAce69X6/W3dBzxpy1kIYInyvn3FnbGyPj+Kuvv/7iD39QQhV5fnR8LKWsq2qz3UZx/PDioqqqm5ubrm1PTk9nsxmQO+Io4owt5guYHNMsVyo6PDy0xv77v/u/fvYf/Ivjkwd9P8VKYoysdfcuVhgTSgjFhJJIKs7vM+4oJYzR3W5X17UxJooiIZgxHnBpgDmKopjP5/vdHsLCwYU7z/NIqq5t2TRNepj02BDKi6IghAx9RwhP0jiSHFOmtRWc36xutDGcye16PVktpSKECcmdt5vNiiDsrMHBJ0qNBitJu66rdrtIqSxJjJeEkoCJtR5jkhd527bWGWN1FEU+kK7vhRBCSucd1BRrbaSU0SafFc66vmthtmcMeMyy71ullLV2HCdCGIAOGBGg08DuZb/fW2u01kkSU8rbtq2q3Tia5fIweFRVFTyHZVlKKV6/ro2xKhJSyrpunj//3loLVGx4XGezGaG0b9s4io6OjqRSq9Uqz/ODgwMhxPX1Nczhxpif/OQnSZKAfd4wDK9evRJC5Fmmte6HYRiHuq6zNKWEfPXll5eXl0+fPgXNZtt1BBMbfJ7n77//gVIqieMkTq6vrz/77DOY12Kl1qvV3Wr19Nmzx48fA7AHVnrOOSHEvtqvViuESZbl1tnlcvnJxx//4+f/aIw9Pjrruk4INhoD725AwQdvtYmU4vx+4+K9wxjNZkXXtev1uiiKOJZSSs7vEZZhGICQCGnfUOjBE2C73sxn5SzP2aQHhEKWpkIprfVmc8co51wwErD3Td+jgE8fnKIQJGPOGc7p4ckDTNh+u1eSOWOCD5jQPM1aX3trDw4PAwlFXtT7ylurlPI4+OAJwUBZ3u0bSJWG/gNkltM0wWAipTTaCCmWy+Vqtbq+ugb9e5JEhJBxHCgV0LYDa5ExDqz5OFZxHI16FEJst9vDw0MwwIjjiDFhrQlBgJywqqokTawVCKH5fK61btsuS/PFcnF1dck53+9qAxMTpVB6ADmklB4dHR8cHOazIiB0cnICtlJpmh4fH8PaHwjpUI6fPXt2dXUFmxzG2DCOddeOff/w4qLI87ZprHPnFxd5kfddR9N0Ak5236VpcvHgrJyV0zS9vrr65ptvjo+PQTCTpumDszMpRFXX3z9/fnp6+s4774DDETiRAPU+n5UII0ZI3/cPHpwmafSb3/4D/bFIo7jtjQ8eGoMQQvCIURkQss4ZayihgJwBlAXC/9vbW+/DMIygJ4ViB8By13dGG0apc85aN5lpV2+1HlnfNxEV06TrusEYT8M0ur6cz3zA2/VmNHoap3EchBCMUSGIlLyqqvlyIQU3ZvJal3nhrMWUEkKI4LNy1vddFNGh67txatt20GM+yxmTnDH4i8MKZZom4JvD0g3oTcjjPMugGaSUMkYRxkJgYwxjVKm86/q6rpIk7vs+jmOESAhYa20tnSbUd91+0iGgy8vLOI6lZN6jtu3gZEzTKGVEKY2jZLvbgCUL7HSB2fzgwYPdbsd5f35+rseRUjZNU9d1COPJmuubm5ODw5OTY49QXdebzQb6JyiOgFI+ffrUe79erzebTZqmMIdrrZ21CGNtTD+O69Wq2u3K+fz8/PzJkye7/f7bV988ffxERHIYhtVqlfcZx4QTCk3Vp59++s4779yTKXY7AOK994vF4vDwEPjWAL855+CUp7PCOeetY5zvdrssSz/5+Md/+P3vP/rRj7gQddtkSQp81yRJpJCUE4yR4oxhAoEMcFLBkQbW8EIIIaRzwXvU90PftZQzHwLByEy6PFhcnF+MegCPPIYJYowR5AMKXdulSSKFcE43Xa+UzMsCIxzHkZ7s3eomz5MoVgQU7oRwpSxCbd0Ued7rCSHEuLi8vLJGT9ZwRstyRil9ffvae49C4JxLpcZpgg4GYDp4q0DvQe7TydB2u728fOW9T7LUOwh1s5QqSikhOEkyUPpaa4WQwzAyxuq6jmPpQ+BSEoxn87LrOq2Nc4YQMk3VwcGiLMu7u/Vms8uyXAh+cnICe2VApJqmsdYao8fROOvL+cwYq41RSlFGXfBHR0cfPvuB4Lzpe4TQZrNpmibPc2DXHB8fP3jwALbFsGOBuQkCkqx3N3d3XPDlwbLd7oOQwNGjjA3jmCXp8+d/XJwex1F8sFyWZSmVqqoK2nN4q0CUASvL3W5X5EVe5JBnC+UJTlVZlvOy7I1GAXGECWWYoLZri6L46U//4rPPPouT9J13n+RJeh/M6QMhhHHinCGEYnCSgE0QxuAakuc5pXQcR+8dIMlSSmM0wSRQbPspTdMszVSkKMdtV3MqGPJoX+3d1EdRNCsLq22WJtbqNM0IxpPWwzBUVQ281aPjk3EYd1VVVQ1FGDur9eC0cztPhSCEZGncYeQFJ2YC1BjjoCLFCOWYbDfbKI5ADy6lhKZBKdV1HUyFWZpxScaxB+UJpQwFQjCOs0TrEV44uEPr9RpwhKZpnPPAarJWU0oJxkLJaRpDQGmSD+MwDG2WpX0/MMYhoHAaJ/Dnff36NSAdcEzHcey6DgVcGxeQV1lalLN+6N2of/DsWX64bPueBKSdbdpWvGm9wWrh8ePHAGHDXYf/dHFxcXh4eHNzIziflWWSZ7M0W9+turabzWb7/R5kvYcHB1tKCcJPnjwhGIOtDTQxMLhBfJp3jvL7+wDzgXOOMjYOA+ixnHOgCcMhBB8cxkaPlFEVRd46jMnHH3/y7/7u7wTnH3zwQdu2gL9ba4xBmCDO8X23+oa5jzFumuat4XbbNlob2FtQyvtxyPK0LOdJHBOE9DA5r93kdlXDAP8dnLHWVlUluRRCYBy01lXTAGkJ6EfAssUBpVlW7evgg9aTcz6OIkb4pt6XZdE0NUJ4HEcXPAreezeMPSzayrzAGD85fbLb78EIBYA4rTVcCEqpksoYDbjINE2E0Fk5r6t9HEfWalA3mDf+MPBT9X2vVBRFsdYDUJfGaZKR7Ps+TbMkTYw1z549W61W4zhWVcU5nyadJGkIAdhOMNEArgPhGlJGXPBxHJmUZTF78eL7eVZMWn/15Zdj1x8uljxScARPTk4Wi8W33357cXFxdHT0zTffAPpFKZ2mabvdAmSaJAmA7JQxwdj5+Tnk6ozjaKzFhCyXS2utJxiFgDAG2wugwIcQgA4fRVFAyFnbdZ3kInhv7vcTymgNQHld129M2Ll1NkDKJsZRHGOErLUqiv6T/+g//vwfP//88//v/fc/mKbxPujbWy44pRTj+0hL/CaRcLlcgtxov99vt1sgq2GMnfMqUpQSpSQhyJhpt9vW9X6xWDrn2fn5+dT2bhqcM1IJJdQwDNM0DMMAZOrtdtv3PWNMSuGD6/t+0KYfRuxDnsdYirZqnR7qpsLYU0qstavVyjrzzuNHehp3251SqsgLirG19o9//ON8saCU3tzcAFsc2E73NF9njTbBB2ttmqZdNxhtKKXTpAmlUkpAiUBPB7wAShnnynvfdV2cRA9OT/f7arPZSCWnSU/T1lq73W5h+M/zfBgGjDWlNIoUdD8A64cQCOglGC+KEiA07APBWEnprL1br15cXlKET4+OGWO7/a7a7ZMkAcEMvB+wLa6qarVawR04Ojpar9dZlo3jKDhPGVdCtn1nrYXd9jCOlDGU2jzP913z6vKSEUoZhRoHRPU0TfthAKBIG9O3HZyqYRydc2bUcRJHaQLSfuBuhBC880kUFWm+a6qmrmHnGBCaz+c/+9nP/v7//ve//8PnH3zwAdDVMca604QQJSQ0JG85IGCACM/bcrmUUgLaDF1vFCnrzGp1Y9yUpVkUqdVq1XcjW683dhjzLBVSGDN1TVvOZlm2vLq6BrxEKXV4eLjf7513EK2uh1EIBXvi1esNCVgIvljMvbdt23rvORfW6qZuzDipSHmECCVWG6113TbO+6IoQM8JwFrTNHEcl2XJGLt89SpNsySBOR+1bYsJssbPF+VutwPoZTabwb1pmkYI0rZdCKgoZpPuMcZRFAUM6XBeCNl1nTEjpbSua5BXFMVsv68IwaBqv7u7AxZKnuflbLaYL5bLw6qu66pCIUzTGHxYb9dHpyflbPbOo0enp6dMSalUXVVZllVVBahgFEXz+dwYc3p6CtPT2z3afD4/Pj4euo4hPHR9CB5OoRBis902XceO0E/+7Cf/9NWXNzc3i/kchF/vvfce9KCUUqN1td+HECghcRRRTMZp5FxggjU8Zm++YKPa932eZlmaRUr143C3XgkhAJMjlGGMfvrTn/785z//7LPPPvjgA1gNwbONhIS3Co41uMPD2gCkz/DzcC4mPaFgrdWYsf1+2/Xt0PWUsSTJkyTBf/3f/k/EhyKJBGfguNp1LaWUUgxUWjC2m8YxjmOMg9GmGydrfSwlZWi/uk3jNI3zfVtV1Q5jBFST/X4bvBecJ2mKCO763lvHKTXWEkqzLB2Gwdzbd+NpHKM4QgjleX50ePTdt99QRuq6pVR03ZCm8azInTPQ5wGuLaWCLZ3WepqMlMI513YNZxw8q4zRs7KMouT7778HRQ0MpBDGbK3TegKWCOz1QKN8fHjEGE+zXArx4sWLtmnm87k1VuupKOdZlgLDhzAaxzG4O4EIDBbVsPaHj/l+4+Y9MLGSLHWjNpOejMYE76uqaZrFYtH1/avLy3cfP47j+NXVFTBUvfeguAfoDj5OiBKhglOPYhVxzgnClFIMwYuMCsl3VbVer4EMqKRklKVpYp27W63SNJ2XpfMeE4xQsM4Ow/CHP/zBe//JJ5/AloYxliZplibBeR/QqKfV6o4Syt6EDsMvdU9J6jtKsZLSGNM29fXry6ZtBY9OT8/KWcnSNEmVVIwrwd4sJcBjvoU5M46im5sbxqHqj+MwEcZhFeqcVlIyxvpprKqaUkopgYyuSEXGaBVFwXuEsDUmiqInj995/vx53/VDP3gU4iQBzgZhbL/bee8jpe5u73a7LZd8sTjM0vzq+iZNojiOxhENw8g5FkIihJI47fvBc4EQ9h4Ymt67EChmjGOE8yw32lTV9Vu2DESDYkwwxoxR56i1dpqm8/Pzx4/fOTk5rXZ7wSXjfFYUULwWi0Vftx5jISSlhFGKMOaCl2WZF8XV1dVms4EIpKIogJk+TdM0TQBPg4/8G27gkKnIOzcNpmtbrfU0Ta9evUrT9L0f/GAcx5vb24ODA3gCAXSFhgYqfgjh4vzCOnt185oFbIxGCDNM8ixjglNGhRSYkqIo0iRtu7ZpGm1MQChgTCg9Pj52zrVdBzPTOPbeI+/9z376s1/+6pc///nPP/300ze9/yAYpRj7gEMInAv0hiBk7+1MLWNECMlZosdBSq6U2FebYlacPjjdbSs9DcZGzBrdO2cJrqz13rdtBaErQoiu70EunCZJFCdgC2yscZNWKqGSs8CpVFEUj6NJ01hKDpHUcRwNQzDWOOcsQnESnzx4UO33X3zxBedcKhlFESLYO4cIPXvw4PXrm1kx8872XX/XrhAigkUY06ZtrNGrVVftdwgF+KhAhN0NPSZktV4nSfzw0aP1em20JoR474zRlFLO+dHx8Xa39T4AWS+KlLUOPuZHjx4hhK6vr6FEvnjx/eHhMePi9u4OWpnlcpll2WazYZI7HMqimKap63voPIwxKopOTk6yLLu9vQWAd7PZgGAVqoZSylnrnYNCI4WojeGMYYTGcYR2WCnVD0P94gXnvMhzsLx6q9YHwirss6FPYJw3TTP2Q5ymCCFrTKdHP/ZJkhDPQvBd1znrgLpurcWEQPcJnHdKaRTFlJG2bSKVYIS1Nh988MFvfvObv//7v//Lv/zLIi+GYTDToKQUXFLOI6Vg8QqgHcbBujFJ40jFfddSch9WWBQFxgVjDEIunJ8YRogSrPXAqWzaZhx7hAoIiJ+XJWV00lom8W5fSSG891wpaj3GpJ/GiOJpnKxDjAhGKeecMlrXtTU2oKBUjDF23jRtmxbF4fHxy+fPkzSJo7jrOmfs0A+U0a7tlFJFnk7j2DaNtYZSLkS021aT7oVQs9lsGgchGEKBMTqfz9umHfSIMXbeDuP44uWLabyvFFA4YF/2MHqkb804jtba2Wx2dHTUNA2MlkDWg50gOJJJIXHAUkhjtHPu6uoK2jhjjFQKcIRhGF6/fq2UyvNcRdHBwQHMYnCw1ut10zRHR0eAoaRJEt5ETXtKnbUIodlstlgsAO4HjxCjdTcMJ8fHR0dHlDEgZ8JKIEkSANjm8zkA5cK5s7OzcRydc0PfMynavuec80hhQiC9p27qtmu995gQ4IUSQmAukUohjOAR5Zx7H3b7bT+077333uvrmy+/+Prdp+9SSoeuPjs5xRyjEIDPqJR6+OghZ2Icu9c3r7bbTZbZsR+noUuz1Aebpkld10KIk5OT77//fhwHJjnvmsbbSXAUJymmtm5qa03wJM3ScdDaGW0MwwRsHQjHfnKUcINMpKTAaF+1WDBIdMmylBbMvskGMsZkWTZqXVV7gsny4KBv26Ef+r6njDlrgw51VQkh9dBbawgBOoCK4ywglBcpRhjk894HjPE4TK9f3zZtp2IFUe8IIQJrQkwQQmmaOmeHYRxH/c3X31pr54vy8ePHWuu+78/Pz6dp2u/3X3/9NVj0pmkKE2gcx5GKheDG6qEf9vs9FDJCKaFUen91ddX3/XvvvRfHMaV0t98DOnqPr3bdF198cXFxge6j6qX33lrrvCcYa605ZVESwzkDNzJgnoCoC6ZvMKg9PDzsuw4WRG9xGcDwgLQjhaCUUkK0d1EUKXk/x43TVNWV0Rre2rppgLkKc2WeZSGEpm2ttUpKY6y1zhormChmxTuPn7x8+epXv/rVj/7kh0dHRwhjFJDTRgqhjbHWGm1QQEqp2Wy222299UabaTLWVpOeuq4DexIp1WxWTNPE/vj1H5NUdW2lRBxHsXVTHMfOojSO264TkRj6zrmQzxZJHPdDq8exzGZ901GK9/WWGDsOE2V80poxIhnx3m+3265ri2L28OHDcl5cX19zxl5fv5ZSEkKlZJTSpmt9CAfzBXK+aduH5+fjNKxW67I82O13+/1ORpIQvK+rSCgUgrNhcTCv9nvkTJJE1jtKIa+wmxUFRhhgYihtfd8v5mXAKM2SNE0/+ugjY8zvf/976BWgv0EIffrpp4vFYhiG3XbnPKgxB3gk7o/am1REQsjFxQVjDNhXQAq9vb19+fLlpLWx9vT4+L/8N//m7Oys7TpY4ADAgQLIKxETHLimsEcCOKOua4RxlmVb8CRCCN5UIcSbtAEL97PvOrAq8c5FUtGArLFj32VZHrwfmpZx7kNomzaN49PT0zhJXr58CQnN9/SpruOcU0K9swRj+LmSOJkVuZDce//kyROM0Wf/8NvDv/oPZ/PF1PfeBujoQVhFKdHaKiXOH5ztd/V6dee8haq9WCyePHly+er622+/2252y+WScUZ+9MMPv/nmS8EjY0zXT1rrk5OT3XbXtPUsFByRYM3Q93VV9X1jtEZLNPUD5phQNE1jlmZcSoS993oY+nEw1trlcnF8fAqBq8MwWMZnsxncv6ZpQCjSd72xJoliNo1d3zVtQyjZ7XdKKWNNVVUoWESIzIXRmlDeNI1Q0moD4CFsGIUQfdenaQr3+/b2tiiK4+NjKUSUJre3tyDKAzEJuJwBia8oCiDiMcYIJS9fvZRCKiFg8Qy69bfoM7xtGGOQk4cQoCA+ffr0+vqacf6nP/4xkHqTJCnyHFooABRgGQIdPdRo+PbT09OmaSBzFQ4cRqgoy1evXoHMWkoJwMrbHwDWA85agnAsldN6bDsI8xGUEcZ+8OwZ0KM55w8fPnyrG4OBGgiiUnKMkXVa69F5t91u0yzhXGhtnj17VuTZr3/z649/9NHx4dFut7PaBYQY44QQhLy12gedJkmeFj6458+/+/jjj4G875wr8vLw8HC324UQmJLy+R+/67uW5QKhQBk5OjrM83QYes5nlJK2qglh3rpxGJI4iZcHfVU7rb0JLhiOcUDo0aOHUrHf/e4fkiRJYrrb7TDFPlhtJjAL9c7nWQbS4WEYBOdt30FnutlsuBCXV1dc8CiKrLHWau9ckaX7/TZP46HrEaaHR0evX19NemKM9X2X5/k4jIwzzvnYD13bDeOwmC8AAdda13UtuAAIAAxb4PIBDSGO46dPnzLGNpuN1tpZd7A8GIZhs91qrcuyfPz4cZqm2+325uYG0HPQ5wDxFVYuzrk8zx89fhxF0eubG0aIBFFAnmdZVtc1mC9mWWaMgd7gTTjqfR7J48eP67rWWhOMgVy/WCxevHix2WzyPAf8HXbzwOXXWhtrrTYkICEFJTQEpJTS0/Ty5UsuxeMn71htujeuuzCi4jfx6QihPMsoFYzRJIopYVdXLxFCKpKEMqmiENDDh49CCD//f37+9N13Hz58WG/W4X7zFg1DZ80URxzJaLLT8fFxFEmwl9lut94HStjV1RUMnsxZqyd0fHzkPYEsXe/dfl8RQh4+fqSnab/bY4KjKI6TGCHnbfDOcE5FFDXtlhIyjZNSarGcScWlFPPyqCzLy6uX2+0OYwT8KoJJ0zRvLTph3jHaQPRe07aYUm2MsRYh0nXgCDA5Z/u+y7JSO/T9q5eUYMbIWzYEZNrEcbyYzyWXD9CD0wenYMIZRdGHH3744uXLru+KotBaZ1kG/hygdVksFsvlEpD329vbJEmODk/WqxW02Mvlcpqmvu/hPYP4tTiOgXiUZRnn3BpjnZNKWWvX67WSkgoBwkBKCAoBngr0xs8Y/i14w2Allabp2w2M1vr8/ByylhaLBbi0QxF8S464B0ARMsPIKEWMeO8JoQ75Zui1s0ok1nnrHOBMmBDnHOAgAI8hhNI0maZp0iNnSnBxcHCIUEDIM0opoQghrfWjR4+EEH/zt3/DpDg8OFivV4RQ75333ofQNk1bNUJFUok0TUGCQAjp+45RcXp62nXdfrdnH338o7reDUMLwinGSVXVPjiEUJI97bp2s9sczA93223AqGr2RZotskJJ3o9j0/RSiCyPN5tt19cI4cvLy7u77bwsgQJGKd1vd1Ec/+TTT3/961+DuQVl9IMf/vCbb76exhH+Nz1NjDGtAQvAQogQ/Dj1lBGMsLXWGE9ckELGsTo4OkABR1G8Xt8Vs+LJkyeRUnd3dwjjSeuqroQU8/lcRdHDRw9/85vfABR0cHBwcHAA3JLT01NCCCj+4EIbY64urzjjJ8cnzjkf/N3dHVjUQccDjTx8Qrv9nnImpNTTNGw2GGPBObAt6rrGhGhjAHqF4jhpnWYZgsDJEGB4pG+c+6y1Z2dnu+02z3Nj7b6qQLYP7T8sNzHGRms4lxjjsiyzNE3SdLvd9kOPCEaMHJ89SNPUeee8hw4BaigsxTnnMDRgTJz3TjtvR8qY4KzrurqrF4QyLr33lNG6aYqi/Ot/9Z/9w2e/pYQsl8dt23mDvHPWjBiHuq5mFLd9E8cRyFI454zR4K2QqpQzxim7vb2ddB+Che3bpAcUQhJHwYdf/OIX1pjjo6OD+eHNzYowUs4KwbgP3mirjSnLeTEr4iSrqupu1TV1Y4zRU+ud12YE0lUSxdaY7777bpomKEMqiqw1MAnDeotz7r1L00RKVczy/X7vjMmybBg6HBAKIThf5AXGoanrgEOW548ePooiVc5nZVkSQp7+4AfXV1fb3VYqGcXxpPXt3S2Qma6ursqyzPMcdi+wlwTjF3gMoEnXg+37/va2CsinaQoNDZwk2FECq6dt2+12W3ft0fFxnqTTMCil4BXsuu7m5ibNMh9COZtRSmGYgGbfaA2lEz51MHV5K95Ks4xSSiA02fmjoyOYGQF/YpRSpWDyKIpCSukAxfB+t9v1wyAiBXZgs6IATgv8dm83MHBDpJQIY0YpzzLnPaHEaANvJ6XEWoOQDCFY5/p+ElL+2Z/92S9+8f9eXt786E8+stPEmJh0rbUhlCIUhqFHKMDlBAYUHPQQQhQp/F/8N/+jVNQ5jQKz1jAO39OlWbbbbIIPUqq27qRUxazY7TaCsUgISknTdI8eX4QQrAvTaNebm75vGCeRShHCdbMbxwljzCkjhGRZBgMzXCNMibWWEmK1gb+RNVoqsVwu0yz+py/+qchnlPDbu9eM0ChKjUUYYcYp49Q6++D0fLFYdH3r/T3qc3HxsCxnQJ703s9ms+VyCSQ70MID5uS9x2+isKIogsdMSpnneXB4v9vvdlvGGcgKgKjt3lQWKWXf923bGmvrrj05OS2Loq4qgrGKIs7Y3d3d3d1dOZ8fHh7GUYQxbpum63vGOUJIT1MIASLgAAKFnwoYO4RgQhjhTE8TwRjQI+jJoiiaxnG9XoMhHmyFIarIGAMbFut9mqXTOD548IAg/BYr55wjjOmbbIG3LJWu7znn4o3j4TQNejJKRWmaCMms8c754D3GQQj2f/4ff0sI+/STTxAx290tkH6BzwMkDriBWZY1TQP2O1VVMa0n7xEmgWCMEJrGyTkbpzFjLE0zQCyzLMOEjEO/mM3MpAkjwzj2fbff7xHGq9UmjvIoigOyCEEhDn3fCyExQtBAwB8FsGaEsXWWcx4pdXh0BLnqhOCDgwOl1Gq1iVQyjSZN1fHxSdfUGOMsz8pi1rQ1oSggxDm/ublRkTw6OoyU0sZorWE9Arc8hAAe1HVdl+XMOT8MAyB40KLB8QLNE8a4a7skSpVSZTkvZnnbtJjcqzfjOAZTF6DZACD++PAAaEuEEO+cd25y7vT0FJP7GN+71aqczZYHB3612u/3GCEI39rtdsMwVFUFtA5CCBwdSikiGFEanCMBp1lKKYXR8vj4eFYUVVU557r7AOkCHkK4qJSxtmudd2VZWmsTdW/uAGcL+F6guIQdnQteJTElBCGkp7EfB+QsF5xzEQLS2mBMKKGI4L5vvKd//a//+t/+23/3y1/+8v0P3+GcwXTsnEMIwW/R9z0AacDJhhvICCFCcKkYJQpj3LZVls8xDm3XVdWeMx4ChgCIi4uLPImvX11udzuMMbiTWe8QCnVdqYgjjI3RUjDKaFHMwMAkjZPddjsry5vbWyHE4dHROI0hhP1+3zTt40eP7+7urLFlUQTvr6+vjbEI0dPTE8bYOPZ926dpxoSc9DjpSSoB2V1AZ4vjJIoi6VzTNHVdG23m5Xy92SgVMca1NkpFlKZG66urK8Z5UcysMRPWjNK27ay1WZoqpYZhHHsNYEGe5aDlJ4RQSq2zIYThPn2OzBcLzvlsXnZ9jwOCzQl0k1BVy7IcxxGFAHrU7W4HgtW+64CqANMM+FDUdQ2bbIQQpiQrZpQQySVsfJ1z1pi2bWdFsVwuYe4BeBZITdM03d2t8iJPk4QxTjCexgmio2CdAIJK6PbgFQwh+L5XccQZQwFRQkFAy5mglCAUQggEI+/0NA1d2xFKODN/8sP3f/2rX/7zP3/xp59+LKUCX5C+73e7HVT2NE03m81bcuKzZ89YCAghvN9VjOlp0vN5Zo19/uKPs6I4Pj46OXlwe7PB3nVD9/yP3zmjizwH5omxejRjnqbbzR4Tb61LU7nZ3B4fp+M4JUkqhIalWBTHPoQkS6yxdVNDCijnfBzGy8vLSEWe2YP54ur1lWCMMdZ1w+3tXZLE+/0+z2dplnVd7ZyDMUQpRQlL0wfDMNRVkyZZmmQYESUj2GrF0XRx/pBRTjCLFO/73hh3fv5QCGGt1ZimiFxfX+d5cXhw9PLlyyRJ4zhqQ5dlGQiL0zwVSlDCrDHeebj6wzAoFZ0/ehicb+vaTjqO4zRN+66DYWq1XgORAWNczufQbC2XS4QQSCogd/7y8vLo6Ggcx9vb22maHj58yDm/j++KY0YokRiIIeVsJqWM4jiEEMfx2dmZMQYIdwBWzWYzIWWaZbBt885ZY4z3XdfB8AFjR+acfxMb2zRNlMSEUUYoxpgyijB2zno3eR8wJkoJilHbVpOegsfTaIbQa9P/+E8//N1nn//N3/ztn//5n4MiCCG02+32+z1wF2az2Vs3AO89CwFVVbXfbzDmSkXHx0tMgjVmHEebpF99+RVChKDQtDUjJI2jYjazzu+qatIDsF+AIDX0w6Q1DOrG2DzPrdWMsVhFd3d3JycncRSvuzUwjaAnTeIYIRRQWMwX8IAhguMkOTs7++ab76RUeT5r21ZKGGtrzlgcx87acjGHcZK8yZyBwO2yLBeLBaW0qivY7lHKqqoKKERR9PXXX8N9Amzp6dN3ofOAtI+hG6y1EDa0UAuMsbMeevZxHAkmDy8eylhhjK9vXutxiqNoX1UheMG5gUbH2tPTUyhS8KwCZbmqqvl8DjGTaZp++OGH0zQdHR0RQl6+fAmMucPDQ+f9vqoYIX3blvM54JlCSuiQ3Jt4lXEct9stcIcgHjw+OJi05pyDVKZvW+fc4eEhwMKU0q7ruq6TSkH1zAiNpfLW3fOnA9bWEkydgzwlkiYZZSwVAiO+31faGGO01uOHH/4wIPf5559//PHHMNWen58fHh4yxr766qu7uzvYIN1Dwd5DNnicJjPrXNd1xk7ee2vNNBljPGOBCR7HcRpHTV2tthtC2WBGH0Icx5SRun7d3N4SQqKYC0H6vpMyXq1WcRwVRXH58hXG+OLi4o/fP2eM/fCHPwSmOXSy0BJdX19LyaWUQNBr2/bg4CBN0zRJKWVJkux2m77voyQ+ODjo2hZgizRNd7sd9JLgswgtJMChhJD5fB7H8Ww2a5oG9MpAhlwulyACe9vLK6UopgBMY0KqqqKEUsogcTlJEkbZwWLRO2Odo4RyxpumaYeecT5LM4hdBR4prIy++OKLjz76KI5jwAsopc5aSikMwjANXFxcACcbHhIfwn3IiqDQpoDw2hiDYTJ2Dka85XIJbXvXdV3fjxOAxr01Bl5WGA7gVQNzlKIoKGPDMEillFJm1IQSjLG3NpISY+/dvaqCEEIJKfJCG2M1ms3KYaTWtUM/ee8/+OCD3//+H3/3u989efIETjlUfGD7gHoAwp7+f6wNAkKsJsqnAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "execution_count": 182, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Labrador_retriever_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### retweet_count as orientation" ] }, { "cell_type": "code", "execution_count": 183, "metadata": {}, "outputs": [], "source": [ "Labrador_retriever_breed.sort_values(by = 'retweet_count',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 184, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
favorite_countretweet_countrating_numeratorjpg_url
10151548867695713.0https://pbs.twimg.com...
62515471570012.0https://pbs.twimg.com...
9725500493912.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator \\\n", "1015 154886 76957 13.0 \n", "625 15471 5700 12.0 \n", "97 25500 4939 12.0 \n", "\n", " jpg_url \n", "1015 https://pbs.twimg.com... \n", "625 https://pbs.twimg.com... \n", "97 https://pbs.twimg.com... " ] }, "execution_count": 184, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first five dogs\n", "Labrador_retriever_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 185, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 185, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Labrador_retriever_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300))" ] }, { "cell_type": "code", "execution_count": 186, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 186, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Labrador_retriever_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300))" ] }, { "cell_type": "code", "execution_count": 187, "metadata": {}, "outputs": [ { "data": { "image/png": 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ruhNkD9LFZdXW2i42hrh3jIHTIipigJZmXK0txOpY3N1ICMmyQpr3Xc/X3AVf1xXrm6fmZsz8dI1tXEbaw/m0tDaCt03jyo8v2nPA8nQ+5RAvG8IzE+Ar6oNyVyYlMJRGwmAN6aLR7rcLklmB2XCzQuoNXNydgRFcUEhcs3z3sMQjfbV3T6dPL/H+quveZW7Nxxh9aAiZGbLMZkml0lQQQxXFZqayGJiDmSmmlIrQ6I2kgyaIr7CxlCIAF+hgpesFWhB2BICslOFI/EOgycQ0MmEQhJTGyXjyfDC1swNB5lhgvhBsUIrRLYeUbg4zKkbkQGtSMLWYnk4kApK5bZEdI8Qc6aaHpZ3XFd62PX/4dNnGWECHbrfbs3G1B3icz8uyOpUMYlAOiKJ2xEJmch/sqUKp5OwyVE6JAdpyatjH3rnQkj4xZCOVJDO1De0JAhm4bCmzdW3nlQ/NjGjmkdFj0eptsQy8fHoJa/tut97d2ZZ2WjwTTKQ8KSpEGlyQaVqZwRIt3Jww0MRKp0RPCBjMpCrBN8BkaZAjF/fWPKEI0K3q+NX1xZtcvC0uPHpXiowIhy3GoZTayAhVeSoATE3wzmx2PWnGMCU0MpCGREj93LLRWB0PHa5oJmavvS/eW2LGe4UiflYJl0uregA01k9lYFJ6MJ5GPy2wZm11IutSLc0zwtyVre9Qwha31aEcqVkCRF9oamDUSfEuRqBvw5t7o7uAvritD04+Pl9uDJzM3Phy3a+4nM7r45v15GhKI5QDBGBdiN2xRY+IsEyZKRI9xsjWQ5drH9n33c6n1lq77rGP2JoWC6W1ZTFnkreIT5e4jiC4+NIzNXQyKhPRlsWa8+3jClszAcMYsn297nHpo2qvCGx7WpovbsMjR0EXM7XIAEHNMrQyWomhpIGJGWxSluABRitSllXaWQPd9+hKLaCbudGohwd6miB3NOdpXfstkLGs62VIlR0rbLaTDCKoZkxy4gFFTsAQAiKSbtkW/uj80KzQBoFiZh4JPzW7BpU+sKgzs74WjJMDogP9ykqsqk8xQS8JctPbk50yLZJuhC3myjQp9l6l80gNIDIbaM2ZLXMoYaQpzs1Xs+2yhQLpjtasmTRGbsCSYeRQPz2e3z6eG077Szhl3swet9vVokuLu7sZKWQnJWcfdtl4ufbLdhvyk/vpZAbsQ9u+bcFt2Dawj7zFOC3YhwBxxMI083NnAGa4hb3s+XILczufrVpB6+IYGcxI08hdjMzRmQaawdYe+5AeHhanXW7btXcng24mL39/QNxJOSiTDquCNCKTmKE4k3LCVN1tpYcCIUZb3BbaopTG0I5YZc1xWtgYBxJlADO6w9wsFba4cUem04rO0EijEzCqFTIgy0ppg6EEhxmMaMyF4ujNgBQg2eGMMiWINvOqVLr70VdQKJtoQFqBoUkzMwMoRDWIUI1NIInltJ7ftsRI5Eoai8PTEoFMSEPaR4YsYljnGGZGgxPOo33e1ha3a0YnYnE7taUhR/QRQdEJktsmW9iINJO23rWcn9CWfcR26yczNcBJa4KCtkvvL/HxebvsY5Ardd5ybZZiDtx67LI9vQtb5DaGgVtIlisztd22bMbHB2urg+ZtSWCII626KL6c9sy+q8d47hFhl4tkXJelD2xpu6Qeq2sf6lktmshZbZvATKRIegosdyVzKDNhFF0ARalg6yA1BGZ1rZHKlC9mJ5dGjl7wZi5NRvPG14JTUIZTS0MKO9CYD4tunemNRoeV13AnZ/NU1RJ3kskhGLW4n3xV9tt1a583JKpjcC/5QBmMxfewGR8PFBiZs5FdqKuxwm+i8npkESJa4/KwOtig08K2tGZmSdD8ZPuIl+ttZIYAc0AYCTPCzRyZgnqMvI1k0tlIQYY0AyJCw9QAMU2Jbduzq/mTNd+H+q2b2clbH3p52Vuzx3NDM0DXgeeXfrtp77h1DKoTe8TCNNq6NJqUHAIiquVIag8mEU1567ebCH+4jR+/bW8ezu5tC+y9j0gTtqFVJmDveLnlh1tf2sPLNnofzghqiAOtj9isj9DI2U7NTNGSlMCjdlJISM2jXgw3Iw3EiOruyhDJENDgTjMnYMpcF1uaxi2YRicCKYRlevMDICLhxofHpfW+x7INPT20t2/s/Yf9li0O6JJSjkyCMZssBpn7yX3BqYImIj6+/xj73u6Fo6qtTUwGDc2LSUUvMtGsrVnAVtE2+BnLbSJZlfMXszLVOQQ9rqfzo/PcsDZvS0JpPNPcR5yHrvttGMFG5tiCjmYGaIzomQGNEUa6nxZB8GrGsbpGEmiSK12wPSOwJyLNTekZaK7US++n9YSwsVhXXG5xvYrDFp5aMjNl2mlJIyIDy2ldF++I3DNCYwSbQU1V51hLIE0at7eD57YaU2jXre/7bnbSQF6z7/sIWTuTp+fLuO4RHUalY4QGqglXkKocISHRVDYFNh15s0wgkenDZ2FHSYo61UYxZTLBEsU6JVc7Neuw4l3p8cEzkKFmHH0bZDstM+WRgDDp8bxwQ95GO+HhkdvO26cckqPAlgzC0CgFhshFsTS5K/oyhFTfblu/3cZ+axWYj5yQskqgCng1Kqmc9WIVsJqBnjxYg9OJpcqRVN1ALW6kn1ft281l56dza8u6elsGkoCnQHLx9riebeSeVU8rcjBkXREBmLkZaazKqFpN1ZBMo33GyMjmviyOHH2Pvouhh8VOy6Lsly16hLKfVw/GENHMYSt1TkfYFkPGnspEz7Tc6CYoUikBzdLnyRMXXx5aPjzZ08OXNrYt0syJNIG2JLyLuenygh4uC1HXvfeYDV4OZBqMqZEZKbItYFIpRvU0HHJYMRhEmpULcByoWX1ud+PBKgCqrnXSjWxuRt4u26L2uPrpZNvWi7O398gkJlsRMSAxAlgAT3EXWgQjl95vAyHZShumdLM0qe0IpRbi3YOn8rvn55frjUQze3h4uGg040HOKYyN5Vlp5pNGa2SKoJPlr17dGUhW6DVlHr5bNDbwvLbT2Z6aFkYf/XrDwljbA2a3qUdKidPiZstD5sdtv2ybSGVmDzcDbLFlXZwcQow+aUA0RoZbIbqqqsUIb3x6XH/8Ztl2ffvD9un55e3D04/ftD7obpfbuPVhJBa1pYHphpO1tvKceN70siXdIesARpqShlAxBVxcTs2skQqXfdHsx2ctp/ZRet6xNg5JaEmmLbexM3QZ1geUnc6emUVUmDw/Qw4YMpFSNQaXRiFYUHrfvnh8GtD1uksKpJLWfGQeRxkzJM4+SLTG86mpo7AiCplx3ePhtNhiabSliTCnaaG3kWiNEXjZcktn6gnmC8217zFG9A43NsEN53WxhbcY2nogE0nByBx937bbrb+8XJXxeD4vrZ0eHloDi7FTfqt6NhP1FWa/wip3rx8ziw02WVxZTBlWclZW5W2lToudT/bu3Fw9sRpi2/c8n5xNFkoVDnZa6MaTmi9tXZbbvvets3GkYmQ76enxtC6nkXG7jeippCpVEIrzQ9p8Z8oFfLciVlcsT+end0/trcfe0E7rGF2Zp/XkDw6DKUPhC0Z2NftiOW39E2RJufkIZgYVk+KRMEkaAB0JYTBB7hv3XbfOkQIZatu+70TPAXBPZg4DMAAGyUZKCpMwGkNcF/fIHRYNfFydbqmEyYSHE2V+Wg3mL9eu5NKW5z1GxEwDSFqyWPSe59P69s2yvYxbF6QIGZX0Xbj0zmFKLO4hJJcBGz0tFYHnLXf6fu2LxcPq3poGr1eluJ4aBaedT43KHAOOHeljQNaWdr1c971H0mk9++3lejPZYs1tRpMip08GIphC9dhZrCBCOahMswK9ZkZVEBhjolsSITPS0JgrsS7+5KdOxbhmbgOycLqJqYxlaSOEW+9DJzvburqkdqopkmtsq2lxrE0uB7lbZsT56bztHJsg0B1mtz6Yzl08awlLxdr6F2/WN6e2RCawG3vndXc/0YkIKpmRCATSlehtTXTkeVl3kpKNsVsD6YAnyHGNaMBqZjZuwz7uawrbaD106bfz6SESQ36NzkzRxzyNw/KhyDeAK0EGmIA1kV7uy1xJxYnLHkrj09O7HrlEOAnxvCx7j8zBGqeqUzwRnxTVYA+gZ4SyWSNoCjc6l334d58o5WI8LehjgDgtVn1ymgeA5p8+boh4d/Kep4HR0WlLozGLKBsa40z7nb+yXm/9599o7z2tD8q4ch02Fuux9WvksJ2t+oOZMxTeu8kHg588OtA1vWEwHTaECdcf7bJJJkXlwpLnyNu2LycLKxq0bsFL10PRLAXQjWmGzJE5Kqtz+rIsHYPeQmOk7NbX0/L4ZtlP+fIS794sofbh/TX6eHw6s3l+uvRdY9+h1Zwmezjb04OfGluyjsqP3j08dJis96EMZFIY+66E2WIjTlikttbFjB1W1G5jVhGfIGALrfmiMP/Ufd97H2in5aX3LaJpcSczMrKgvGbtYNYkLTNFWtZsF1y0THhbFEpoCBahlA3T4pu09d6BoUwVCm49Jw3dDFImEiZSRbHv285E89YsDXQsaXYdsfVQ5mJmyFC6sdlwajU7nW2Hrlu/BrAve49LpNRTvTnhJiRkL5eh/fLu0b98PD+tp6++vdz27ePeH9pC2st+27eRe9/7GLED2SZmjmK0FS8RQIFDk9ino+5TilYNKR5cfVUbu0jJAEULxQh1mKL33rdTt2UFgsqXWzy3/d26NqMvXE1uOD0s5nbbsMUe42YL3byYPz1GalnXZTF88dS8tZfHtjRLmraR4W/frkmLWPsCnmxp7AlreFzXtfGAe7SApyYHR2DbYzGcH1eS+0hu2Tud42zMiFOz3geiypWa7kswJ1tIRlgzCny59W2PvocPDrHHfrLhwMnQjaFsoENOATe30Vquy+ly65T3NMCHkpKNMAs3rb7QwiTt4yVGNGXEgPWUMqoSpKORUGYKyCRMNJDGXWKIkmkshJmP4JYamdsIBTame2O1Qoea29WSL1sHbhERhlx21+V2M4lmew94F6m0/TIsti+e2mJMajWRum2xXTJC1+x974qIGDFCzJYZNXBC3j2WEQbEYWMEVFkXq1KSqpV9VIUGKjPdnGzVjgaRYg/sY7vs27KeM2Oxlgos+r7d3p3OXz6dfGQ78XxaloXewB4pa41AKrFG0vDmvLx9WsRuBofePa6IJOFvHkIyswEtFrYsb968dY4esa5sZgYysxBEig+LB7A55OsZYW4Qtt0CuXk+nB4eN9mn54cnu7zfLU/JZtqbM2EREszQmIJuce2B3EYXV5Pn7QYPZ7w7n988nkfy48vt4/MFNJOayZb48u369s3p3ZvHr95ffvNx7NFGZ5pcvbE/nrJJXz6d0tvHT9dokCkjYh9Bpy1AA5IcDq9RCiKlAIyyxc2caZxTFkSKIWyKMTAyIxNiwKTq6sqByBi9IyXzMJd06wOpTlk60mmEso8euWfXGWRbtsSH5/h0i1uPPmJ77iOjj4zBSGUqQoDaKwhVfMGJRxX7Dwf1lj5ZDHQhMr0ooRUPQaCqEwOsmITNuSynxrXvl9vYco+U0lPEdes3uTWtW7pAs2VJZSzN362np4eTkrctILwZfjqtbx9P1mTukVLEaXF3UFDDnuoxIgtS3voebNyG5aZmwOI0uoN0As3oDUjJeDI3YEQuLU+Cn5dTs2VVOz9Zw61z7NyjJQOQGVMOmoPEcOyPLd6tLpwG1+uel62fzq1hvF3j5LE8LO5rjGv07cdfvntzbnt/+f3f/fK80qDTT562/eP7S6/2vsd482S//1eeTjSnP++xb1qfHoK29zF2f9ljj4Q7hLbAzEfW4Ff0IaLhlewEFePVLITetWdqIqg4HIeyxhOEsAwVq8AzmZnIcMmIJKKAJvreOwVkNm+LP3z9zfbLr3745ofLbQzt23bde6QCY1hAgnIAtIYj/FXXU5P2KsCYs5FfZKOC141zpqMY9PVTq6a5auQITEgcHjQPNRSrxBlU5DBrC9a+8/3t9uz6IlZyZWTGMLOQ13jTemrr+enBbFkIpgDAQimlOb0O7NAIAb62ZtGRPQY3IYRmQjjXhe4GiaQGxEZrRVUaiczMiGEvfey0RHhrq/sXT9r28XzNHcxMVjffuZoUOjn++u998TtvVyNugQ/PfYvzw7m54uS8XPdm/vjQfucnXyLHl0/r2xMT/mDpkAHv1vZf/+Txadk30dnGdTx96b/77tRQY2r9yydflmZeLObTdcTHl+hdDr55+9DBbYdolxtVhBIoAEu5UZWNpN36GBlZpHqy0Wt8bzoKMcGRCIhkZmpSQeEeD81vPSNzD2RiRHpiEZa1vX9/+fDdD99/un3cc8/Qvuc+RiiGQpkGZSqTxobf/uIr7RQoFheJIt+kzFgthcxCGV6nnXG0nQgVaaPfbumWsOreupyQlA+wN3ZWcAe3GEu0D5+kvSvSW0tmKr3ZSiyLtQYqpBQsCAMyBTco3eQmUM35sC7FrYwMUTbH/WzIEDBkc9R1TSzuzFJaMF/XFld8/LQbemiQ+ebRewRA+RVxTunUsHgTBIWv/rhyabY0COHKU+untS0NhC3N6Kc+sF17hDntcr1haD2hFfEUkOJ33vi7h6c9kYHnPW2lQ0xkYHGeF2eriT2k8unUzouPDs/0FbeuoXEbij4MDjHmbB6QErlFSBEKHAHIChpMKGVWQ6NKWpREAFnzpjQiwk2tGfou0+hjDJoZyQbebrf3Pzy/vGwv29gDW4zch2Jk5MgRHEowkwDyGLEv0yEpZbUb68tI0ieyfe+O0utvxW0AjTKhm5uDTrlhMc/MkQP0lBBVH4Dw6LoxIhGWvvp1mAuLVtRAOcPdvRkhjn0vtmoK1ow4LRZEpmhKZNQIUoQB7dTWVhWtCAYAcYjbJinWE1trZohhg9BQzRYlcB361E0B81NEhoa59l4dXoBsznePLcd+6X1d2+PDkn30HXJFz4xoxuwMKdAAG4nna7+NsTgeVzoZTAJufjLCmEogacbE0pakBO6JS8cefhvYthGjxxgjuq0nclnE1ex22W5Dt8GeHPE6K10zd5X2ZirpaTgIKBA4QrAZJUlkDkAGl6roH8UZaM7FPfquSMJM5pApHeHQ88vL83W/9rztMXrfMhRCZGaEuqzQtdmMaXcvdXxV0luBb5YbNX4rKVNLa621EaNesjjJIM2t0RZibXZelzeP6973jy8XWANy7wFlFZkD/Dh2wqL3Foi+b6f27rQsrZmbU211X7C4NSiRoIlQEowx1OhhCWBPhJjlpIwJpdni1twjMIZGIKXRebux9Xx4MqT6loNACBIMCX3c4yr2Dks5vSlP1hJSnqQhBcRTw3pqtoeE09LWpn2wD8ZukoxLhK57VJ/lcolrt9vIngIKaCHNkboprVk6B7Gnxg6mpcUP+/58Gy87e9cW6nLSIyJkow9knOQLvBsHWImQiGQVnubkQZVTfUOs2Db5vLzLesQcMSVoNJNJGojMzEys7r6MlFIYsCA0oNFv2+JtRNx6XMYIZEaPHBlkIBWCcohSkXBINJutwYSa0cGwA8CikiwdhyxH683FbGtzsXeZMaK602mtUWHEYrYs+fDgp9N5BG49zY1ZEZyZ2amiiDgsh265j9i2fTmvy3n1dRE8YDa4yBxgK2JYofs0sPXIAJMNlJvINBAwgb28gbANvAz1HQpcbojLtry4Ly36AJjJiMjMkF5CQaZRwshde0Zm76Z0gVIgyYzlZEsue48eCHl2fNoyxzitvsIH4haMG19u/bbF1tUzeyJCtwFrer7FmTTI3enLYO6jR9KVmTEidmELC7lkRWKSWtKSkJGhHQqgqD9Gkllj5wbVvHLN5kQOHNMxoft8/jEMWoilUWwGedw0R9g4MiLi5aVHqPfEaJ6dLZSx9W1L7aGe6qHYQ6IGlVnDNgRNRpnTy4m2ajWTMasGvk7aTBKnSKmYfcWm6vuNNJ+zIyFmCspsi6/G5g7liO5tac1yC5rRGJKyGNNT16e4EylX5JBufXvafD2B0dKkBy7Nmy+EhBhSEgF2oDmtMgqYYwW1C7ct2ZVIM2XoZdPz0H4dCgzZEPvLoIWkVBKLUiRZOghcoJ6QxDHaSwgpIAY2wHrYy5bJ3JP7wIdLd7kDH66dwDmxK7Y9rh3b6C8bRlqCQGQqgb1Hk+3ZriQza1QrMzIlWhojSa3kkmjJyMJ2MkAduccEdiSRo3yNWQkrOIU5cpcqQZtJLJ+UZh4F49GUq/acAgjHfjqfaMvluo+MveetO5BuWn1YRJJdTPmH58t127Ye0SP2PpSJjAwr4S/q4CNUSYdG0orWeP+NRV4seHSaGgq3Moo1gwgt1lKpnKmTIRejG4TM0Mvlup4CNLPWyJEWkhkYKWUpfGEqqLQaXHLl2s6tFXl8fPh4SeLh9PjQWhBBXvbdGadlPZ8bkLfrZomH5UTYdcTHbdt7L7mBTN5CO8gwpw+M+8QyrIJX5SM16wlToOojoWfxbmmIREre0192pVmA244bS+JJl8518X34h21sex/BFMOYrJEDGA1uwBKAZQ6kxmgw0ZLV3u4YOp2WPjKIyNBkuJW2gQmQXrsi5Q1aqXgckj4Uco6wIOexmX3pQ4oBvzVZBURKSlCttYcnjzH4KWyY5M3Xbf+0ru3d+RS39ePtdrv260t/uV63vksaPbP3JEdmRkqlYJDNachinVdXtBKrGhyayMOERLxmfrIGvEpBinOKjJrjZmZwIjN3t+Xx4bTd+r7t6nHbeuQa4TIX0gp+EjiSZomUVdlpXoNKbsu6PD20xXKxpSk/XW/vXy7vw7isNLsGx0jn9nAKIWMf6mEt2VqP7KnQIhUzxZIahGdNyg1xkp+cVoPq1Y1KAEg7PjKAYCRSNM8GW6UxFJcdexrdYijN+i0QSjv19H0wRxupiGBlb0ZJcbhlgkgbyK5EIklzt8VNmUoil/UkxgiEotSChBBF+H2YaybpNfBR4nkUgFC9W0wkQQm+2lJCd49VkGS151JQkiLast1ut+snS3u7nOkPAIef2mKjb999vP3ww/Xl8nK5bXvEnt2cUoQGRiFdkrFeM6RjmEsItEkUezWo4pFaeaEZcKRmXgwZzKkvZs0bZSEOXuPWrfnwuCnHLiAzuxgyQqpzXuwaEFaiNBVnzQIawrbvzVOLaeGynh6Xk67b9dKv1zDkKHo38roPTm6Ej0z1IMGEyvcKCUalqCUn5V4pWoaKv6BJiJjM/qQgWaLkXZJew0go/QEy6BzwUBJjINQcTAaGIpg5p2WMdZkpZNVnyoKKImFKOR30lHkH2ZKp7Ptld3NLOqzEZGL2bq3uSrXaKFmqRPJYoToya8iCxcXMg6DCOTVWGLayCBBZ3euShMxUat9t73G29nt/9c35/Pj8PC7bkNqn5+v333749ofbZev7dguMiCOiwVIwiYdqRUU1COLdY6FVt29ORRjvBm5mWcni4YcLErFJZj2KWZ+qbEAbkddtD2UXYpK4kQhF2U8SjnszcrI9UJKFaRTYx3i+Dlwk5JvHh3C77PtIG5iaTiaCRb6D3NiWPFISA4g0lHpOAaq6sy0hWE3nzV+frC6o1QHOw08XnmOUodjVZCqF5irBo5TKSZPqiki0yQqBhVQVzBF4Cy3mZPgJEgYyM5KTx+0IELKpcFCMyiJbFpsPKnXF6oPLkMpMRV1IY337lVOHox9SBMg691IkOeo6xJyTdFoPmPz89PR0fiKieSztetvG84cPt+fQphxd6IpuNKNnakT1I4pqX8oNCYhgMuvX06wVrDIVvjKLzofq1R0j3pUTlvZHDVPTYLBMORRTw8b76JfrBnPRk6VhY9PvpkJZpFTmqzQpITOZyc2UjIgRWd58/3QVNcxoa5fc1ICKyUaFYZCE0ohiWlp4qlQwVDzTIwR4AV9QzCJJ84QhDhN3lL7cHFybJDXAUR1oKIxHcliCfq5ECixBTR1Z8eTY3WsxZjWPDbP4rxKbcwgnii2ptMJ9gTHCy8WWCd0/COcbo0C4rCTYyBKQQR62hcqnK3tnUhMOL822Eo4TXa2Zsy0yKq6frqnbh8vl+eVlbNEvw+BAQulMazrRErb3JDAMUbT3rMkGkOIsDwTJzFpkgkmkJ3WIptWnLqHHSrOj4IbCSsxoswapsenIiIBJm4athDtlSANZs+Hz/FCEmXu9CzNvzVxBaCgEAZZksIUgZUGhR5EzBYRrWs3mzR8GWnr1+QWJCXNOnTtOL4LGIsqARlBZ8kR100rc5DA3fGaRRTYvtCM7UK+byMAo3+NskwJStGlp5LCaQQEBpwpUpx1yokA1qIpFSRUfDqg+S5bQSgTKaZU7nrU0VfcjYDTSVGebR6MBdwucrNLUrMeo6ruZZVq1qNza4o3WYs9xef4QoLZNYz8580dvuT/05XFtzxwD6wnqfLkMAGluDR0J5wke86RljnDzdW1GmFk7qjpkglRArU0qtJFIRSbMlIE5viBhKnSWWGWkIhEJL5/Hcnvu1UZhwS8yMyviDWcT3qwSzSamFIRO57OW9nzrynKNYvXjKQhpEOFmAJy5OEZmjlxIQUHaYlWnmpMwydNcWaO6SWryw+/YTgEqR3qpGZ31eoMmfbY0VBNIqxGALNlY3SXR/J5PTELbrEGh6sJxzrUUe7seouMh5fGIzAxIE3KuCFkWNfEGzcTJyVbm6N4UOQeTP7MtCWVWB2HF6MBQq/lAdzmkzBjSZVn1xfooNl/t9LS/ffTYtvffvw9L2YPClpXX511h68IUL9ttZEdxfihBRnQkYQ9rA2DmLTRclio1LyYM8Em9ONhlpZwEMoRBOek0YACItGJoVByVyB1EwoUlfRacsgw7hIZTEsNMp+ZMq9dM2AoGk4Q4ajpORtFdVvknIONwQVOdxAyLu1bQFqNz7DuRq7sWPLhvm38YPZFJgFFQD7Akp6gO6OVNUTFRBo4CglCCezWybo2ZjgBTWUN2AORF/T1oAyPn3wM1oq9giKNYRBNRUiVeViaVxgTEmWsebwZ2KIdWc7iSihqCrzdWwuElxZ/IAEsIxkhEZpWTGUvN1phL8mwOW9nXJrUWLsRoEd788WH53S+/hOf7yzZyydjGGF88PV2vP+xxM1KxkMv5yVNj24BOd4sRgbRMU7ppi/3j+6/fLD/BctJYWjnoSjdqzD5U5TZ7ShFTWhIkkBkgYVZQJ8lKIyOhzJJrm4c4Ukgnja1U4oCpJemmZWlEUGlVyBgVzMxtHwwVb0czA68hlTk6XudPKMw0zaw1Lcb1tJQf20d/eDgPjKelkfHxZTetknD4llkZ8cDoJrhYDsrLGQMmyc1zshn//33pVXr/9XtHlV1FU/1zTnYdH6J+PY5SBoSRmq2Z5EzdDsfGSlpg7tUpAIvrIaWUnGPD1VihmtlCYyoSTNG0OB/t1KzvebUS5sv91OzpzWNahEaof/x0GbfreV2W9by0FbplDlomYtuy933flD1MI7Pfrpcc4/G8IjG2yy/+4j9+8XQ6PTnF5nBMmdLZw6wiz9Jm6SoKYmmqVfEhJSqmmepts/qPxppMBDKDCSnd5p3UQdoi0YiH0wkjIcmVzSSPyEggB5pZac3McDVTIxzuXrhDBZUBy42rMxJb9I500IiHR9ktI6rbKs6kmzPy8LjplXUWmaz6GzVbzGL852dlwEGjLQHJo/i6//dzq8LUUcAEwWdJUVEwJiJegnuYGeHBFNFheZVIlZZlpe6Y6G2R+VKzepnJ2yQymcIbHbCUiZQckUpHX205t8H90oeNEJTE6XrbPnz36eX66XIbvWt18OnJ6a21ZVnG3jOi9/126yMig4ihftPYby8fLi8v7cdfullsL3/x0z959+bpb/x3/xdDNBNLSabYF5YKpFAIWimXWNEwcwwAJXMiSIWBTaof542pZJgkvV6JIJQymBM0d3daMz2e1vPT0m8a2G+RJsAXyqChI1cRpwpGKVFVCTQLDxphEiI0gNulD7euEYn9si3AMvjw1t8+nV+yRS/We5kLsp6tV4diVuGlIBJNcc8sV/FZUnxIp9zJRcen5+ePqT/mjz7L5kpHzGBgsnzP1KGFwQ6sZ9pxqRVnGtFw99cWIFXagQlQfsyTwaLwhQY4E6QVm4YBhVtf3Fbjuzf+5ePZ/HzZ87bFx21EH99998PH9z/sY8+gO9l4wVWxj3S3NTT6pv2GGCq0YOy3HPv18vzp0/vnTx8beltav1326/NXv/nV7/61v06uLVQli2bwoQgq8yfvGuA/fEqiznodTL+X8uHgCCNoWSV0RVWjGQtvqqyhkFTYFFkQTMrYri/L6YHmlae3JqMt3m5bBhggIKqR4Wale1WnOEkmWHQyDSoHllTsodldRiZ1iTH85O10PuEllclGmvlAr3n211S3qoNK33VIqc3qeBI9cABdXsSBwnGm5+NhTxNmrq97qcfCwMttM2Q62LZV6FXlVvs9TFJaxeNK6A3wY1jYobyrz0Fm9LW51ei7CKYpW8KZQQJt5DDlefXH89O7L5/Gtr072bunlsD51C6n7O8/vv+wPb/cbjsinGzIHsK2q2/XPXzfte37bWSGubVAqbD3fnv59jc///677/ftpr6/e/f2dnkW8uXj+++/+s3btz9p6Tgg2brGMWS//3b5b37/6XrVp0+X6jOaJeAJJ0udAtT4az9aP7zcbkN1sUlqVjMV8wuslBLmRyEkRSaVEbn16wgELGwxZwMeF39YH6/B560jI1NmXFs7vzn10W87Q5aQw0whyhCA94oXGTUmnGBINnz7lFwDKbMKMdaKGTiQh2qTgcDsrs0efOpeY1V77ajLyr3h1WgwdxDdPdvnJmU2XdDxYgJlgJkmyHy8Go1W+2oEwpJKUpluhFfbyVJBkElYacVpabY0PzUxMyJxLM+yCDfz8/pyieceb949vn04XT49f/Xrrx3R3pxXLAFtV337w8v3nz5ktOu23fqeSXLAIsEO2/e8bnnrY/QdYIZG9uC4XW8ff3j/4ftfffXLn71//wGw6+W679vt8ikzbi8f33/169h6E6fH5xG1Tgv+q985rZny1sxvIw0wckChGosnwLdn/I3fPX37jJ/9+gVwYiaoYlX8mixmHZkBmUgozbn4+vhg755Oz5ft4/MNdPemEdH7cmrmFX/D3ZxubrBYHxzml+s+qYgANQgBHuZD6RDmbbYAt+ApjTfI0ixq+r+kp71I3RApt5JGPUSBpCMHA4icf/5WmJtGVtZzZGqH+vjdz4EluT4BTrH0o8GSyzbOaduqgVhLGuphcxrHnGVkOecHk8bmrIxCq6v5YO6ZuwOn0yOFZnj75uG0epqdLBbnFtsvfvnNy6cLQg8n2L5tLwzE9RIfnvdbdviyj32PSFGQRowBB3vXbeCWCagFbpdP174N7dvL7cP7b37zy599+O7r55crbblcr3vflEMZOfZvv/4vvV8bZ9d2YqdD/P03y7l57y4iqArSwQXAajlClXW9ezgx+o+e1u8e9g/XYfQjY4Gs2Hmv8ihzNl4A0IzLurS2tKUtq95+sex7gsuQvYyRI5ITSJPUgUuPW/R1XRxTnFGC4MmYlfoh5AOgiglaUZwJpUHmizcatC6eQ0qBLoUUHq+J9N2n3qOku2XeRYJ1d1Q8ir4D2dOUwJhmx3podcDqr2SWzDXpxPDKf4h7TdOSRgwGIBfN4cYUxcOfGoggkUrTWJGrYWh3h7OdPFSpcEjhLy/b9++398/Xjy8/9B7VTBshdFxWJcd+47UjjDniuo0eQXqReQLZaH3kSGYO5OgD73/49uPLixA/fPPtx/dff/31V8/PH7cIQ4AeMYjR+/4SEZl7jsYpBzK7XUb++Gkh/JZ5HS+2xGr2k6c3X3/cmi9vzuqR+xZffPlo2q/7ej7zyzfnH7Zr4DjOJNwxwTmblQ4hJVLmvqwnkts2XoieVfKg7z1gu5DJ2tVzz4Jr+opdkR0mR0NCpGAJSsESoClsaJKs0pBJ1QaqavOAuTSjrYXqpxKwpbXbHkpNwcDq68y6rIYw8BnwWKYCgcaaMVFZ3txkBWkuj3iFy5v7TLWMnJOm6VNoEqBocuNCGR1uKKafATCfdWjdGynHyMgcD4u9eTwvC/uwh9Opebu+vERPgtfr5eWlf//h+dOLXvbsPTNtxAA1SARq/Hu/YU/IFJl9pIQ+evEfcnTkNsbYZ8egPz+//Pmf//Tj84s5Pnz33e35w+Vy3UbsEQ5J7GNXDsj2EXG79VQr4i+OHpR7WHOIX72/nh5PXz5lhJ5O7cdv7brtj6d2fji/f78/rGp+en+Nv3ri28e2vl9GHonw4Tt4+Hk0ovoYBMlTWy1j2/ve95KJCEDyULWyXissYLaopePWe2u0CCnlcNU8EAVQmXMdSSXLkwXOLkV0F1fndR/Nl9OJ+35bF5xPS1taftR2kbGClGVUKWrHjoWgTX5GhbnZXLGJJidl5gRlilKTm5uqpj+iwwGYpRKIAkhpcriDZgmgUc0lA6whhcwYmVkHzKpjSEOqEk+dpJddbdgXD49NI2JbTo7M7FdvUvoIZQaTOUya9LuuvsfzdWshZNYFj8yRmZBFuKgY+/V62a9XJCIzGVJ+/Zvf/OxnPx1j7H30bevXyxi9TDwByNxbTjqAqadyb4RJsxEhwOBdfBnjm+d4m/zxU/vU959//eHHP3r7eMLeN+N4eDj96rsf3r15Z4iIbGage5nukQIXBFZMx0pTqw1pZhnZex9jHHEjD+0amDdFvFrVdAMoNf0SX08GyMpXVAzQ0vkpEV9gYhGgiKglfGAmOhgBntMthX1dHk5ru/WRGm4UWoW4e9Z0/6PEoVmcn6NUnLshZr5ugErmfLqkAnc1c3lZEWmmoFeFzWZWgkOAzAuYSCRjICK2bSukY7pQFb8niiL73Mft0s+LvWvv9rh+vH56eHizuE6P2drp5QUQ83VYGo0YGdfLy4dPH1pbFj+Bnpl93xQbQLMFWOns++3br7/58P67ZswIM91ut5/9xZ9/983XBOrGKYITLS9ME6GoUaDmTkGh2tKnqk3qA/xwCSn25G3EeVk/PI8RgPq6+PtP2+PDwoxIG5lGuw4zs1Ic1mQvHynwEUHsaGbU6++XW1qKfq/sTYVIMAHYVBXD0SqZiTItUOsWZUQh5gd6ec+aZx7HySMQKj+fJEeIdt36iCTs5db3Hnv0MQDVJk2omoOvdCMWPZAFxNg9SuIVyXzt/B0SrDiy9fmEwu9lE+cVKnnnZISaU8oo7juxjxxDe+wARs2pk8W/NWVSDDNgWYKxL/lgRPa8YfdHsMW+9+eXXh1nMpqx+gIY4/tvv/3NN79Z1oe3b3709Pgw9v3l44fr9VnAup7P57ci+3b96te/fPn0Ifptu7wIuW3bt19/ve03CKOwzApzqdoEWegLC+zVvMuNr2gfAMr41ccbxMXVmjvztLRm29L81rHFks4mrGYPiy5DP9xg2lU4Vp1m8TWzPUrxIyocCbYy4bPNCqFq5dnzme/mDm3fLStRMjiTUjHreNwf8lqmTWo9WP6BQhW/hI0wJc1aZ4yg0EiclqWP+v2fM/+pKblTTMnPUq3ZbCk1OByNl9esvwg+84QAmWl+x7NmTluD76PVKEB6ZiNOJ61n+/ByU0bv/Xq5rN68ZI2ThBY3U57pcf1hXeKhfXm79X7T5fpsavt1Ax97YXqV7ppFz7732+XlV7/65TfffX06Pd5etu3d47jevv/22w+fPkp68/T4xY/+Siq//ear3/zql33f+rblfhF1vd2uLy/1xud2JtRUWNZ+gAzVMlXouFdSmwcMWbqEZnPouPSvrj3fvHn8ybvH76+xb5vBhNbV//v/04+H8v03z1/3myO8uSAzAeFhtUGxlhVMCKJ+p80ereBZjN1UNpCyrIZgHuqalYNXDC3WpyERvCNukqprNnkZdj8c00eSlb0RXlIxJljUNILDLJlKNiNs8WXECOTsKcpeDbqIZeVZK/4lCjdD9TXT61jZnLecDqvCmlDlKw6SxqyamcrUTT3HaMRDa48P9sXjcn5gun28nv75v/yzr3719R7Xp8eHH//4J6fzKvPTw5uI8dD8/Te/vn349vnML9/95Jtvvvvhw3Z6PDU3wtsagsxJJHMYx61frpfLhx8+fPWLn3/49Ol8Or98/95///e+f//9+29++PjxQxAPT+fvvv/KiK+//ur540WpPjZkNldA6ZYjkcoD6E1GLVmqjDaQkplqaxiFbAenUqoRSlrtvgS5DX37qRvG06mZ4f/8X33x/fP2zXOPbYzol+1WhPEosh6KPiHzzMnrFaaafR13VesEs19XdZJmVlNtnMMLVbV1YI7lsCZLsvzgnPKZ3Y/ZgHttrRydFsNE/CdRocqUCpSlFg46rY/ZU5+p5j1yz52e977M69+nzlxpVRRkqbw3m8tLCrOUMdLdKWW5JRuyETKa/c67k/b9abF359N54eIh43Xf//Rf/ov/+O//o634vb/+V5/+h/9h1ZOtp1uMbdu/+fTpz//sTxv09s2bL37vv/6LX331/PH213//r5we311furdozbwt5jLmUN/3y8vLh1/84j9/9dWvbtdba4ubvXtsv/nlLy7P+957ENt+/YDI6C8vL7EngMhQ+ZssVcOKFbi74emMMZuewBCmYSVKcnjmLK+ljAQjemAMNuD5uv3+7zyc2v72kb/4PjPb/rwn0FrlEFaz+mW9LDZesb9Re2En6pjVyMiquWYbjtBktB5CTz7TEtOEQmZ/SNM2SB3AOQ606Jg6uoeq+bfMWoWd1JxEYr0DJOF0CSOTqaMnqAOvqiIx7/SHz3o4B9NwCiPcESzDbGJPvB5HRiBNUiebu+VP3p7fvtP773a39ct3q+dqI2pvwkvy4237u//7P/nf/sHff/72fVva2G+/+5Mf8Sc/MfdvP3y/XeObX/3mz/7sTw38G3/jvz//zu/+0R//cUbIxvfvP/6Xn/1qXfyv/f5fOWAd9DF++PD+z//8P//yV7+8Xp+322a01tpvfv3L99990zujOPpQ5kBGRBy76xXKKP5rIXVHX+H+bwDFyjpwRN333dz1sUAshfQVCQCQQwfg6d8998cH/vBSo9q1wM+cVAbNnYCyZEtrlgE11aDDUlGbeQrMLnbXTGSSmUVMr6GMyadDHsdeCTMG82iOEAC9kqZaq4HMOcxy7wofvTaATEPa1Kq3Uo+vpbwiyFQY75xxCXIn4JlZBKxq6djrtMzkeMwcsXZ7/6WMD7jjenYkbSBg8MVbs7Xl28ezYKNoem5p9vH59rKNf/Xv/v3/+Lf+zrfffW/7tm/tl7/+Sn/4h7/3k59g9I+fPuxdP7z/8N133yvTzufTf3j4kz/+k4j9+69+paHvvv3+8eHhyy+/9Lb8/u//tR//5EePTw9//p9//tOf/vm+3bat9xGkRuRX335727vkM55BpU+dIWSwEuFiWAjMFEqBQbXs7m5YKsMSc7JhJyDcpuwj7rDNHB4ipr5adbW6/C++viaWWnVoUDMDSW/lBujZ6MjmalSGx/RV09IniuC0Wi4wo44r2UwmDKPH9HHQCE12vaymaO52U6O3r47w7qLuWRZQbbnK7qq3csC0gJxHHl7/Lkbr7N3BnEYHSLZALWqzRLnh4gCKR5IPOyD/e3FyOCpAMrOE0aQ+D0Wqd3z3vF9D6IuZtO/NklKpvf/q5z//W//T//izP/tT24cFQvn9Dz9c+uVXv/iFet+uF/NlDO1bB/Pb737T//j69a+/6rF///VXzRyZH+j/5Re/asvy1Vdf/bf/3X/z5Rdf/Oxnf/HNN7/J1L71PqLQkMvthYRhmVYCZBaSGMhCEybboJmBprzXJfPYfN6iKFq5am+nRLJ9XqrPLWBzCUBt4qwuVZqBdvIZceTmdqT9JJd1gWmVL+ZLLvt+u6i7m1NmSSxRDPlIp8s9AZdgniybEbC5GfQgwYpm7B41jFMUE1CZRh41JyaHX2a0uXClprOBnJAaDtdiB6+PEzCvdvX8llVZJ8hryUZU9HX6Ak/JprusWFCUAzBrd/nM+HKONE57A6otOsNiEDI6Uhn2IfIyxjlj9EjcMm6rL59etm+/++6f/5N/+Gf/7o+5bQpFYmDosvfNLgXtZxJWRGlzffj2m4/ffr/1LnIYm7kDtbF3V1yul++//+7br7/65ptf37aXvo8xFEMyAj3Uyx8chlV7U8s2KvRP6mLGZ4y040uSMJvIlb/PEy8pa98riZIcQeVFYVSJb2I2YSevjZzA0NGxOJJhEClydcebR3t34vUST93X5USnmW+bXm4I6uCmezMhJcmRQiy05nE62bZ3wC2HLc0W3LbRiyKZQRYyc6BH9+SdIuRH4T99E5BW7K2K7DArycj53CNlwJG3FXFxTuLimBvLNLg10IqYmSI9Slkhuzmy9tbOfH8uu6qLaZxjGccjUiFTLR9o247er++//1b9tli4L9+8//QH//Sf/rt//v++vXxgSoMKwJCSxgibuQLJ2WvIPgaMS+agEb6MiEBBS+7r8vLy/Mv/sm+328vlZbvtKUXkDGQHX5OMI4LPGIeDEabjlHyeqn9uWSzjm4G+FJpUjq08VoF6Bh3ctEnj1eGQikrLzKDRQQiGw1/haDUGlpM9PbTTkqe2mpakDcGl1YYAT2XAwEj4kmY+eml526nZF2/PzfjhOeCNgcXXnhqDmRqegBzFvJFBlb5lUU3yiHAH9FSFmZvPK4IsMtG8TOVRDr9ypPmsJJ0FXnIOyrXqNSJZLKl5Vqt6lBBz0TYLSrCZ2xG1MroQkxmZE2AYkXlTSvv4+jd//uf/6T+7Wt9fXl5efvHr3/zHP/rjcfkYUWN7SGEUuI2EeU1YkzVyzCx9D0WJWtCCZuaGkDFjSyj7br3vvfcxMrM0d4W0zDSfMft+le6moyOFsqME+dy2ZnZ1zwCylNjLUeieiTYcRTbF0k6bE88HTZxH4JjNmZm88OiIzbfi0Bjx6ePV3rZ3j6fs2EcOcXU+vVnWB4/U5bI1W8dgO4e39vyce2iAQlxvm9ESy8i+NGZNrhmNTpPDXNO+jTIzCYggqiXC6VcJhMwneD/R8RKz05FrHcN/VfUdYmgTSSCMVgVEmDKTbtYU59Uk9r0nLc2nugXobpJIGX1y0WbjvQeiCuDyrJmR2VNx255fXp5fvvv4b//VP/7VL75aTz/69ptfv1w+fnr+ZLceIxNGRiIDOYRFnGNwRcW1rMo/Y9IvS5iG0W1pUipES8RIjT6QGRElDZoRA0TKSzfPpmajJoKTSTcdBwWoUrwqc3xmdhO94rxis/qb/S6vhTloxMI5rwuySqD5UnfzPOrKwg7s+GW6R0NIUux7KkBiDIwBWEspDWdhWXQ6udkp0rSR0Ngis5gt7IGt9/rNWBV9bBqJVi7KizhyzDBXQDv8BuKQveDdJx/v6Y6ho6UApSWSlCwEt7SmKi5Jo1KyxtrdzRBC4sl4araAbx5aW9h376FO5OA22p5JuiAwFQKHZNW5UY34Z1Z8FjEy4nplbH/xi5/+l7/42c/+41/87Kf/LjeITx/6M5EWo2XgPk/I0k/irB2oNEmJpJkKrQdIDAmE1Zq3rKFu1V7myJjijZUwZQJM49CRaFe7Zw4s3gcs8QrkHTBC7SMs/zbPqAALypCzBnIKUlaN3Jq5EJrV/71ZhnmOJwKes+01oYhJOr93XUgKixQj9MNLPN+CNDJp3J1jjNOJjFMmt563jRGRoyc9WUIhENZ5GgIoUUnKzKGwA1KdlsV7FXa3p8+Aq3tVdlg8Hcko/INwsFcaZZAznEUDbmEmkKZzi99554b2/BwROj+Yu0cf2g21ScIwiFsilF6CHAlolN5vzulE0aC4b93T7eX265/9xfe/+dU/++f/5Ddff719vI6XjwYPy3A5ssQOYDRaBKJH5TAJK8qRTd9UK8KyUOR50SbQN9VOpqOEEkXNlKBMSZMpB9UII2rHsY5tlwAz50S1crZvoJrYm9tV66rOd3IsFAfJz6B2QK2Y/RPQnmxGQjLQzOYmmVLrrmcc9ONqvBQBag4LszZXKVT1hrAPNYfQpdj6qPWMwQhKTismYBgJtGNWCHkABylVDVfzqrjbzufBfq4imOjlEcqZklUyYCqVyvk4gGgNWJpOnm4YQwn12lajfHr0n7xzpFogk+n58dZve7oMki9LmMXAPtVVImdpWDubFVG7t6RJHnWjffrhuz/8g//Pn/3Rv/nhq9/88te/uGasaS0ZirSdc+qz8KEAUUZQJ0apmAxBmlmOERHHlKLNJMhYdH1NeagCnKqWrkRI93CvqWFUu1JK/qjUKTwz71XhYVR1I0q3RobDqWlezAMIvh/v+dw29ZGL0ytBXJZFmV5SwTFmenrwvGv8aDI5D0MkEcxS3KnnuDkzTTF6XOQczByiwzxVardV4iUj00wMzYgWmKsfKSELUYCgz93Sq6/67N8gCC/xzRp6LAC1bny9epDucGc8rP3HXy5M+/RxH8JqjIQMOXLv1ojzQyPxfIvrrlsuTZYa2EaYK63EZVxiBmQxdfzdMqEA88BQOfr+h//iX/69v/W3Lu+/Zd8zY3GWJkQgMHaaQ9wxKAEDid5rV1CFgtnJmh958r1j0oSUKFFqpTT1j814RMoaLeahkoIQyJydVxXnCkCubZGmk6qvQ+l/3nVTiW0fbX5pmss03XsAmSe/ZOlr+EhGwOFm5lZDXsxqlxyeDOAkBs73fdzc6U6q20GU9hgASyLlnJB6iQSRVBXSzoJtcYh48Nibhns5UtIEzrlZ+IiHr5jH4cde24GQjEzDlJ+o6eEac/8MOtv34TBr7uHJOta43canF56a15m89BwlOQITGyDIdDjVEic2xBiRyLVhuz4/f3omErN+sD//Tz/9x//H//bD99+cqvWRaSNHJVIgMhQZUGgQIMKNUuR0YFnjicqQWc5ei6RaRBp5TOTP8v/oqs5LUi7cCNEUWcv4Xh/56sUFKlKho817XP4DoCHLWgXOVfY8GCTHo2uafL7DRp825yhoMBWD3gCFcmZRr76hCobZJDuSvHoTPDyh1S5dgIKlAfDjFteAzxzaqSNZIzJ5GIvg93KABGEEwVcpTRwYOe8lRvEHy+w+q4ezsMsaUSyJEBCWYu5C7th6Hsc+E4IsJXd//xyLa4hBjsghuQYSXQlvUCgCi8OgOUuq7dOHX//qV9eXT3/2p//hm6++zjFiDG+u1Ndff/Xx/fdeq7NyGCvBSRmngaSyUAOSpTJYIW3e96gJ8og5oHM3mjwENVyiWcSQVDMatXDE3SGg0H/E/fHI2rlQfssgZARSdhcKuM83FuCl19RWU7Tus4Hi+YiyyBna2vSus3osDl1tapmbCUvt737PJjwBTNn344ZbSTFXckZKc+SquBKldUaATGbO8fFMmd0rW94hsVfPCuLQZjkuKOe41NGrwkGR+dyZHclBwYDzEYXJz16od60pmwMZU6fNZo0zxJEDHKVuw6CGZXZkRipy9E1c9uu23TbE+M2vf/Vv/+APfvaf//PLy6f33321uI8+CEWm1CdCEpxKBCzuZW3QLkgx75hOfWIzj/gs15EOVEQA3H30yANPK9CzgA8dDuM4hdObtFokHtlTXFZo3mJSqLZVspSOjv4+7njp4bmOYHfnZ0q48/oO/tz9PLR6gpFMuh1NnTu8cU/KKqOvRfCz6tJr4kUWA9Xut1gECiaoBDIMFVRr2JLVir5P6LHKyFQNTWG2KWchXL/B3e8flZ/ZmaTPr8J0Y9NL32kdLAk0hymdB73ieOR9t7ooTb0mYQEKVg+A5hy6fPzw3Xdfff/dVx8//fCrX/zq+ePz2LZf/+rn1w+foBC1SDbGaZbvECw0egTCVXvIWVL+x606JKZyOlpmQIDRQqHjDWZWj7/QRM8wHYl2uWpN15IRs66vH0lqSRpOzYMWppHTJdZDrN5ESQfgDlPhXu/fr2rVKaWLXDQjQT6v32s5XnTiBkydOzN6rREUUJNPsxLT4aTwW3/6tDAJRfOmyr/V0BWjvBEDDAJWQwom0Ei7b0WYxpGyWvBdhatqAt3uEfDeJJaUqlW5n6F2OnQc5qf77OsoqcpnWVpp75iVItch6QAAaUpD1ulpGg0IoQvyFuLP/uNP//Bf/fN//8f/5uOH72K/bdddA400dIvSe1JOHy3lRN4Dqm6K5CYgI6rwqf+VZcjuIPjxIQjUhHm9HJJZ9J8iklRGyCOj/zwf+i1PU/czcvH2sCyX261ylunBlalipFQ6jmTWJNIdwZh0gUqwcNgeQOPBU5k14ueesplPmjon5SHrH0szTVVq3PkiRCSy1ATEFGSiWzULKxsrB2UyVt83ZSwS1mGR9ZHdLYuPWOmUMauEpmqH69EcOGzlSPXuEfAe42fsU7LkpOAwoTgI5geiW80cT8A4so5c8sBSBBCynKJSlhmrMdQpLbA9+p/8yZ/+3f/X/+O//Pynt8uzJUhlDKRHpCxL70mV10byQAIiVWs5EJBG3MPK7MzYPRWfaEKmpEPliEdEDwDJTouoeMWlkJYRw9wIzW1MkhQkVOOn1bCkdQr7WBcDcUoNm72KyjAFz0yfJ7KksRGqlAW1McVUxjBHCAycUNoRdtLk06qJVCvhx1qIXvZdoJWpJtnmovQ6FCVpoZymS/BQLSpktehNc1SxDGCOleHun/N+lg7X98ptv9d6EznDXX0Ih/29Uiru3z1+zuO8Woky2WRhz7nQw0SjYJKAk+afgcwgIYsashe3zD3jzKX1/V/9s3/09/72//zNr3+jHCXEOTgiB7JFZvENapIrIigYmJhzMqmSlSugawpAAoEjKUSJi4EAIqKSF/wWWM0ZyzNplhnUsV7zYN4hcdeVNOMcWRdQzVbyluOM9WzrHgFY5ACniHxEwixm6nwIV5E4ujCqez6HKidnQam5QAVAoYaf3apm9czZCCz4FQSae5I1ZVoRsLzjMDt4zRPsn1g/szR3UKs/JaepEKWq/qa/mn6oCssK5vec4C8ZzXGz55ieXhMmff4QHAZ1d9XA563MGbL/UpycSjoHfo1JDKTVnjNojAigj+1f/ON/9Lf/p//784dvXTnGBEaV/ZDfQSE+KRR9oPjXwLFVKwPIOa8vSHNGu3IMHXdi6hhLmWl1KgBWXlXvDhU0JZQ6bRhEq9+izyORdDxfmn1H6pJ5Sjy1deuXaYl18FNmnpHHhOlvhbSDBzG/cwTwKYpo0ryTwlQWA6Q7bQZzALCe7+5NyBw0t+OW8ahBauKiWv7zRk3Zqxp5Y6LXbZ0WW9DXkYId9/joz3xWcZS7qmwp5wTfZIFWflqp0l96Fo43gd+yorsfut+/wz1o3ibD8NJcfDVJVMNAGI5Qjo9ff/2nf/Rv/tn//vcvHz5ZR0ePjIicetTJAscwkSSr7kn9FEeUA5HHxjVJxGTtVoGkv3wRrChhM2vJVFVqSrC2NUyvnlLpo0iKiANW+q1jWSFooe2hzRQjHpf1B5eYBlbsLFq2l90SOtg+krJYljPVKogBPrVOasdbVkQjoaw26WwGlBTpHOImzN3O56Wl9m03t2aKEUQtjmJCLa1gPs0nqoCzhtkYLyYu82CQTQT0mADkK8Z1ZNz4S5fjcyMro7+bz/FT6BULnTlXYR/CZBnbq5Od3zpGK2ISXKDShave67QPwiCHRt//1T/7g3/0f/zt77761bj2nlS2yFuNB1ceKmmOQ3Heoqy4P8uqSsynb8gDw/6sbNedEH186Kr/Zl5htDFSSBqUOeX4hQMOTBTuWEOdmUSFXbTGmlQqa53eMnnLOK1aGkZWgZ6Ay5gKO2aNoQp5kxKkmt2uuEwiMwyo7et1uw/PlvdhGLPMbG5wt7a2TPWY46dGtmVZV1e2vV6hlrBLJmQOA8ySoC1LSjDWAGMCNa5V1OFDZAzkpIG+XsPP/vz8v/j/+T6Oyc88wNhXq7o/6AhztdpFM/2oLEEHOFI5cUMhpsjpyKgJ49VLZ0bf/sHf+1///t/+O9vz14qegS2UkUQVZVMyer6VGSDqHdyHCSAicwZD3FfNCPXcQ8lmBpp5g2brtVp+ZXd5mEe1T45CRXGv8n8bcKGgPGT+pAQRMBIUb5lLvxmQmq2fKvVSGdViNpuTETP9vQ+tHC+NWS354TXnCT1u51FAqFVjbVkcUNx2iopRa6JFweGr52tpKwon98XkRiVnG6BxWb0P3facAPJ9mHmuQbyPuLy6qPuXjhEQzKAwA989rZ5Pytn/tt9yb0e7Cppxrm5jOVCDoY6mHU76uIWzZxvlfQxWkFLut3/09/7O3/87/8vt5eKRMUZGZJSqoazy2OmCU7OTOqkqoZxj30fWk7WrQckDmrmnAK+H4oCgZp8f1Gxm28yt7qkODnd/9/fVlzigrOrfZbFEjm50uVWTddMtx2LkqN1UtVw35+ZACLNbcaAI9+xCn/VaDorfpAi8euAj/wIAtFKFyjHMm8FSORJWAwD9cPtzBkqi3Pnm3B4fmYMRiMjb1lECxykTc+oN53EhD2Lqb0Oa9tv13f2nVsS9iQUBmG3vVzN6dVDHHbpPDFKzIChKoiZQBUBW8KSqPUvMWoZKm5FVApz8oz/8t//w7/2d/eMHSZcIhTCGYkA2x/ZLvfAQr+fdMuqmosbNFLPZJxXO/llupLlu5/B48zOoQuf0bPMnVebn5xMGh9ueTjMj78cyI9zs4L7IzXVIpi9YhmVHPNjqTM9KGObOnxJdrtecQ6llTveiKIvdUB87JSYQBhdx+NLjI4lkI2DG2spCemqkkoLnXPqROVNKoTSPAWQORnAMCGrNI2Pf+hherZ3ak35/UxLM7X5GC49VJg6J2HImd2P5y57s8+v/2Qd4NSzCD9p5WT/IWT1MEkjKfJiQWmo0fFa/c7wB9EyZ+a9+/ou/+zf/1suHHxgZGV2pDAsxIORM35JSyiTkwdqZv5cHsnH4IUx5rcoF5nK/OlrTN2seP1SPq2bNYuLDjAwrNc1S9BSO1Xyz6+bWWHKp1MwWI6frJjLCpKOxAoIZgqUTXvQmHCdj7pMEWQKP9xMzfWqNnVbdWK1vEVE6n5U5CyTH7IKywQxWZWOUVySYlB1t22pC1V2gkJmXW/QdkvJQls5UzKGXadVl2kY7SFMkmcqarMKR09irO0RB1XDds8A5tAWrLMLsEIjFzL3Ko1E1WTpjASpPr0Nc66E5o15FwZp/ql+QgOjkyRwfPrz87b/5N3/5s58vtcZoDOQORRTifbDCVRUeEqwOVV3/YBKaConC/exizojVBoG5VwUHbhJHdFNkINEO+BcTB5E0PpvKkOB3kuz0awWDckzFa2DSrzVbF4RscqnAATQ4RMGSYaGjvpmlz73Wr6HL42bYrIcO3tkholKTB9AByROVhjQr3GYWq3In6URa1s5n8GhzgoiU0hpNIWHMdIWmz8rOhhRVg44oaOKoBQ/UU5UB3j07D1AU9/QB9APhOCoqzoG044Pn/fMfZohDmbFISDkRuFmH2lFJH8I4dVC91k1/8/U3/8v//P/81//6nzWNPkZE9BiRoVpJUWp5RxTCrGqRGTOxrYUnipwzFHlPY6en/bzzAUwAh/eEuK4V7xG8cv/5N03GZkFZJZ44c/YoKNg8Kvmr86aJvla1Oq0wIVRU9lpZU25MMyvXkVTx3iRWYpJDreDIerefyWS8FlH1YeeGTqFVaJtvNBVKmnmteorJnqrub06upgkuULWquWzU5kp7I4gQGEdCcUSuWb8cwe41kH2evGsCuFZ1+11oSgQOZu7hISqhopkpSn4NmFji1AnhDMflsyaqKyhqVUWdhxFO9e32D//Xv/kv/9Hfj+iMwBh9audVJTp53EdOPn3lPR+ZER8C46CJ6MjfZ6aFGlY5cqvjBebTdY/umhl6AQ8qMVt95keqt2g0s4i4x+HpAzkX+GrWF5joD2q+GRJHaqGRdWhQrZJpSJPpggKyQzg0pSAgZlifaLPNdwSAE+w6fAXJVlzEenqpHoGENUuj89ggbFOGrrzDBH580p1r+PrY22EK0WtsqbxUzrF63hPPw7w+rxCnpDdJqMaOZ1o4izAY9brHYV56AHflIX1ms/MXTWIW7tFWoPFoyw5FWo6T8Q//6F/863/yv623l/CW6j36yJikuoQifHYTdMcRa0nE1BGYVlQhwuPYhzYN5qjBMVXQlJmE3w0ssxTLS2rgcGuozWk6ACrxUJbLDKNr1gOmmJ3qKvRq0Ren9txRPN7PsVlErosrM2VJtGpA8TMsR/dsdt6u6swSrJ707Akevnha9uuBYWY2VUcZ0Kzv61Pi869UmpWm9dzcUCJHxaKYLmQePsrajLg8eFJHDK+wP2GI4x3XPwjSjsbwPXlHVgYBgJiCuTargrwnauBEfz4z1mlVcxUCSMJz2lZd7Grbnpv/8Jtf/+O/97/e3n/fzFfzayiRA6EIhIr+NsVvSp/CZDGdPGZ5Lx78hIldIApzVaVzJQNWai1zy8YRVktjuraS1Z5SQdRd5yZy7ow9MoN6YOWd95pnhsFySzZbLGgz4AuEIR3mcATs5IkQsgVFRC2fBisPbaxNSbNUnaXVzOMPFKJ2R2Iq7eVBprIDHGmw2oyNQ7uBmFSdO6mz8s+Z3ByzC3XDJw3UJh0RgJCu0i3igW1M5Gn2Z+5wwYQIDgrbtAneAU7Ml54a6DOVxR24m+MGeH3iq0Oc7cXPsABObBgzUGHyTrd/8k/+wU9/+u/NzNsCQBGRQxHKqCs7Cy7MdHPyYo46vBzMZz5hWgYO2fBZIOdkuh3I7QEn1NxF5iGoeHfb9Q5ZezNi5uUHmIR7oazX/3wGKeU9m66qyODG5m3BYvtoMKvBsdq+Ark+e/+zR6Pj48wS9ji79+LiQOyq1P3sCkhqYoWG14OO/GzMud7o9BmvT6MZ8i4aUxhA+myqF4xa0MtM/+8vwPttmJSgY6jo0PKbXIiZyMxLeYCdvH98TquHJlw8Z5fvKUtdk6J8FHUrAc3ci5jNCX7962/+5R/827FjbW09LdvtFmMoauXuZ20O1a6RqjCniR6p+N33Hkdi3h0drqR+atNbsjzB1N6q500Q+ci1KwjxM7O5Z110Hrc79frrpKm4MUNZIe8ldqKDtrWYL7RgIqMhNw2VWuUrFF23Z6ZMwP0M495c8cIcZolFhDjngV5F10m0mBWEak2czf3CNkP4tIY5MltSIEo479XZ/K855upJTkaRzQ5a5dxH97SW3JVW8IF2HlYyoysPrg8n2XSGt0q7XoVAj8roflVY7CPOBPtzP1i2W3ZSLb2y4j/6wz/6+qtvTFxP5/W8vFw+Zow7DYrTpeAgeouoLZ7HETsgJRgN+TrGUNZUPnummAkkizlR1+zwMwQmqHmcYUnOe1ZfCMK8SHOpKnVUu/fzPm3gHrDqiuAzP67IYdmRI9RYExFy1R7j42JFqvn0qYeVVx2k4xZElPudiSCOS1xSEFXH2qx972lNkRVwd7xVF6c5Z1lVGn014mBEdQVn0a8ip5V0x2Fz1Ti8A8dmU2FDOC4f5+qw4/Rzqty8eldwdvpeo9h0g/OUvDqq8gczTdSEoFXMtSNyZf3q77/9+g/+6T/c949gP51PJZtRCZh70QwKIJnF12RRqmrVO1GdJRCcR1mk+eFmIOJcejzA18WZB0aVU+9WmhF/3sY5vFwI0v3ozMGCw00WoqUDRq7OJO9WVfdv/ruuf47Yu4aodo/Ld2ssi5xYwmcmhc+Mm5rCQTiA2rod03HmpHAkmh+wRF2VShq9CvMDAZLEOS5TVT9QJNlXHKPy0ySP9TLFY8S9sjj6q5VTI8zMRZeGYa6is88kgSArHHC+hM0G4Gd1xYz65BFbebilej9HNfaZDzkyCFG+yn/+J3/8/a9/burEaVnb9TKMbu5UOElailIkpj4rDHmfFyy6Rs6EXRORtGNlGI8yiwc2NY/pjKFldrOanoc77z6MfO3vQsKRVGgG+EqjqtI2s6LN1cfMY/aER9UDWFUPKrdYkvjFm5UV6376fh7l3WcR+bhyxV6cZ+Z4/EHLm+33w5KJ9rlxY+bSk018+DLUC8xNDZi5/tzQ8Hqbj4RedzP4DFAAfH5EkkykV/U81yThcMX3jjKAPHz9DAPH+yzXUeVjHUjqaJ/i6LUfYx3HPZ3V88y8AW77+LN/90d5ezGNpa3n02n00Vpz847j7GZtPWnlyOI4kocOJuaI3X3JhDDHNyQdXHV9tgIrY+oQHue4ZojmtbofhKPK0eGFy03O4Cr95WzynurmZyeo9hboyGLr/94sovXQMZmSx6H7LDx89sW7HXx2OnH0eXUk8lNP3+7hmQ041kMeX6a7e+SkNbzm3vc79fmdvmfSXo6qUgAcbvROXJt3GklQOe6JA45MpiyjTsE9e8PkL+RMnQXeId0jr8jXJFp3EsQs8D/LVVQCiMgI/fRP/vQ//PRPUoOI9bS4N2+tol89gTWSxDRaTP3UkquZP0fxYWbcN0wUqmqa+924OyFEbcKbMKMOf47PxmyO20mWH8GxjxViCqMmw1FCCn40RFj7Rw+G+z2pPD41lCV3JDWzRHZVSK2U8/OK4Vhadh8PPgYPnMcb0cwPdYxAVaF+z0MgGdDMy8yOj3SMzxeV4oiFszo4rGXS6D9LjCca/bmTmMzrw/DufQDVu08RcFryKNNmOTO1Jab226xoDmHU+yE6/s6JWGIWzJ9xMusNVV58BzFF3W63r3/51T/9B//79vFCWVo7Pz7RmBEV1jIzle4NUO87pSnBWanelLqbaPHkFJXv4F+qJA667vHG71HBRMWdjfQK6+QxVXFvWtx7T/USKfn990IEU2kwulX7eSbHr7+UpSZXpMMxxoho8AMzhvnsoLza9OEpjhc7IAPBKtaTOZdhv15qs6kGgQQM7U5fuSMB9Z+cEbYUQyqV4QEhNYiyo4Kb7ydnGxo5jW9GttckW5oSx4RoDVPBAhMNYx26isYHnl6vdffIBULUtnEl/YBWPkdMyubroqK2z8zhJhELtd8+/uE/+we/+fl/MG15y50KWd973/p22277HjEiMkZUvHWzGis9nC40kaqob1jNAUhSL+OaW46P4vXACI+5r8IVZUceVbzf2cUjQDERh995JWnO59Ik1dRDkSyOBFM4Sp4ja60wmpTERDpqZYpkOn5qeSTeOOrqg5tFq7GvpBkCLLZmISiYpV9BDVC5zGrcINXs6HZN0CjTJnRrVeDltGL7//L258+yJUd6IPa5e8Q5mXmXt9eOAlBVQGFfehfZnGFvXEdDyUxDzZhsbPSLzGT6iyTZmKSRmUTTcNGQItkku9nobvSCfa8qFAoFFFDre6/edpfMPCfC3fWDxzk331Ibujmn0c9u5c2bywkPD/fPP/+cXRnKlNwng2lIALVwbwdJIiK3NgSwvXxY2HTqBr2HhYzcW6N6BPGtAkBTMuMA8xybYqawC5E1qcIzP9Hc5/Q/M98N4k3Val2/9datn72EugmFBIWVsW55M2w3m83pOAyN+elK7CIyd8N6k5Rq29fP3FHz3+YIoS0AkSpOefVdxxzFZufgwjB0jtpbLOhn+S3d/YdTryUBZK0IN8XaQqxT2dgxJaZTgMHO7l6ggLApJSejSjZ/l/iMwVZwuMM4hQTt5JbmZ1LbH5MBtz80syBxOFFq08EJ0X/EzASPmcJBAYsPTtORFJF8A0Fh8NadzMTCyd294aJNHwwtomtombcufgeBBMJUHESQdp8i77HgCsaLUQgMnJUvWtQ7p5l+ZlgUUAIIjuKh19ZiXZgaHOtSX/nZK3U4JS2m2l5EbXN6enJyNA5rrTVSv+aD3M0scZbEbbb0TloXO3wiBliryrtNlBFy8I7sBDCROMBk1QL0o90y/ASFx/2Ge4uvHdSyAWs9WDRZYvNJTcbQW47SsjS00IUZEg3JYuw+OgmDW4VxIkQ3aw6iLNPUehuOxoGGycVNa7gqNZu0yIUD8CRKFH0XBEQRbsoFHZUIKewP8DBtC48BBPsb3kIvis9OrRGFGt+vCckQAcbRuhgjmSKKA1whEiNqWeFK5GjJDGZRq5aNn1kPmi9ySVHK9SlGDhzSW0YF9qmMArUo1m7Xm6M7p4ysFRUwUobVMmy34/r0qJatWwgNeASaZsZtQxui6XJSbJmgA0LTqW9IRpy/U7h51rIWRho6V0REwu3D3n2FuUxM2eYhmxJs0C2IWl4VSY1pnIRtGnfbdLMHDzzeoMkZfZe4JFVTr+QBapvsvHurfbgD3Li2oQXn0ZE7KU1PexrN3JtDm4+PtMhuOgN/TjAhAoerYWktw2TNrTfK0OQaG+FhggSMoSQgUCJODVdywJksM0kjr5A00j4BtDUfbS7t0dRw1m6NBnV4yr2ByQtHbuhnrjgWjkAT5C8WZzmBKHAboAybO3fG9SZCiuKqMCYattvNejOMYzjnGfENwTo4ipZqIGHzqc+dpsm0ja0Y/+MgJwcz20HRzjCFVtYiMAAgIbHGdD4zLp+CJBDBjMyn+HGa2U4gNPydpt6n6d60exIG16om3jJKc4IpO6hVqyb4ZZp+NUU1NOVEcVfjXczdZ6437eyVdhChnTmBIbgjPXQ+14Jt0doaNUmYWLyojQqQtPparCExo3HwPUAoawmwkPesix4pM4ET0BET+VDdHSLISbqEHM5M4CG+4rgz2NG2qqkQkYvFLW0+NsxS4ijwlhHOrQlTHHHm1uaEF1OFOvpm4cTMlBi3bl67fXRTrWAS3mSSUmwcR1ObXrV539BBjki55XIRiZLbVKQPmNDdvZV0JhyQ3JrMWSOyh3iYt3iAAveZzWpyvRPyQpjzkVhaYRGilh56M1G3kPeZKJQT4oUZ3g68nEhYeoEX1aFae4q7GuRMkhsxDmjyRfHWbh49iC2A9pmMOQdec5IyHyme9jrlTsyk1PikLOx9T9X8zsZPRxOQGinIYAnWwZOQJAZcVck9KuddklXHyxw9uMRo2OtQSR2cWBhJKE2+vcKEvBo69pVQJTehUrUaGidvhjYnj3QWZE3hbcRXRK1qOkU+mE7D0Jp1JiVQYpIuLTKfbE7GWoPqhMA8TT0qmG4BwMKJwz/NuQtzZPjmRhBqM1Gm9wqJV2vrqu4wbSn55BxCfK9F3cHoZUY0cmH+zEDD7c6cMe0MXIlzSES0IeZwA0/08cnJkE8tGJEviVMiIiIbKpQ9nZXzw9DVg0QZoQu38WdmumM6UZDi6WTwu1BNTLXO9kmSOciVgRxnKaFPWCR34p5wJ2Eovh20EBS6ZFom6XoSCSDNEiEJsVACOgKsGjsTMZBaVkTFYWRZSAgaYKaZKshJ1XNKezGskXkY7XSsCqkqtRXjfP7y8zdEa6sim2CrgGmAGc+LY8m4xdVGgEhapvTowxdPNqeb09NhHE3V3U2tWt1J3AImwcHh3snp6RRaeBxqThZVE5pmzcUdjmCIojiJiZI5iUf4TjG8pWnekL05kIwBnFa12Va8Ok18d7PZtlqkH1kzkcNm0TlhhjeKbDgtpihzmZlXN8qJKKGFamfJYEtfoQRM5aGd8lm7L942Tuuq8ClSPzOvoBEASINSxxzTrYkh5FkokREjZWfCBtQrDQ4X2e9kkYU5KmEuwgIXBgugngxq0Q6MUJa1oJMRwDL5FCLAnavGk+OeurvCrc+iSEOlqgiIxr3uFEwaUWRaLsPUBhO+Z4JQ55PCmQA3hhHHBB073F8NZbhzfFwraikBQKtWMwPCaamp5S73fQ+iMgzDZuNhWzzDIa27kAjuStRmfrE3EZnZtcTHbPHfVBmHn8WLPuGc3oLRlhVMqDruQRx8PjInTS8+001phcNaZynRuOMMkJGX0H5giu6r6QhuHs59ShjO7AwRpHHre5gp0kQTsWzn2LzrSkN1JPTMxBA2FkgicYKpEB8mXjDqktWhDKEQeieYK8AOaWCrZyUwOElwE8dSN8WqE5xFmIXG9g3AiQQuMWlBQe6JWSFWFWJNYCtOTJ+wGADOrWGjRVaTD2s3AiF5YBMcF76EhBkkDiFOhET0xOOPPPzYI6/8+KWOElQZFHh03ENQZLvqpuNYFosDIbGq27qOgy4OxWi+iky+5cg4G54CaCtDNEzCwTZpgmgUGWKQwdS1OQWP0KlyGioKDdeZHVVb07CGFkgHoZunZW6BYHQNusNACexEIDXzqu5Up4mV0czfKJKT2VOgDQ5PIGu1aRBm0i8IbGit9sykqsCcArdPmIZSGUg5cUw/5qZcykGuA+UMchdC6wkzQpvDRgLi0FQBpvYyBAXQiIuhOkKnnB0gqgoCXC2FrC1hwoEgwg4KjLxWP+NkuBsmcYoHbQ2a6g/e7kBL1UOxUhoyhyzUCyXQss+PPvrQYBWOLormzX84hUajO6CqPmxGwrAdi4GJxKHuRjPZF7MZnZ3UU9VvLju3J0WJceK2T283V05mZd/mZNoAvTCQCQCK8701+poG3d/gztHvPt0bESEmr84yVeEARG8hCcPDp3rLKBle29EMeCNMTsrgNNOrJz82bQFq82Jo8mORaZk1kgpSNd8WBVAdGZKBIZKDiX7rBmWHR0BqRBxTWTlemylUk6Lh0QAzGKAQjTogQx1FYUA1qHqpNQGJQCIhGlYdDh8d1VBKlOwIzfzn7O3MqmiHCID5n8m3NQEggjgxwPAknEjhSgx3LITFEeODrEm+xnJGS5YziyvGYVCzWqtbDdBCI8qV6D4wc50/U2gPEdAIfSCbmjljQWKkAFq+EQfrmQeKBF9AFhBHBIY2EeunnHcHUvdGEp0G+Ew7BN4UPS2STwk9t2nnNJQVbo3tHFhr6GqQgW3GsSi0CJtr9OmwmOZYhePcmQxGFtl8ZDzJIWq+HWs1Lso9Y6SAYoyC0uOoNLVOqHXJ+iSZSIgm4KTBrY2B4aTA6BhqU65wp+hLUIcamWd1G8xdQeICT25qvmVyc9Ep15pfc4oxdx3WA70X4s0cIIs8iMmFKRGTGCdiMsBkLCswOWs7qyyuhuL7hHiglFLIpjZ8YgEU1QzCTZlgLgq2cvOumbQwff7o7X+BllvDqKaTtdEE50JCo/nuOBJHa6yEWShNz06q+ZFIHlUrHEwcLcSz9piTASlqtR4juUBoTQXG7cCeoN7Ifs+UOsNLhYRN/Gcw0c4Y21NI0iwwVfdiykTZLZkpswPFDGrMLYGhGErODHhfqYh1QiAXJ2ZSeDUr3gpscAElddfWBg6A1aNxmAAyUMRm5m7VABfAnKtNszUIgHpLxGe54JkQcheBr33hM2KRN2QaiHbHmP5uZOZjIrr99rWfvPQjahoOUeHyOOZiPSk0AmJMn6uAIo1o/FgHOTWxeMSoxCnKBmYWeuDL8bifWcDsodwRG4uZiS3gT3KEPOocnJOZWksjpzNoJ5ZvdUNHa2EXcng101aKM3LUiU4AbwWFQPfik7B7mwgHD0e7mxFSlLXOwvrYGNIOPjKjOqUQ8z1oHy+Zw5ydyBTVbCQQi4IKQpvWxMFKFmOMCO40Vo8RB+JgEiNSZwObOUIZlmBmwhRlgcjIW/oGKEXQ1uBgA5RmadfAkbSNM2x/Md/KKVXfcVc+pU6887xgR07d33EquVklyDe/8o0f/+glAqrVhnu0zs1AAifeJbFpRcCYTIC0A8Ebi3NW32toFt1tWO6tKNFyrqlt9cwB2E6e2DxTq8U2vxbC/7CdLXSPe+Y5JaN2ZNYa3dutHz/KPB6fjIJm6qqAwhKi7HhXjIE5H2oBSNMEmNJTmoE7alNQzii7d1/JjZjYzIkETrXtAPKGmkRZ1KKn4SyLgRgogaDmjPkQZE7iMGrTEABXwsy4irqZBR/W2wECav1nbc5pi1jb3ZqT6/nOTqXVOVeKqhyi0j1hEeHXtKoDEDe4po5N6Rtf+97mdGAWtxLB78Qtd2rQUpiLi2QRQYiiAFWne9NueYvWm1kQTf9GnMc7XvXeqxVbIp+c0v54ZAI6yd3czr6o32dePsPHsfIEZi51bKDMWXNFe7JhEnA2pECBw2W62vwqQIw1mDGEHSSD5vem+f+aGvcDrkTRUxuwC2g6zpHNEyjkRIJXHtV7jSYdNK/J5DHTU91DbsEAhzmTqwU06a1TzBjEzmTOE/EovnLACGxq5Nqk+aaId5bimG7oNLWguYaostBZw6PDCWYerZNMCrKiLJ6Xy2999Rvff+4lpFTHQmyT/ksjTzRUJmjhTqoR+6aqY4MGdrri5iNp+ng7e9YjOm6s690nzz9Pfjc+LsAEawRDpim7D84s3+VUJtXMFg/EktEkrmlnzJ5WaQrZXLrrfZtTBZxc0SDgFiK2xHbaITR9L3WT6UuYWyw+QNFp8gDDApG7tdkYUb1H28htYEyM0HSPYMidHErgprEPDvuCW0gTEGqrJk30fEwAZjBgeCKmkiOBNOhIZ6IbLR9vDjki4Tk+9LnwTCBtJC+fnj1hQlEwpQa3EUF7yW+++tY/+2f/4vbRsbcNE8Mp2/rGAlvb7rFyqFXDjUZxdsKczrI5dw80c6LwYEr7olzf9vOuFbY/DN2yoNmAZuSCowluYqdhbnPYscuomMURxa1dMZrxNcLcOa4ndzOVyGMnxRHmybjaKjUX782xNQrxFB/OabdbZBstFpjd4QSS3O26EmgiAQMaDE4QO7iR7WNGEJxiypL5FM0QYNElGFLuZFNCMQ/+jXJ8ZCHhfsIZwxm1YZkB5AFGFochLJIPoILMzaf2WUfQUEEghhOoAuI77sBbq4iBmJAghbwIkbP/8Pnn/sP/9C9/+Pz3Q5vWFGZuFkbNIPX4ZgaAzDUWW602tAlEQtZEGZjImVN8JlMNvdOY1HEmiDknETuE47t8j2sKznX8Z/Bmp1PZ3NQdRJn5rrkb7hRy9Y0f3Bijzq5u1fWuNhYHmQdrOzCOFvG6wVPkIc350fQWU4ZEYZg0ZaWhVABOreLO7jq5trP9dmZYje5z9q/NZ1RguTtmGSn3fOeMCdxorIpG6L/r1WN7TfLj0yZqNuYtEDxLxVv2Nx8TRCB4S5laaOLUtKwjNDGHxICs6PlpiKFQVOE6ScPR8Ze+/Md/+C//9Z233oq3qFXjijPFJtl6D8Jqq1uEW4rwHZE4mrUDlyd9+BjgFlmC2cQ1njIozEEYGrwU/xm3Y5ZlN3c5k6FpIjPNLJpQ1FSQb68+RaDRwMVydn9o2qztBaIqHH/FbqUVKty8hfeumLvR39fld7mzu3+xcyWGz5+39Yw6aGoxjXNmPp53GyLaa7ehWrFziNDI2mdvZ1MjQPtD97BFP8MHJkc1HWgwtL1I5haFVI+phRFjx61zAbUhDtSEsaPESGwQ4VLHV1979cv/4T/+6Vf+bHvnSAIMVbfQJzpb2uYH44AQNGqso03biDSjNS8QSYwIgZOQGDlzaRMYo37i5NT68+eD7+4wMa4wl6jBTKemz78SakMn56AKaPkRYQo9p8JlZKsRTk3jL31e6zjzYiLWlC1Oyzft7rNPtXsE4Ox3Pp+IU3h79iLth7uuFEdmy1PgM0BGLHTfszHFMUQSUz98Gqs0wQP32fIE3UY8ERU1a1RPTKfbmbW3Ym+EYBRFWUfrtY2DNnQludWyzLmxiBUwIU8kZPXll17+2te/+p2vff34+tunOkCrmptDbR4N0q7JAZxhjs3QzzaRz/ttKskREAJDJEw1tn8ALXOyFkYwpX7Tt9vZYy36Blqd2KYVij+ZPtlU/Ln7ah9oAkfawAt3gObBVncbTDvObEo02mdpNMXdJ7vfbyi7yx+7ZI4Lz363cyV3noeRhJ+a4GKjiVmMRlYgkAdqw4wmYdlkh6ZeqCkbj9vaHMMU//l0AEaoP93c4Du3zxVTeCa3bjKVQYgo4AwjmEIcGgVgBtQI7la7LO54+/q1b/zlV/7oj/7o2vVrdRh6gLW4uaqrtYHKPgXiaGRrpkDQqH3z8AYRD7qpm8V4NAE3mqO5m6fELCKqVaNKRkFKBlGj0XgT6J5jLPPWroBmWGwR4ViDaNwD8QTQpJ7nkDxs/wynbzYFTCR3NGfVTCNacRgxNM6rhQgIEAwIasV6ld2j0D3ITWfWM++HiDWag5+huHvcbTOsFhQTAGduwk8yWcI0TXX2fBHL0/0vFJ0zEeCFtw1ixo4rmp/vZ7GbUxsV0WLk2VHftQsmcNim2qe3yg0gho6kz3y62bz4/Iuv/PQn3/raN155+eXtZuscImtuqq4WCsgeL+PiMfhqh4gSnCe/xz1QDNexOFiMYQ4RZsSobbT6iqOhDC1wBBF8Cpbm5fHJn7Wvi8D2qFHAImtrsdEU6c4xVuzJIEfPSgetAEWmZpPYLtF8SMS7mnHgRCYGcbCzuvpU3dy9ZhuKu0GzR7wPSJvWcBeZ3jGsJOQNRJ0iw9ZL2MY3TBglW0M1gnCNqQsJM6Uo7ugsEn72CWbTm/g8k1JXQGO7Uy0pkPl2HszfJ+C+qTeBJpIQzCjxer3+3ne//71vff3rX/va9vS0bDbsICcdR4dXRwRWkQNOqQ61jzFpCUQg0uALm8t8UYg6a9meWo8Bh6kOpUoSFuZ6doii7cmzL99OvQaUue1UZsJ3RqllCj3P1mm+MzP0GtRS31laija4+C3P5tuWZD7gjSmCaI40OGLK3Sjk7is0Ue6JDuNgxxxyuU+J332GJQJVn/8mFtkY84gwaxS0Kcqe8thp1RvBpUkQnO2TFmDvGFfb1PGBmgwZQNA5GohTdefjtVs3+YIp2CIKuWJAf/6Tn/7B7//+N7/yF5uTO4JEaCqctRSfJoLAZuDQW2gexnk3FtOGW03+pIUxCMUKgBqvj1q06MyBIjmBhBkzjB/fu5Xr4NRYLiISEWekG7vLEPspTpaWFE/wZhsqTo2uE8MU2dvNio/e5trvWHBs0kC8InwjgEVgrqoNOI93o9bAMhvr7FnnH+bHZ3Pf+ezvAJAKMQuZhTqmxzS5ymdnXZwezImcDBYLMBW/zhLGMJKpP2xKBfxsy56FwGjhH5qF+lQgaBu0wSLt60zMfQemEFfVEsN0+91vf+df/vN//uMXnu+YEhGctBo3dWVSq0Glw3R/CN6QpkjaKGo+JDGNfLZlhmtLRLx5MiaaRp27MwgcDXGTZbA3DuoEokwVg+mbhGrDFAZhqnjOsljNPajNHTjNwU/3ighOZORk0QYUvzG1BycHmBKB0DQj9cxs5Io6lwkM81GD+RV2vdSD8oa7jGzKOe43LI5+CDQJVcABbq0gZ2SdVgmbU4L2rjYdWWfZQnvEW8XRdyYKtSqUhZidtVYmp4nB2HSzaKYqAq0XmkAkIGSjys7kPfzP/vIr/+Sf/H+uvvZ6mkcUWQB+EkypcBY+7Y2Io8ga1BRZFAU+HAOPYOwc4znmLwA4+G5GjExDDh2Yy4Lkk/RnfPZ7LONsmdtxO63iDCVMD9JUWmqvRyEHOjk5b6HAJEPgmHsN5/C0vazPb0lwihq0WYxrjJVuXa3vdN1jpg985J3yx4TwN0SJ4EIKuBnPG2syKTejqVzvHrR6I57fJmKVJjdPLXKhqXDhQMxDnhQdz8LLtr9bHEhn4+qnb+zxIgF/CDOR5d5/+K3v/4t/8k+u/vy1BGIjgBXmqoCEAfscHftdE6MD1MYEEETJ0rwFfS0pszkFI6IJBmhHFZlqFIt9LtJNrtjbH+4UfHYWoGVyrfHirMC3e3Ekne3eUJvId/dquruZkjR1QLepXPrOJgJ4i5m0tpv6IFd0zye52zN9sCtZDT/jgDm3iZhtYdr5Ef27MjmqaauCm0qQz5tw+nIzJBp+w4M7w+2U9J1gheCwVkdCIx/evSDN0xhE4Azqc/75Kz/6f/8P//e3Xv95gpOSuxCLq6mquzHDvDAjZOfuycjOAr2pRGdqbSCmE1Oo3rTnNh8yR4BoZucwNcVuVxZaOSfi2biFzOxNKvsscZls68H+wOfHm3PDRA6wHU7E5NHNHKQP8iPzAvoUHYdIE6YIb+7xeBfj8Pd6wgMPyriSaojDODd3sqsu20KfdsPaukyDrIIl1oSW0EqT3o5+Q6tmTlRdZoi5EbEiCCHTQT9FoGG1zXNbU+1qUhIW1slJeH188q//v//6heeeh6ipkQsoZHqaxp5qNAcxYmQptcO71XDkLnXMUKuKQ4+JMycwxtGJPNySWXU3Fjb3lJIQj+M4vxOmnR3rMAWbu+uxszDTbZwiTZxB6vNC7qzZFJNSS7unP0H06IMAGEEn1dz7zGIOcANJnd3PnJC+2/WevupdrApAApsTmfsYZFV3uCUnYzY0oLzlxBFWT5EGNxVOmz/m1JSCKSiMu2FTeGCAi6tBiUhIPGrSYAOJz2lNnA5GFK01VBOJdk7oUj69dvTP/8f/8c/++M9JOtWNuxBFMVgDzT+LPGt1dw9AYbpTcQRP9Y6I7GZKN9xhhtVqZbZ2NzMFuaQUxU4Ky2XPIo4QgoCqurtIDNmCUYMAwynFKWmNjRk1eHCA3VNQOkuh7FoGTUlaEJ4FUaZyIsgELIQngyob6t1FEp4iZCISCBs0UWwdYmrzu9oP724872FY72J8Sdkm3yqta6HZesvMJ89sZydd+9gt7Z5dPVotHNG9hPBniPOCMPdvRmdCm57kQGXHpF06wfQtOSPh1rIBwVuvv/av/l//9E+/9Ce1FiYukcq3poMJGLTSPoFFsEdzbLQbNNwFQgLmniWZWRSnU0qmKsJVS/zVOI48TQUillrLbk4Xj8+Vx9khNYxxOnwjt52OsSl0CLGnXV2OuL/xWs1ts8WytLJYu83uXmf+6t1LHOcgowHXRIgRKd5m4jXHOaFjf/1X8qmkxcE8JgNDzZpSBCYUq90KPwtCgRhHAqDl8DtOfZbPBxpXiYgtzpsJQiACc2OlBUs/iio06RewGzmS0zhsvvHtb/7pl/70xz94UQQAj/UM8ok+CGa4k+lU3iYSac7KzMiRWNy9GT0iqiOdYYFphGKt1d1LrVF/m0+rOEkxZQO+Q7ibf0Vnzf404UwPSptoiu/dQ+GLZkPfSfWn8n6LzyYgowV9cRZXr6FzP71y/DqeBQIEVNnmTRS4vVOTDvurXLuZx/3HYhLkAMoSVN21JUcTBQFTCEdzNa+9RMRkNo+6ASGKqRPuRHCmNpl4QmGaulQM4pqyvgi3wp7ALnCATNmISIiOrl3/N//2//ed733n6OadqgNnqBPIiNQArQG9EQfHvrJPEv1mysxELCJaGrNqnqfhDlPFZDfhXcK2VNXMiFySxM8zSllrZYcIQ/IwjtjJniZ36BQOBph4MjSnYHTmWprPCEXzGe66+5pookQIZk5gIi1ftwp1xv1IkqMhqEwkjDHmB1tqZdKpIfGvdBC+15WCZc5weEvz2kebvqkHste2S6CLLeEgt2jEZWYP+StXD62jYEO7S8C/hHgjmKeYTO7RQwePgdeAkUcjSVTOItC+c3zn3/673/+P//EPmbiOZRyLkzgZsXtt9fzgmJhr5DvCofQXPobNNEILt/Ar5GZxuLi3uB9TBBYLmXM2M3eNTp2wj9mAqpUoos72hJ0wfKK/B1Axx/J3rfqUJ7tERG7eWl12njfx93z6YHELnbmZqQW59UGBThyUBGeXlhM5zM1gE+5v/wltCgCQQBYUjSb3BJrgq3s2QpCCAw6gljMjAqyzMAIti+cpYD1z4JNtGrkLw2IiJjkIQlPTU3g5MDlFhPvlv/jKn/zFX5YKLdtxHAnhA+IkjbmqxEzEqKowi84yFpnIx639ps32IVjTIiKHcxJQm5YWn3/uwkspmcEREic02w2Rm2ubm0q0E1qhCVy3hjAPL+FTdna2YR3siDSTp+1GsdYN8pzu+A65IO64OGyalfpeK0uABjM9dq+7m+sUBH8wu5oP/QdG6/Nvdx9M7HUaat1ANkKrdGLKTOZskEBwJWqYNjUS8RknxFvHVXBGzt4vtm87itydjcFMpBFhagz9bdEtxwYjuX7t2l98+c/GoYJzKRt3isGTFrW/RlePVjOBhUpKg6cIZxP9iGhSnr8rwyea2/zbTTGznHM8JYgqIkJT2c7MRMSsjXTDFAzNNz1Yyz6tQKMk3msD7U+m6n6DLknV7i4J7y4YNbo68xlksRON3Xd5cxMtTXanNnMDdv/R+Z7Xe0IP91+JPJjjDJo7YDE1tE0LdRa8AzDYNHijtbM7XOO3HKpsZ6FcI93PVUOhBDKlyl7ZQG4CCCzoO2qopMTCzimlV3/y49vXrya3WjW0YN3d3FSVgOivIZCwaNXYks0r3o22h6FYsMnOQp8dqAeI+Knruun5ImKlKu6OUn2HsH3vDiYwUwDOmPfobhI4vVML8KmFqMGvbKM+7j7dzrZlZNBhu00o80FBku/8P7mQg7gNag2phihVvRdO/y7XPc7p/rA9roRofprCbyNnIp1OYZ/x4rZBrFXKY0qFT8HBfMenY3TaMfFlz2xt8mUwK0BriBZ3IW/6eaKZaNH1anTjrTcybLtdl81QzYIkaVan8eBwh4QCTmtTNGKJOx40qTkAMrgCwdEJCIiJopu/8TytwQdd15lZrQWTJ6617nLVJ6DhvjuOFhqidQL4FCDfd+unB3yCFczNhKq1YLfdzJ3FJ2pkjIjJbGqyfef1B0AclXI0ZkTsOqK7HeP7vuaj+YG/uue3KeQnWwIS6xMt0GfpHtB+IiIGBPDWtA8DSQRPbGcfdg65QlFHW007FlDdLTnF9NgkBKJElIUMpGBYYQdrEe9ZQdXqOJZxW0nUjLScaUSEw4hCJJMZuRDc1aLU0iDXOMu0tnGSQEwoJWJoVVeTlHPXRe+UWQWM2c1qSpmchmG4+7xrNjbjxq0YBcAcU9ML3Nmmkv10Zs733Zt8+iR3NPH/QWg+l4Cm1t80KQPaYYYzLArP7+xyPI4OiCC5GzsqkRJC84galfADX+9kVdgxrNmfJTUiYgexm8MZ4GhyavT7aY55Y0lCSeAaPZ2NwAQHSGYrJNTwfz7nJjGEGWLEUAaEkYUzkwgxU4IDVRsbAm5WdCDhw8N9dSt1qLotFnq58+lzttiRTbSpYm0SqoMxSxcTTdOJPFTCmwg2T2PQQETMrgrQOJaUOA7cvu9APo7j9F6YIvJIH6aTHi02dppaxb318UX/6z2o+tlJNz04wxlKFhGGNPZFe85Ea3KE6MODLGN+2cD9xdEbVQaiXjedLOG6HphOvsv1gZ5MRKlFtABHACOh0oUG9Xo7Bed6GMWMjfD7HAMxHXCOya/RWYLmfQEHKbklYmZkeCZyrSxM7AzPRMKWiVRDOU2GiMzNhMaPfvhJ4qSq0aLld42GN6CNsGKmUmpQsH1678BZzazWSd74LLUxhzNxEolTp9Y6Db63wPFTSiIiSUot86rTWeMtEZHWGmlB5A0eXdze7mx7OwvPPlNezkAKn4+BnexyAud5MiNqJQ60LxHFgekIfdCiRiBABLdE5HAhJEbUh+bj9YMa1ge9kriDDN5mcSnIyEUnF46JoTZxlAXE0GlYkcGpVfCBplHJIjuVIDhCj5QZSbiDILGxgxNCnKD1HbIjq9Gg6kZuSMmeeOLR/b1DVRBJIx2gdRbMBZbWoXBmc8BdLVOsE3uzJXfaglgzy5Jy7kookTZ6VjOAxaI3s3EcQuwvaoKYOsbISWLUlrlEpnOWAwai3g6OIIvEOMMoyNxPlZm/CIU4VNRuQ1O5hYCYGElRFFc/W5+7X2cObePTMgwQQhJSmzRLGuT/12xVu7k2gERS4Q6IMRytXcOIyCxiXgqphkBkyEHGZIkEUQVyc1SWOCMM5ILEEHEXIibOksg9ibCIm626xTiWW0dHJrRgQS8Ko/A+8NNxPC1VCLDaqe8vF09/7Onnn/9eAthdXaMtiia8e24PnM2rqkoIA0QQM3WlisxTjz1Atmih4ZAKIHiMP3UiolpqzgmgUoqqzkZcSpmheTWDWiJmc7PQoWObBrE2SKoNHQYTO/tuBjBfsw9ujgsU5SwLNaKYRuat5jzVYd4t9I4QQaJ4BjYfhRJPnUHhYaMH7hewnneK3+etPn/BVN2a/G+jAVj0OhMFeumhJdCWJKBtkgTy2iQFU04pERFvh60ZhJ1Iib3LXZJMhJRSKfVks3Uz21YnVket2ups20E4syfyug2SCozcVVXEn3nmaRZhAqo28pebpBwjbuYhqOM4ursIN/kIcwTvgIO7780dB93CnJiFydVVlSWZ1TbqqPV26maz7fuOSNyrTVfcOCJSVWFmcDTUWkg8uaXQ7QHOSJLmLMzeSpDYOYPmFZohVp96jyKNaqS/iXVIcLX5ue9xETxE+UN6ox277m2Y5fu7dj+qT0Wq+zfGbsw+/zY5MZGTF1gbeU1OZs6UHE6wUMkKzX8mCPFy2bO6dKTVtVZ2z85dzkndHUkEyeHmhmGzHkbLfVfMjtanUFtDiBkixaDQ0eCAkMOqujnBzJRJiE3gZk8/9dTe/rnTOzdI2E3hxiytUO8eB1x8k/koMXOQC5NIiuNTVcMLe+Aj5iGcQnzWaoTpn7g7pYwiDJz1xe+6embmQFpa60agZ02MNXJ7M4v+1Zja9sB12rVUarlslPOcJcqqvovWTIf9+zSLoNS1agqdWfsvjmLF3bjftu5/ZoIRUBJ56N8KscIqHCRNp6HNkEGwf8xNq8CpmhILREoZGqMSbVyiGpXqwzCOQx1H6KY6I9ghtWkaBfURVJ1IhNjdlY3b8oiSF1Q2e/zRRz/y0We+++3rkhO7Z+6YZQaW5ivn7O41xgIEaw/ISRwg5lrrUAYQsVCTyg/Jg+rMHDOZSNijotKKvlRrMfP5MJ2XKw5iaONvRAeFaRMx2/VD1CAJndkFu2twN4rhjTAY7Y5nUy6I7n4m36MR8o7XJHlqRhzw96zn8wGuuca1+5nfz5UIEMeqS5nIiy8W/VjrqD5Wm+upTi5EzKQVxXy9HawWV6cuJxKthQ3ktUs5JUHFptpQdRiKGxFEQWZKMmnBmJLHuGUDQUiClQWpAodzdJJVcnhZ7h1+4Yuf/+63/xJEOSchN3WNjoDmnImZq6prBFXVtDUhs8andp5yLObWUO5ucKlW2dna/Q+ramGQo6mlR6UwIA1TQxtIbgh7QmNyhLTnWQkvCjYNn6CZ60hRlHzQ6kzZIjNHO1dgXw3Ap9Zy9uDYf7520FhKweB1N1cB2GJq95QV/kJOa85n3/OZSRjikoiFzLIz18ODfqy6Pq3VpUItOmzMqlpRrTFUEUxuNtaBqruzUXYnt1J11HE7uhMHOyYaZSfsNV6LoXBqHCYlFyd3pAInqwBTBXE1Mjaz4cknH8ldX0oVEXeoVrQQEE4mWSiycFMnR9MEc4CGcSSSlIR4anFxZ5ZaNVpQOaWqNRbaLFrcwVNEMNVFovsnBIENgGvwXlurfaspIjAagzmJNHjbgucdTI55ZslchLhvkcLspk772ccFB+bdK88zPD0f7KIWPaHFxmSMqR8aUSGYqK0f6PoAHotNGahFjZRcNfqgDUkSIcOKmppq9eIOU9USalBupE1glJqwVDFT0wIGMyEkd9nca+A9LBp1YneHOdeGzxiMhCNhkVC+ckBBYk5jqR/60JOXLl5869qb8ESeELP5yEAGdyER4TIWAgmRMes0/8Pdax3NOCUhUK2lDTMQmdN7s9AgDlSe1dVgiRPNKqhN7DUiKQK1OCOQMZ5QczdrpGdq9VZveeG0zlOy7yCee/l8IoVOIXBIwRERIZhIgblCXM7A2Add9/zO3YV5yiDIGObkH7D8/EAzep+2lZI7e0CPleBD1aqoBvfOGWMZrdZa1YmZBUZB/Q6ZNMyV+9A2COJ3LFwDbWIQVpwnzA4ndVdDiBS24JKZQuIqeisJRpFwQlxx/vyFD33oyWtvX4uvRTQNUSeS6LVVS0SUcySGm7WaabxhMOLNXUSMFDu9xbXWM7YxURsK5e30OgvArSXSEd6Tx6AEPqMJtYMykqLWFXn3aTeVTFuZq2nwzY+GfQclmpNoaZoXHtArPEr7c2/dA5eW5/SjQd7eiRiYKEd7kxtcp4zw/RnHHDL+AthEYlNXVzi8CjASWS1VDVYNMtYx7pMCJJJSSqllgjTrjsRi8BShmFJMmKVQtuKYAAtThCY8ayJITI0IsWwRuAROReAkLuJQi6XtUvfkkx/+1re/DbhTIWmBS9i1EEdWxUzC4q7Wd4E+AL5YLrRaqaNqzTlb8EEniHU3yQrGRHyfGClgod7ZOg1hbnxX6B2J79TLyhwMsBTq2juV0/kv5nWn+6zO3QMwoyB9mgeaT0RMTbwjKgvm97/yAy4CmKho4KwoXpymrsndT/Sur/VAyOp9Xilxdii8CuU2v8RAxJTY1alBhswON2WSvOi0cC2ju2usMPPEhEVqDVsIdXwnmFdunEBlchJyEoZn5pRySlxsrA5zUTI3ZdcU43xQq5VQYPvYx552tVprzrnLnZpqCdYNHFguF0atYFGrS8rLnGopZVRh5sxECNHHKAhaG0ziKSUClVqj0mGtanCGzQSljh1sEGtNXwBirM68RGGeQfmaghiIhT5rI21E8T5MaOpXcyISkDapeRURIQmNCG39XgQLInfTV36npabZToI26E5ARAXOXkPP0j0wPokxEuT3H673GNM9kNsHiLFWy6VDVQt5mxsBJzUjpn7VY7MN9pwqivJotiDLHQt1pbqbErWheOomwuSeHcQMtgAbzwrBSVJKgNc6ApqJupxTkvVQrGq1IZql4K4urXE6XLiNn/70J774S5//1je/k3O3WPTjOBZiUw0+NEmU9ThSOSKSJH3ujupxrTXnTkRAiB6cOWlPKUWABTizpJwCZxeRltITRenWJ/ZUW8H4XPAouTTNSj/rLd5dGaJdwvt0Xj7AKhCn4czko5AK9ta25WdKfO92zbmeNBaPk7B59ZZhNvri2Un8ni/4izqtVMatuqsqtHqr23NRc1Su1cwT8XxPiho2p4mJXByJRRrT1Cz6ShkWeLSTBWWYWdy8NTuQR8ji7qzmNkJzNlLTWmuUDtmjnpe4TXEEUM+f2/+93/udq29du3nztkgYKAqhlOpMxMRJACRJNVdzNdXcJSJW1ZQ84KiZwCR3uSWISMioYUIgiSaBOYAIWhUODolDByZ9r9bkAGDqFpwbwClqJ4FR4QySnl3O/EbNHODeshzQ3DIeeAER3GtMGHrny3aEqgjIRCBUg0m0i04E2im9eJdzcNeYfoHoKq50cnxMKTuB3Tgmu4ChxnDXysRuNRwouwFeSlUgsUmiGNqGViFjIPxNiVVjSeTgGJmoUCtmjSpF5CwcbYvklCURW6PJuVawIRGxu1atTDArH/vYU5/57Ge++pWvI1xIbGtmYorqR9RMxmFk4ZOTk0hXi9ZsBgQzri2wqonMeDpSCipfhNGNhexnAa7HqLM45E1nHRSYu5rxzjI0gn9rXG7VD1WdxjO9xyKZea2FmRt9/uxPXM9czYOv+C23cjhytLK5O7E7MYkzu1ZuPoDonVPMX9iYdhOLZKZeYqhgkyRpyQvlqJtNNG5jmKBN5hXhJIhavE8jyFXN3DX6582DLEIxzAfO7InY4GomEielqas5RCRTTsIeY5SdjdiNDZ44kRu5Xb548Ze+8MVXfvrajVvXScc6lGgNqFq345BzrrUyxehXYeZSWvUwfIOw2DTtJ4zHHSKSkkxHtaoaEMWiNrApclthMVOfNH98MqzoJINpZCoh3WJuNJP1CA3luqs/DLOBUCOFRqxo7qh1osBP3s7dXc+Kz++65sGAc3JmRw3aoGsScbdC7pgQkHdFsHYN6xc4CuMP0my51Y3NBExNcTRRzFMKB0HOjG5qdsoire8U89nvFs1hJEQwMnflID0FabCRLqOdAuZGXh1GnNwrcWIRrQ3tqbWKJ06UUmY307rsFk9/9KOXLlx8+9a1xSpvTzduzolUSykcHRBd7laL5Wa7WfS91qJqKSVJ7HVa88Yv0CY2RpjdQ0qqarVWwFUV4N2OLIrB9nH+eUwNiqgWFHJhxBGdhwYgN0EmxO5qEduuBewsAwPaEj5gCrbmPD/6Qe79s3cyiXhbZw62Bjl7ESRn3liJV5g2wDtml7/YUdgsw1uXeQqShgee6XAbQSSShI2mJjQQgT0xJrCQJIm5eRuq69F2kYQo8WRlLUeOOYdRajRrgRc1QnRihHszteIlZOmiZcgQyDWDgSTCQo88fOWhK5e+99xmb395sH9w5+goqApmVoumnCbkU3LOgKu23T8XrQODiJsQlIyI1lNKqpFF2dxlOlXxJk4IkTdS5xSSuzlcmL0qwZkldiA1wQufKcfxxe9eBycCnU3c8V1/NGNs/l41nAcvMYyJgrkFQzVFCH7N7/M+TAS/0JnYzAvgJJISJfHM1CfOifqOc4KwkldyT21OKQkjs3VMCS5u3BpWlVzhxlAmE/YUI96JcogDwUGRvhmRIYThOc4RMRJzchJzqhbDvxkI9VgIwGbRGcaw1bL/tV/7lYuXLtRSV4tVTil6fd1Ra4wJdTOTJCllOFJKOecwrBm7Sim4YSIiXdellNzPKs1xYKWUpmma8y2e7lysdBxTiIAszjgjGBMSmJvsP6bWS9DdbJOzHL51sd1FYA9jikL7jLS97zWOubImQqoFpCmlaqYRQIPesyFx1109EHp4p2v6Ug1C4yTSdSknzsyJKSVOwsIgVw4K/ORkiIxd4Qo30wrXVpEJXjI1u/HQLWp1WyeyCSv3Fpe0WxfNgRxNOg4hyg5pWloEYcrEOWZwMbtpKcOzH3vmM5/6VB3ruB0X3UICaeAUrWqtfAQwU+4yM6vWUurkrjDJkzSjIaLaRGk8/Fgci9HFED/PbYreRpXF2PJGdgp0gEWEWZi7lOTMhkL4dAJF714wIkTvq7vFv/cv1S5PC1Mi+e42QaEwwyTMasoCZjK3to+ZRbh17Lyzfexe7/J2D/zDuTOKXSAt6ontCFODNunDadRWtOpSZMKxz0wVbbpuJGcsxPGvRCEOLgRBSOLFOjID0iQ0VS2YmKpWqo3FqrX6sTE8kTGDKWa9OhxCvr+3+uLnP9clrrV2i25/f3+5WPV9F4dutWpuLCl3C2HJOavqMAylFIAmIaugB6ZSynzQEFFKwiKchJgMzkKSufXjto4SIiBJiu82Tc51ByCcuo6Yi9ZiKjmRzIl/7LD7LYAnGgujjUq52z1EU/D7LhM7wSAOIRCTMGeApLXItJ4F9sBF3yNy/8UMC3dvgGRa1Qim4hxk0mijiLA0kDsAgBlNysgtIZpgmImdjakAH4FJuAf3mOA+w3IWuaZ5zLUwh8eUcZ4Y4iAXBruygAkCd7cwDDV87Nlnv/CFX/red59fj5uqNerli8VCa9VayaG1OoNZJsEFjQA9bCjnLkLDIIXmnOMD11JTShqxuKlHRaU5ucDcyUyZUwsjwl0FdWoKyJi561Lf98MwmLCq1lrfyTjuWrZY7x3TereC84MuaqUAsonspMqcEmKuQXyFv0KJ5n1ekRSDKHlVJ3CYMvUpKn8gZhJmM239XaGpRI2xydFL5xN9xRxx+JnNpNwQwY4itE/D37nVpt2cI8a1lrqzBLXKASABIu0YhTncov9FrZw72P87v/s7d26ffve576lVHdXUFquFiKy6zlS11sBL3ZFzAlrqFwdi4AtzqmVT6dBqTSxC3Odu9IE8wTyxRGdfytlVyUXdmJiYTau5JxZYtJ217laRvL+/D3ipZO/SU9oODsybs4VZU3A9G9b77C0NJMOI2CFokDAl4um9qiqTvGfk/le8ZgXFlAiJyVt1vEQHpRHTNHAv4G92L+Y14DUn1VZ116kxlKdqarsjNAE2PjrEkMJDGgUvAuwU2jUJTE0gjYI7kDkCGIfDwO6mba95SpyIP/eJj23/wT+odfzBc88pUGpZ39yI8Nj1BKSuS12WTvq+j/qMqpZSttutO6KJPq6Zh25mMC/jGAdSkmQ6RkN/i05EarMDZhZzZ2eYMUsozieR2DmREBDzrKXz4GvKFWamw8xBCgznLrzrfVxKYAYDXGpHxmxObtBEKaek01nr76sy9AteLY8moKkmA7PIGmAW5Hvz6lqgZJqFU0pJUEpRAJzYEMOmPKbbA6YeWHrLm+PuOBShdaRRtvUmUB6EttbbL0RCICTAmS2BWMPpqUfWSKBgXwkJu7p9+pPPHJ7/b//0j//0j7/85dfffIOFq+rRyXFi0XEk177Pe/v7i8UipbRcLkspfe5KKbnL2+2WmKyJ4U7qRWZE1Pe9qU5Cdx5MzpQSC4tLqG2ZmZuamzBB1Q2SOEmqqkmYCOM4YAqQo7Nil6bSLGZ6ZBKSPEso2uPtyfdawS66/aC1hbhLIiNWGKmmrnOisQ6EaLXTqdv6F7Gb9//kBEADm2n5c0xqaynJiOquZjEskyqiPOGpBZ4RGgFTXAW0SelTHGcGKCMkRqMbPZ7HcCEWAsBMxmyhV0GkwKRgQDon/WbGUGeY+ahj6rpnPv6xRx5+5MJDl//lv/pXb775prFXrVqrmie28WQ4Xa8Xi0XXdXt7e4vFYm9vL0sqtZRSqlmchimlgLJAbW79hJcmNeskOiGMgMViMQyDmTE1sd5gLRCTuw3DQESLvt/f39ts1uM4zq2I7375ff/Z/ooe9Ot3vqJNLPYzcRqNwMlNaxmdpbVMMgdv2//TB1vJZ4dszqHlYhMUE7ZjUNA4KgnctbZoqn0J0oYpO8fQBJvVbgkgxNYhOHJr3lIGSBgEYQjzJLBl8Ao4QUEenZbOLfAMrDGcgBkbklNSouXB3t/8zb/xyEOXf//f/bvv/fCHt/UWK9ga+7PWenJyQkR37tzp+/7CufPnDw9TzinnalaJmDnnnHOupbQxeu4gUtWcM0qRlAxRG2Z3jzSzlAIgpQyzxOJuXdeP41ircvBZWSZA5cEx1nwCYiLozZednVUfcO2niVNMDJJiZo4+J58+RYPNpuL6f+orTWEskUPd3UjZ3aqB2IICLFUV5l7MomoBM2N1YyIGcZtQ6g2fCgIXEROrKUgIFEMIgcqgNpIkOOvRUxbRfPs5mDswgjsbogc7grtO0deip6ejJWMurlU4feLjn3jo8pU//os/+8M//NKNt67nJKMNMZYw/K6qrtfrMox3bt9eLZdG1C36AE4BuPtqb2/YbJl50fe11uhuXS6XDhDx4EPKyRCtjlJK8QgszY2ViUoZWUgcpYyn67Wb9X0/1oJdLHS6fJc6Mxdu5iPyrPb93rnk7rEoAW2YRjG6uBszJ05RVTHbxdH+GgznHT7SfCXb7S1pM79dYQKBk5qDxQE1dmLV6h4N49bkNOCIcYwewIS7Bw1e4C4kP/npK8uDg4cuPxQpUgA8DcgIojAp2FsDnIFIENO2JRXVUmKiEFc1Vd6OxcpoA7abjQ/rLqfjo2NU7/PiN37l184fXPzLP//zl1/4URmHxkyfQxazcRyt1vV6rfC9/X0mmmF3rbrouqCXBgqvtQh3KWVVYxat1q/6cSyNiToEjOdQMribSUruPo6DOXJKsax4z5BoZkrsGNzMbzl7znvVWDiq2eGuYI6mTj6UgVt/7kTgibjiF+UvvP8ruTbqesw5MRJrWmkGZ4UUkCKmrbq58KQ05OjM3b1kMXepYK8m5GCNmEgsnWw2X/vGV89fPP/bv/U7QokkVxg72LgBZTA1IxBTCvS5guBUFdvNdj1q1eAJp6I62qiO8XT9kxdeevv2zdPx9Ld/53e22zJsrMvJPD3+1Ed+96A/WOW/+PpXdVuD5gCglBJYQBSDzW29XouwmxOzm21P18vlcrFYiIia9SmZ1uDKmJmriUjmbNL4NtGH7UxmHsMMrcbEAgUGgpW7YyzDXVzNXYhy0oUPXJjO0ur3eVH7Ew+mq4OElcxVnclJzTCqGTwJR9tI6IR9UJzsg17JXABjt9AgqIjOLTIaC9URWG/rUJRiNCej7xY5JrhPpezMVIbtVrnLnaql0GJzRx1f/OFzr7z80ysnDz///Isf+shHF6vVerPVql2Xxa0LbjKTqdKURVa1G2/fVAcvlxu1qtBipqSmo22I0snbN//jl/7g9umxCz3y+ONXLj9RCm2tnox33MfuYPXFX//1c1eufOe733377bdPT099avIMUVBqgKchmgs0NHmxXq/HsSwWY0op5w6EUoNIg5RTTjnU4oI2Tk2MBMSiY2kxKQEgVR3H0YEYNPn+GuL/Oi4OCSrKJCFzlOCZeXSvFEJlqKES/Z8Ob9i5UuTE6mSqTqzMblwU1ftSx3UZx0GLMkEMbmw5r/e6tBQB1ZSkI3H4N7/5ras3jz73+V+6cuUhmQYvmI3Xr13fboajo/VXvv4t7VaXrzx0st6aaddLhncpJ+mSJPfq7qYK0He/8+0///O//OjTz3zh135t7VBnKLMyyEevt2/deOk73z9dr83qWPT119/c27tURvvhj5577erPT0/vXDk8t1RaLJcff/YTFy++vV6fmumtW7fW67WWenJ8XGuFcNAHaJ6PCnIns1JK6brsVXNO1U3AOWfyaHZJmnJ1jUSSmUupcCeJwJl3a8nBBwwdDnbEuJt3ORbb4+8AMvnENb3nFSKbiRM35hAFu0PdiGSZOMGKmYIyECfgXKb5BQx+990fCD3svmYqOop3RNlRK2hUG4dxvbFRVb2OqOzsLgY3MrVaR9TtRrs01Lq3tzxY9K//+JV/86//3fFYnn/xJ//4H//XF88fqFVz5VJv3jkaq77y+pv51p1P/vKw2NbtqCAl0HY7vPTC9/f3Dp999pOlDKrVHcfHR7//B394/dr1O6fr1YWLDz/1VFETz6zu5pTT1WvXvvu974oVR1EtpLj66qu37xx9/xtfrzaOZXPzxz/jwWTZHV68wMx9v+j7/Oijj6rq5nR94/r1q9eu3T66w9MgM6KgDblqDXTetOpYJHHXL1S81srEi66rpczrMsVPzEJEsFqBJmNJRF3XbbfbGOcatvVX9FvzKs4UjHuXEQDEDU5k5NXciFZMDFbQGB8VjkmnzhuX868nit/JQM6u5OqFoMBYbai1lDoMVo2rjU5mZCIImZP4TGZezDab8eT0RKtuT07+6Et/fPX6dSU52fzkxZd+/OxTT6tXEx1OT6/evF2dhzIIfChjNatV15vj5Sg/euGH/+E//MGv/vpvPP7hjw7jdhzHzXrzza9/7drV6yJ84+23X3zh+QF053T8+NPPWhmPj45yxzYO5y+ev/7Wm0FBHU6On/vxT69ev+paySsV+9Clhw+lf/mtV09u3eIkt2pJOV+4dHF/b98cjzz2xONPfvhnP3vl9dffGLbbYNmpKYeeERjwGJ/pI8ZiXd8b0LGQmaxWpZacc0VNKZlbzwL3ErRAIpEEQNWGYZzmw01zLv0dKzM2Px59O1F63HnC7K7uWchGQ6SpSjhVYw2kTK5uTgnU5zSMkyKqOwgNaPwrGNW7UGvmK50OQ3HdVBpqHWuJKouBNNoHWFSNfHQjA6nBYEQoaqXW9TBsXd++faSQoZrqePXtG09/+GO3jo+v3b760gs/vPbWtVHr6WadVwsSPj49ef4Hz7997Y3t6dHtmzfHYTg9Pb1zfPzWW1dv3b5ZS/nB888FB6GW8srLL//0ldeQunOpe/ONn1+99pZqGYbx9PjUA5ww/OAH399ut86UQMM4wOzRKw8dcr52+/qdYZ27tHdwUMxu3Lh5dHwslAD62Mc+9vkvfPGhhx75wfe+d3p6ao5Z1BFQjmoTHE7jWFr7lCQttev7lDIF0R/kipykDKOqBlgvzMxi1kQfbGeeRVRTHrgA86PUWmsQofiDn7zDouGpqhjui6cu5wpWYgi2qoqQ/RSbkDOHczBb/vpivwd7rFsnJ6MlRVfB6tEQHFkLq1p0VMGKazEXRx5N375zazg5zn3e94Pzh+ce+9BHf/byT8q4pcyvv/Hmv7/1hz/+yY/W5XS7GfquKzrWWhaLZd8vrr99/St/8edaNmV7CvcylrfevPalL/3J1atXz507WK0WWtXhZm7w4WTNMkrOf/GH/76M637VH52cFNWqbjXogHq8OWFhYq6juhm5b9brruseunzBb7sT/9ov/+rJZv3nX//qeDqm1Jn6rVu3V8vl4blzT3/s4y//+Me3j49ABBJYdRQ4ARLTQBOxl2rMTGxu6p5FaimqCuGcUiJ2EWZOIlqrAWYWbJwZQThDPd5jIYng0YCpQEMHolB9n0ugiaWJSYwG7hQq0cwV8CTuXszVzQ0WFQKPlk8+s8Zf1IbuuR6MY1V1A9VgVxGsDB6DzimRkKquj4+gtlmfbNbr/cMLP33t1e//4Hvb4+PDg3Mf+siHP/7Mx65dvSosnQgnfvGHz2VL27opXpnEzdgNwOnpyU9eeoml11qObt1mHx1wT8e379y5eVRrzeRHN26M661IZG8mIvvLfqz15M6tLlPZaB3HWHJCcnUldy/JkyCzopjC/fbp8bmDh5bU7Q+Lc+cvCSggWU9cVQl04+bN4y53XX/p0uWu63/26qtvXH3TqgpISBRmTkbNMhhkjqpVchq1dJSCg1rdVouFEDMoKF829VVT02ve0YN/H+6BCAwWfzAB6z3BMAAG5SA7o/FvXMSMYng9O1g1+nV9cnV/Ldc7JRap4dqlFjcSJtdhsyZHGfSt62+drI9/8qOXtFjZbM3q+Uvn33z77e24sW0Z19ujozvPfed7p7fe7tjdfNwWMLkmgpqOTslqzQTO6a2rV//tv/79xWJPx9FNqyozq9nmdBPs0BtX37JqAq/VSEDciKvL1d52UHUfNsNYigvnlHwMDpcazIoJuaTOsGWm7bh5+/aNYXN04dyFS5cubE/Xb7zxmiTJfaeD7u/vw2kYR5a0GYbl/t5nPvf58l2/8fobhMziFlI2TnPhmABTK6zrzabPaW+1UrPNsB2H8eKFC+MwoPEEU2uwRhQg1M3NJtf13usDhIAvf7A1DzjKgdAkIRiHOg4ZHAZSd2BmWoSDu6ez4696PdCtptdee/3GreNusVrs7R2dHL/6s5+9+cariWgc/M2336i1WPHEnEnM6s2b11UI5jAfi262azfnsWimlHOpIznX6g4Hg9AgeiI4kZqtT04Ol6steNQW2qgpu8OidkdeiwNMnJjV/NbxyXK5V9TQZ/U6jFtOzFgwJDOXYWRwBgtTFtnDMnfIHR0dH43r473V6tL5Q06rF196EcLbokvJtZokkZQkJRCzpHMXLv7D/+Ifvfqjl7/yZ1+utkWbZMnWSDNG4ERc3Eutx0dHWSR3XZ/yMAy3b9/OOS8Wizj+4ubOzdYOC8ASU4Pou3idCMFqdNa/j7Vs/FRvRBIHPILysK2Gg5IhWu6sTdFpacT/HMXC9JW/+MvnXvxR7hZ7+4dHJyfD+tRNhaO8U0FgljJuvevUKleLLjgGVyfpUhJKfUpCiz3xTbcZnCAKJZgwqUb7oOcsB3t7TDKcbK0YGRMhd8KutY6uyk2QVIkzC8NRdAToZH0EEFNa9H2tS8mpTz2ZqNl+f5i6jpTNkCQvODOV07LZnG59LIfrQUd1HS+cP+y6h6488uErFy9xlpTSolvs7+8dHOwvFovcL5arpf/WAKEv/dG/p9a81jAFRvB83NUZ0Kq3b99+5NFHu66jSQgpFCVqrdGh304EArPAWVvTcZsdN9OV7rmMAo+6i1Rzf/J15ht26o3TFW8Ldpi6klM0Y08t2kRu+oGn6LzP6/49k1579bXtuK3DeHznDgmTMxG5mXt1t6DwJaIyjFHUCQE8MCXhLATYuf09U6s6JslWNgLJHZeqWkcAHILfTlAMOpZazIgouzlzIhZVT7lN2EogRpbE5pr6JTPDPHh2fZeXqz0IdamHCYi6peS+7/Nqf/+wy3lvmfY6GVHJ+btf+yptt7du3dnfP9el/rNf/OUv/tpvreuorETSp06Ig91q7Ober/b/d//tf3ft2ps/+P63eRokNdU9nR3szgbpZDtsb926deHChahwr1arSP2C8hBGBqCUsYmwMTc591gATN2V9112X4lw97rfyGjH/tydQjGDOSEVUxEhAOYCKVaYQ9W2qbz8wsH7+7/S8dERMdlYE4tqVQgLwU1dpXXZAE7J2o/VXAA4BGrqakVr5+ZFISzilBk5URSwowsIFAKTI6VMKS/393LqAFYoGFl6mDqQctfl3OWu7zIJ94uliOz1y+Visbe3t7/aS8uuW/XMOeVllszJFstlTntEyQXMY0eVGTev3fjyl/6kg928c8epy9LfeeMqFfUkLk6cmqIakqOhQLX6Qw89/L/8h//lyy++UGshjbIdiEiABEpCUVp2x3a7rbWmlJi5lFJKmUXkAWjjU1Q3J+FJBp8Y5KbA3Pd8n+k8aK3vgUZtGs6Eux3fWa3dPdoJWJCEUAARH0sSgaP+dVrOe1xpPYwVlkFWRgKBNVSME4EdguCoAyQGizJ0JmFy82rFhXjYliRZ0JNjtbdP5ElqygdmQp6CQMhE1C04L3tJBMtdktQFdXjZr1arZe765Wq5WCz3Dg66rmOi5WIVOHNOiZkhTIzcZVVyD8aggcip85DoZyEoZdro2zdu337ocL+abofTzMurb7xuprI8ZBp6T0xeoXASFmOFU8pJvX7m059+8qmnX/7xi25GBm8Db5yARe4WXTrdbqMUuNlsuq6bSc/DMFgbszwd6ETMlCQVnRSX4xgzZ5C+S5Y4A57cmg1oUjsCkTN7TD6bufFn6ZgRxIwHHZmIFMxibOYDwVzJ3bQNbvxgGNZuuvfAOP3BhqU1qJmWQWDJQOaOIW5moiLE4GlEI5h7Z08iSVKtVSgRgUDOQuhyl3vmbpEYnqTP3Uqk6/uOEharfnnu/HJ1uOyWIrRc9mBJKSWRLndd11WdJtRQHB8QFiIyN2MOwjYRKsgThz4B5p5HFqXIyLKJIPd7B4fnzx+cW+2tFgtY3thmPW4yn0skC0suQYMlJkdKcLChDL7YP3z22U/9+OUX4R58fAt1bJLcdcKipg5EOCUip6en4bTGcWxaNAAR5ZzNNfqWmEMMbuLaxeTqB9Fg4kGbBCbdox98SlA9wPt3XFciYk4Wo5TdqJqOI0DKAMS8OGwq6WAuBDwQ1n9PaOPdbSv+PB0eHA6uXrUzsSRMlEgYogpwQSaRLhELiTClJNILC0tKOS1Wi9Wi71f7+ySp65d7qz1i5Cw5LSX1Xe6ZRZKAzdnQ5SQpur9YKHqwWJhAozulHF9SqFVDHGBhbhLlrV+OOPp8ouIbAjCUUgBAbipMCZwNeO6F5z/1oScfuXx5vRmt5+rjvhA7i5BHJBkjKsL9MSH3qes/+tQzXbcY65oC7iRngKL9VZpkTGgChluyiSlP1Hpnh2GrqmbixiJJDUpciinC02CGT+9Znl2vED/xPSMr77FCm4Kt+FeE2nAIAVV3prlBmNCO5mma9O4Je48Z3VNm3g3jMJ3I7252caXE4iLccabec05dWnaLLN1yuSfCKcn+wWFKedmv+r6TxDmlbrHgLJJYYlhTl4wlZwn9+1KqGhwEyQi+svRGUFIAXU5aK8iZEjOllM2VmYN4KswhpQS47fQWcNBOyUHGzEzSQCYCmEBYcMcqCq/uSfhgb1n3Fm+/fe34xvULFy6f27u0Pr71iHy0umjr3ZiEZ4OiSuwCCD32xGMppSEG5Lq1ti7m3HWltpE7BJq5VmFVOeeIlTebbTO1rq+1Mqc2kXoSZw+r8ik1aAXFdki2brBg4lH4YzfaWU52nCmETD6n/Q3xTBJ1gTqxi3hixjQD0Mla5kCtARRz3LZrE7vWc49PfU+rmp+ffuM3/5ZnSdJ3aY8WXe66JMKglPrEwsSSoqUzOPguLE4OgXlldXc2FmfSuBnOnHtOAri0zMTdhUWINbOkkJ9hYhJQTDPxOQIJl4QoaZETSHi+qWCh6T5Os4bhnDgUOwQJ7JX5sccfe+apj37ljVe2g6ahlnLzje2dt9+8/uxneKOjAwthAvs80d3hgpjd1B/scc7qHvRXhxrcmCCyWZ+qmRmEYGa1ti5FkYBGpety1ykzzc0/0YRCIBcxncYIRJ0HgFmEsBEqAuQ0N2rq9CMRKLF4A+Upqn1MDAvVKXJzCY61tUZG02idaL1GzZrvC5XmqtE9xhEGdP/jH4iikZ549uPmAs+MbAyAglFClAJHjlSitasGzJAo2ua5J2iK1ZdkIgxigrgwkgvADjY3JiNQ6hKLzLSkFjaF/G0MGEPsJeaYlmXMLCyRV5OcKfG5u4jM9d0WN4SIsnu/WH3q01/8xte+SpuTK7I6lw5evHX7xz9+/Vf+s1JdHRjUcgoJA4QGvEPMi6mhT6v9/VvXrxmIOJG5kW3KcOv4qNZicCLWqmaWUwdQ17M7iGaJbwrt8fhPohj4SFAwc+QCxGyqzhBqN7I6QDRNuYlp6zxNQCaObrygfRqEWJnIwQxzdYY4koiHChyzO0tMgIQbVQIZLOZN31/JeaCt7NrfPc95/7aVlAW2IO4DC/fwFkLM0W3SNBSF2c0Tc06SkxDMyA1OJkTRL+U5peYCCEboUoI5VyPhkPkJ7QSKOfXTbfMYvSrYCU4Dp+EZhDSzIDWdpdw73zA6TxhEBoVVSnlxXvq9TOvlYnHH3A8fvTnixslm/7BXN4oZYphCnVBPMAf5wd7B+f3DN92JAVVyFyYhHodtOE4msiBjMZKk5TKPY/T7MICUsuoJgL7vwuiZQUQhtY0QkAHCHcZmACNEhBGs/wA5iSeyFEVYTohWdcB50fe95HK6GbSycI7gj3ZPKp7C81aqjgm09xvNO10fyDk92LA4Ldm7nJYR+LVNw8g5S0pm5ubMAmG4hZaBkJNZgTlT5kTEbiZwIhYhcpiZMRILM0GimmEICrr5roBLi0ibrl085j5poQLQWqnt9Za3R7CyqyMKgIkNYAY7SZIbt26ertfn9/ePBnkdeXv+wjNPPbORnOvIIho1J2kS8BQ0ZTNizymjOpsZg1tRWTrJcaoxxWTHaABwYjBT3yeRLlQe7e5h5uG3QiGi1tpGUDtiKKGT7zR7TQaAyCvcoq+GCUR7+3sff/YTN45uv/bKzx+68tAnP/fZvdT98X/4w1JHBicRdZtuRcQVLf6az7swug8utfVXMKzlYj9RSpQmDVEjIRGKJMiISDIRoiYuwhYJCYg45S51KUeZltSigVPYhQiJkyRhdoLWyhXgiBXUIh80Dy6KMfTuZQjTiqgOE10zTUlP+LBdqpO7M7GSmxk7zDR1JK7d/rm31n7t3JPHJAfXb/4GiDfr/dVeNHsjRJobnyCaob3v+8cfe+zF73/THQwYUWLJIjaFYx7/mjus1nEYbLladrl3hwir1q7rQtqq4Q7TZACi0P0mdxdiJ6gjvD4318lMd7XPMIsw+sXit3/nd//O3/sHb1679u1vfPOjT37os7/0heO3b379T/7sZHvKKSXiWrS137S2wXeEJO6P0//qzunBhrVIiSkzJQq9YnDIG4cLyZkjfgx5ZIkptSCklOBJEhOrGhNBiIVrreroc3bTYRySSB2rw52BygplB8zVy+CtWQzMXc6gJkZtFlqGSCLRVEOAqTpHjNyS7nEcG95tbvDqUa8gq4ahPPXxj33285//0Xd+dLS4cHJ4cbPKL7x29fkfv/yrTz+83mz3+57ApsatJBqDXilmd65WeyAYsTJBydy5yzqOUUCMqRvuWrXAfH1rWG6Xly5mkZxS6rpuhiFSyu5tn5RSamszjFIrz+GLIPR00KCqqRLoBBFOTI8+/sTf/jt/78lnnnnkyQ8987Gns8vhub0bVbskq9Vyo8WB6mYxQYOYvCVDM4Vh11fNCMVu/P5AE8Rf7UBMfd8DSTiBXLVQ7BzyYETN8r1xZARiF7VUc69WnEZts3UxDBahq9UKN4MNhkijOYswx5wYqLUTkAlA33WRJajWaQQXMElxmntiNrNaKshF5uybaq2mysySkjd+i5pZEsm561aXrm3gV/ZLR8pCoB++8KO/8eyT4+bUcq7mMc0wRJzDQ6aUjo5uf+s732ozn5tkWPORAZdTWxW4qcPcbX267vLRcrlP5OM4hiUFBnF6upnVbJjn07+p5LYos4GhACb6cDsSnZgvnD//t//zv33l0UeLoeuWly/14s4Jq8N96yTz8vjmFkFm9sCSeT5aaUp04iP8z1AfvMuwzNlMHZCQ8avmqhGeAlprCRVhkQQ3WNXqFc4kgLibJKo6mplwMjNJKacOQUONLhi4O0qppZokIRJidq2SEglH716tlSYqBBMHoqMTANEyLCMCJuuMxQYxRJiZwzLMjJgoiZdy48ZxWVzQw4uWO4CE5c6t22Us+8u90/X6YH9PzQmeEjFxtZjpTP2iu/zwlVd+8iJzimMyMUlKrFrqFrO4gFvuMsFK9XGs41hyrswwU2bqui40bZgppVRrTUlU56Yxi63hauzhYuZIKxhGMHjXL/q+//gnP/Vrv/7re4eHTClJEji5kpgRLS+cH9endvOWuQsRWCgKQhNAFQs8+aS7Jo2dgWr/6QxrKFW1ApZzAhomCBjQxn7GspYyEiyLpCzkrurjdhCRfpGJRZUI3FrtGj/EmJhEmFFNp35pIU4EI0re6rXGMV/UyA0gqGnMB1BvYWx8e5HEZ2rpHmO5mCWlVK02oQCixJIk//SF51556fnVwUdu94eEfK4j1mEct1qG1eG5cRyHse4tV2H3NaAOh8MXff/Qww/lrgvhtcBAedY1ZGqtbe4CaK3wJoYbcPxisay1AsQMMxcJtfrW6U9ttKIpQp0aAXUERqVuJClRAnm37L/4hV9+9NFHP/9LX7zy2GPuMPdNWcNtb9kzkeS02Ns7GQcQvOnLERqXr51iqurtBKSJ8XVmavPT5p/n634U9P7nvOevUq0D4MMwmPWhfBYuJKUu7EmVRJLBk5C6WWnjTY2MyIdtGzFSFQQIC8xLjZGCCDkGNY8IBIDDGJQ4mZuTi2Qi6rqsauGZainMnCRZ1WoKQq2VnLRBjGBhgMyiV88BzP8IM9yrjsu+f/LxJ1464bE6ZU9EOqp6Ndeitev7zeZ0sehDMIOb0CqHi7529SosxoMrmWkpR0dHwhz6M5iMTVIq45gk769WjuyqxKha45ie9iSbaspSbLTqSVKMsiIzoWDlxcuBgcRsYCN/+JFH/9Zv/+1Pf/ZzTzz22OXLV1So1jESxL7LxHB3Rpe4YydBghcEpE4wAplzNEwEHBQH7+TGfGqyfycbmh/fTSFnJMPvI4q9k4Wl7Xbj7iIpRuIyh+ZdtACAKJTKuJZxVEWWLEIiJBIxEBPHiRTTxdkRosfxmiF0u1guOKVxKPH+zAJOFGNCJnZKCFaFu95utwxKxBAmIjUz9eqWk6iqjZpSih5AZh7HwdxjxmFQoBL7xScev/zU0z/+4RuqJXe8Pjmuxyd2juEwc2ZaLpeb7WbZL1qYQw5iuOeUP/KRj3zrK19NwsTUJk24p5SGcZwCa5j7ZrO1sebVam+5B85lHKuWUi2xTMF7yjkx8VgHqcxC7iTMtVKr4mGa6ETUSqJEXb/47Be/8Nu/+3v758/3klLKFHIpRMw8joVTzD8gLyPK0BF76oIvU6ccIPiJIFaKmHUH0Zg34t0VwPut5J1+9U7u7Z7HU2T3fZ/idURi+kRDiWZQs+96U2U4pxQTv0X6lJzcTNUN7nZ6erpaLiMA8vbRTJiZebPZjEMb5kHuwrzdbEiYVMIwCS2B0lq7riNAwM40jIODeJqfcw8kw8ymNZKAWmuWxCLZeZtx7KV6zaZirjbYeLTqL0sMsBCIyLDdbn27Wq2YwMK1mpmJ8JMffapbLq2MFNqwFqEbRxhORCEaXofRxrL19Ymkc+cvekqhzBtUrVASZGZJ7ltb5B5Go9URtc2QRsNnw64ilofThz/60V/+1V/Nfa9q3KVa1VsLGo1jqaUaexJOvSSqw8ntLCgaBc8wHOIY4M1wZi8aifX9KMM7Gco7PWe2s3te7b5gbjKsnOMETO4uIjn33kaDGAtHm1XgmSwk7EVVmLWquqWU4Dg93eQu94sOoKq1bscAnETYoavVMkQ4CJxzBkHdN9utmcEsESogKe4LUWisx4gebTh77vq06KEGQkKimWFiRiBJXcwJb/M31UZVVqfN9nKftmVcFyRySXbh/F7X9aHaAFC/WGzXG1UlYjUPndxB66/+xq//7t/9u3/wb/8tYHB20tx3JBxCIE2w1Gy9GTIxOw3DuN2uVS0v+uWiL8MYpJpJI8m6nMVJq49UnczIbTqSAtQxhxBA/MQTH/qbf+tvPfHkk85kju1QoNqqD7FXzU6P10lwdP3mdrOuwzZuke0sbwqhH1dzM6+tdtZcb3tecEMeaFSzcfDd2vSzDfGDpp3P+MWZYQWmwMwEBsDEMQwsPkvOuaq6WZIMUzVC4lorgcZSxxECAeDmrpaSrDcbHcdFv8i56/vu5PTo1q1bnGJoTXbzanW5WJoW1epqOSeKNweF06q1srCpCzETdV1nZtv1JkqKmO6HTSMk1D1RimNLVckckoY3b/Snm2euXLQTfflk7WSLTB/+0GPCQhOqz8zL5XKz3uwf7plWInJ4VU2c/st/9L/65le/eu3a1aiw5NxFwlurwjW2wGYYqOszYOrHR0ecEnd5Kanf705OTmLQnWq1WgnkTsNQxlKqqXubU++OHHqCTA566umnf+/v/xfPfuKTuVtY0Oxr05t2dwK6nOFwM7C9+eYbY60aRREoESUWwEMHi2CqWjUI9zShdPe6LiIE8HuPfc0Y2/1uzB80KeOBKGuK40lECGTm4zAgZHHMlJv03gS2QE3LYOxILH3mWmsdLaVsVbemy72VVU1dl/pAHLzrskLNvc/ZDcSUpaumfc7LvjNVdXO3cbDo1yOiru/drJpu6yBVQNx3fd1sSETVcs7gkEWEqUIAwjiOxCRZTM21CuGVF5+Xzenlc4eFl6/euTamhbA9/aEnszFEPYmE9iXLOJY7R8f9Mkfz3WYYklvfr85dunT12nWgEHiz3XR954QkWRtcT+RSal2CzK3jzolUtYxjXq2CnpVyds/DWjdjub3Z9KvV4x964vbtm+v1drV37vyF8+cund/f23/t568en5w889RHP/fZzz75zCdy35u6qVK4aDOf8PRSSieZWIh4O66PTk4hPUlKCUGpQLNHZxYndqoc89qDxAueFbkddzGhd81i1/HMj3/QlBBAMqWhVqICcjPbnqyXi4Wq9n3X9d123AqLqZ2s18LCwpITHOaq242ZueeuX6W0HIctM507dy5iC61V3YIWGjHHdhwWi0XKeSxjzrkTGcZB1c21lLJarc48LdDsLKIrEc+d1oLE3CUtxcxUx5xSqQNzIEbsZrXWLmdmWewt9nra80GOjvToju4vlsuDS4fnqbqTl2E0MAu5Wtel45ONWukXy4Dd2U14OH9wrstZ1Sp0rIVDpZRIY22IjDCaDVoOFl1KEqM44qxMKcE9CznYun476sMPP/R3fvt3P/2ZT52enozDuFjudXt71HU6jG+99ebp6enlSxdTygaMWmstJCyOGN0b0s4svN1uASKSxPjh8y889sRjv/vbf+/49tHNG2/fvHnjztGdqupCVuqdGzdff+MqNEQ4NXotrA3+C4u4Wx/ibvdzz8/vE+66N3ivtQzD1tzcNedusVqMQxFhMIbtVjJnYWH0ea/rcilFDU7U5U6TRwjvMSCe3FzHsapqzqlFrrnjRDFAMKemg21mx8fHkeKxcO4zEzNxYEEgCDMTp5wjai6lVK2hUj2OAzlSSsEC6fuFSFdrVdPgSKl6SnJ4+TxWMvr26rVXc7GyXn/qs586d7CvNsaozejSTVkEfHhweLJe96kjkCRJrn1vmaBlaIw4R5dS2QylmsKj4uXMMDf31bKvtSz3D0PPtI12jjIYibMfXNz7O3//73/q2U859NxyFfXyCgylWNXD8+f3z52LVRlLITeYQtWCIEYYx7HW6mbrzWaoZbXa87FeffP6+YuXDy9dHobx8Px5znm5v+9AXnRZ+KXnf/jW1bfF1DBR+4CJTT/Ncrgv25vd0Hua2jsZ1l3BuyQ/6Feq2vd9SmkYi3QdAeS1X/QOE6Jhu61VhyFouolyGkoFaNwOWjar1TKnLE4O77o8DObuIJRaxlGBQgRVhZejo6N+0eeu42oE5zZstwaHIvT1uj4TsN1u4SzMuWdmYVC1kdpAm+iNsVKGvu/g69AFZZGuXwQmtDrcN8XgdT2O7ryy9Rc++XTKKK6SEiGkc9Xdq40i3WqxOj4+OdzbHzeb5SK99vKPXnn5xZSsGicndiTQUFXVXGAN2KQYkBJBbt93JC0ZzDlVtQoxyqvz5z/7hc8/9pFnTj2GccDdItSotSYiBxctkRxthiFVzkRaqqtBSN1zzsMweAiNuFdVr1oHZemu37x+MmwOL5w//9DlcRyd0C86H8tz3/3+3v7S17YdtqERG/KeMUqvjQlxNOpb80k02dY9dOgWb9F0YZbQeQdwK3KJ1HWdCKuyCG02GwcnSUF0EGY31KLTUUpEJInWm1MD9vf2ciLyUD4qw3bNIovFMqXEQm7KnJeLrMaqZbXKq+X+wcGhaiF47iX33bAdmnSPs/TdZr1JgtwlrUrEKWe4makk2Yybk/VxTnmxWIowwIt+MQzbYdz2uZ8pNDklFkksvZ47WB7a6dHFi+d+9vqtwwU9evmC5KRqDiMjVzdT6lxAWmu3XK23m9t3bp072BfBt7/zrTt3TgTZvBDB1ayWxGyGsY1ldHZE4qdV+9ylKLJyyjnn3J+7uEcpkfQffebZJz/ydDX1MiKE413NHRp66xwavGWoxDwOWxcZ1ZjJzIQSgJzzcrkkUOd6PkvfLW6+eX272Tz66CNXHn7o4vkLi+VKUoZVg1nVzfHJUMunP/e5n/3slddee1VNWR3RGc0UIL5NvoloQuR9GvxLD6DW7NrQ/YjDrgnOz0zr9brrOmYKGcGUEpMkYgeVUoftxkHL5TIEgyNrU9Oc83azYebFYllKESH3BchFZLHocxYHxsFLGd3R5R7k22ErnJfLpdcCh6o6nFkMlBIT08G5A6CyeK3GQuv1KbMzSwhx7+/tM3Pf9wCXUaO+lnOahdo5xgirDkV7zofnzt85vfPQxUN+5dXPfPo39vf3x6FER4aai4gzWEiYHVRd9/ZX62OttbrTzRvXoUbk7Lparvb3D2rV7XrkSGLcQR79oF2fiXi5WiZJCgIJpHv4iY9+/gufIsZYeLF3ICxuWnTwpq/uWmsdRnKXlODQsULVqrpWA1JKKafNeiNESWQYBg9aWN+lLF2XOQFkD125slguNCVzMnNykJkobt+4XYp/5rOf7/r+xq2bp6cnAo94SwNBbUs/YxBOUw30/kNtxhHucU67CGr8qumyzpz3mE2ac5cSj+N6c3JysH9w6/atvu8ki4LqWLTo/v4+gWspucsrZhbWqkRUSkx6psVikXM+Pj52936RAZjy5GPZrHZdHrZjLePB/srNhnHcbrfVrF/t9UmGcRAWUIFxVIRLGZbLxaLPXe6TsJOFqnGUn929y13uUjSrMJGrSUpVRzUYcHBweEftYNn/2mc+/nu/9ZtM0FKmeScmRNXUlZ3ZG21clv3i+tW3rv/85vro9oJ9qGNi+8gTj//6b/yNb3/3ey+cvFjVmdnNyRSwLnV9ykJxBBOz5K7Lq4NnPvHpC1ceLmUjWxQ1GwZF6XJyd2FhhqlpiAC6j5th3GzhWCwXq25ZXUNbwt1rKWFYIiIgLe6uAIpWZxprFRFirgoGu1PdFDF/5Sc/Tdzlvn/48ceeeuaZn7z88vrkxE3ZvQIheN50rqNFmwQNwWm0+F1cbM6oZrdEE/Fm9wk+DV6orZpHKeJNMxuGenJyMpbS5cTMWmwoI4TMoeNoS9uuN7HnhjJKkpxymG3Qz3PuxnGMzoLtJspESxHJGdthfXR8dP7wgirW23Utw95yFX+bJZO5q9Vq3d6KOdVxu92OwnLu3GHX5ZzYKgg8lkFVa1VhM3NhYaFaq6s7QtuISillHPrlSiTv7R2yu2/HK4fnVoSFg0QcPA6Dw7KJmmoh022SxKlzRhnLOAwv/eB7m+Nb5/cWg1Le6w72V5LEps3KxA6Navj+3qrv+pw6Myeh3PWS8qXLVw7OndsM1QzFVc1qNc6otZpapUIEcxtLGYdhsVgMYxlLFeah1Gl8UXVvIzPcve97b41x7G51MHPuV3u3bt8C0/Ht49PjtRarpRB50vr8i889/MSHHn3iieX+av/gIHf9D77z3eqjWWWfcQafWKZz5OTTgLB7ZU7jhwfiovdcPI2yBpCqaqhZlLLNOaXcAVitFnC+fXKHiFerVQYxaLFYsLB6XeVljBnMXTcMpdYa40Bu3brl7vv7+0B4l3Lx4nmQdV2+cP6CcDbTvu+3203f9Syyt7fX932SHHSrcVNSIq0Q7nISImyHjRauI5lh9JGJlsteFe6mVt1ccutOUaDvupQ4JRCTkS9WKzKqY7l2++oPv/3t3/gbv1lYToeiWiRRKWMdCknSUgHvuoUBUO27LglfOH/YffTDG92sdbx6/eqVa1dffe01gCQxZ3Elr/XKpQtJqOsyEQzU575fLDh3H/3Ih+FeqppBLcavI2XxGMzo5jHslJhA6/WmFAU8d4mzkDCDop4RndaxuKrh3dwqxjLkvDh3/tILL7x45fHHN6fr/cXq4v7hweG51Mm/+Zf//M7xrf/6f//fPfvpT1ktm/XJIw8/xMDzzz1XyiBFa6nEMY8NOwH7fMZh/nc2rfnEjP8ORqG7EqhNK25+K4afxSwZStevX5OUFoullm3u+iwLNyu1cEqrvVUwW8ZqPlbp8kYLC7nqMnWUaBwGVWcRNT0+OTazvl8sl3u1VhHv+9wvRERKgWlJqUuJhu067aWYUDiOgwiPw6DV2WBaWJapOyjjKdBI3yRM4gTK1PV97nJnRgMGkKlVFiFqswvMStRbRYt2sjh32C32eH2Csb796qvrO7fp8DwRkTDgm/Xm+PbRol/VOm6HTdd1Xe6ZhIQoiTLJKnemN28ev3XjOj3/3Mnxqbln5r5fbIetwbbDNonk1KWExCvpMpJ/6MMfWq2Wp5s156ioxrBc1dEoxYQ61GpszsQp9ahFOmHmxXIxz39kZre59uYUuqbjZrvZjqOOpovcHZ678Nzzz9+8eedzn/7U9uT4+O23L58//NELz3/3m1/55Cc//ewnP1mB/YPDc4f7iSl3+bHHH7l988Z3vvXd0zvH5jH1w2Yujftu8DQzbQA4cfAGGnDPrdOx8f4ZZI3Z1OiZ0bIJIC0XS1Udt9vcJVXXOiyXfc5ijpy7Omy2w9hzYpHtdjO69ot+GIZzq31nlFpBnoTJsb93UPtCRFrLOA5u1OV+2GpONgx1sxmYWST3/SKo3W6WODswDFs3MGcn3ozbxNzlFCzLnDsmRvLituyXxCil5LzIOZtVYjLVOuoiZZgmllprYNVOOXcZy/6TH3vq5te+dvvWjVt3bl08dyHUFFXLUEbVujk9KVqIycwIYHIHtsWu3zruCduyOT45dcOrr72uxkxSVX27JfJl3wNg4eARLUDu1nXp0kOXKaXtdhSrrQgtHEEVOxNRcMrIncAMT1mEWsmhqgJQq6UOw7YM26HrUqnjdjvUasySJa/2Dh69eO7i+fOXLpz/5ne++e1vf+ORS+cz0XM/+MH/9C/+2fHJ0f7e/j/8h//o3ME5hdcyGKxfLj7xyU888aHHb1y/9vDDjz33ne+9+KMfsTt4RhlasLQTjM8Djg0eJBdx1/CgRtwisygHhQLYRAugqR0hCfHe/mq9WddSRKTrUq2VXHO/MLOu63JOmXhBgrUnpq7vD/b3bKzjWPtFX3Q4Pj7aX6765QEITNZ1uVskNxrHuh02q0VyN7iv1+u+XwaO0masI2p9RiTHJyfE0i17GPXdUqtVrcxEiTlJJEJBcipjKbUABnYQ55RP7tzeHN+5cvni/v4eSyrVtmqnm/XtzfqJxfILv/LLf/ylL7380o8PH/kQdamU8eToaLs+cbVhu+GckiSK/kY3OEzx05+9cfn8QdHNZl0kZa0IEQUAtZa+S4AT82K5dEO3WOTcm+Hw3IXVwWExN9j2dN33i5QSURISd7NQajTLLGOtpQy1VsAlFANrVdVS6nbchKCMkOztrUhoub+/v3/Q5+WiW4L8/IXDveXyyuXLn//85//yz/74//nqK088/OjR7aPtsObEv/U7v/tLv/wrxrIZTodt6ftMTEJyeHh4cLB/6dKVJx574vh0/bOf/6y1SN1dwCEKCRKO9qD2jIn2EsVw1fBb5lD3WfLpTNmrwQ05pTu3bler5y9ezLkHUS0jM8ZxVDc1TVkAzkIppeBkD9uxAydJCEUe90XXDeMIeNGxahERUx9HA2ot3nXd4WGvzsNQqqmIpJRIWFXVvBMByd7e3ul2m3JedklYjLQxTolVzYJsaM5MKckwDrWOuU8sVLbln//Tf/rmz3/y+KNXLl48/+SHP/qRpz6+f+nyn335y9ffeKNf7f/Kb/7NT7598+jO0Z0bN/P+3mZ9OmzWqiWn3O2tOCXJKaVkpZoZCz186aHtenxze+PCpXN7e+dp2G6PN0RMDQjNTL7drC9dvpJzAsliuVouFiLp8uVHnFKtMSA4xS029XEcNqdbl2qmWtXVToftsB1SEmYiNSJKKXd9n1NOveSuOzg4zKlfrhpdrO8WTFmYiUxSYqbV3t5/84//t+ub11/60fd//rOflMEef+rJT37q2VGd2JlV2LvVYrlaTbGRM9Hh4bnM3WuvvXHj5s31+qRqnZo0AfgU0hEwaRC2uJ4oWhuBnNNysWTmWrDZbKBgokYBIqKpyYpjwvHhucPV3qq6mbpIslrLOO4fHpjb8clxGUbJ3dH6mJiLVRYptd7abt39oStXVotVJx2njLqpaq0+7NIvupRUiLqOuq6Dw8Fd14mkWnUYSt9nrVK19H0PIlHLfU+C7bgtzn3uFl3vatWLmtfqpAXuOSVFEWbKHYGEU+V69eobJ8e3Xz6+8fw4cPeX++cuP/TII+PNGw/vHchiMRo++ekv/vy1n1994/WUu7295XLRLQ4OQpadmKvWWmtVVVWvth0KSEhob3WwrduTYWwT09UuXrx44fzh0dEdcuQuCUvf73WLlRFfvnjp3MFFL15LNaullu120Iq+69anm2HU3PFyRR3nnHpZ9imlLqeUkptzypkzwxOLM8BIKRMTdzmaI7q+y7l3dyYIk7MXHR555Mp/9b/5r/5v//2NJ5549OLlh3/tN/8X5y+c/7/8n/+vz73w3Gc+95l+kVLqmBHj80DVXVOXLj9y5W/9Z3/zjTdf/ea3vrNZnwLVzdUtEBv36LnQ1kPmTJQQY1Gd+5z2Fn3uEsBb6rabwdsE6rOKtlDz/g1dvHnzZtGac9/3y5zElW/dvs2MO3fujON4eHBwuLfPzJvjLastFj0RDcMAQEuFE4j39lbVPHpUa7VusXC1sh2EebsdtDozF9O+74laxB3nca2ac0fkRNT3mchtrLWUnGWz2WzHTb9YqCGlNA6DgJZ9T3HMJzazZd/98he/+Af/5l85aRLWqjeuXrtx7do+k1y+9Oxyud6OXV489PDjb7zxmurRon90sTy/yH2N2mSttdbSekbc3E9Ptpx6ThiGaiLDEM2Adv7cgWp56+pVreNDly+KsDsW/SL3fV70Tz71NJCPj05Py8ajkJw6kZ6k27+wurRYJrbVkjMnJhmhAY3GUN3iWKWePTgxTsKEOIvYmYWlwjJDIKEW1nVZtRamfrU4d+nC/+H/9H+UfmVOy9Xy6Y99/I++/Cef+sKnmSUlaaWysYIKszCn5Wr5sU98/O/+vb93fHL6wvMvDFs3CukHM6jfxVYILlPEW+aOYNQtl4tadX3aujOsSS210tCcZyYAx8fHarra3xvHcnR0sui6C+cPvYzjWA/291fLJREF+Ckiq+WyXyx6VTl/XlXFCSxDGfeWHZkF98bMailuXrXa1mtVcnGoQo+Pj5nT+fMXVCvgOSU2mr6MDePABDfLXe+OlDPXklJapFRrDWYxM5WxbMvIJbFID/qt3/qdm9eufflP/uNqkfrFnpsbqmm9fefOT3720+X+hXOHF5nSlctXxrLuuh7EYy3BGrAYoKN1ijCQc7/cOzg9vbMtutkOY9VEtFwtNYaTaUnRmOtY9ou+6zilyw9dyYvFraPj9Vi4w96yP3f4EOVe8hIkMV6tY0+iiRPcEyh3C3gLlAlkiqo1EQcrxt1NjQQpCYWok6pkAYNjToF0lKRb9ieb9QjbX3Qo7k6/9Ku/+v/4H/7727duPXTlMhGZafi5kCPVWjnzYm/x4ac+/Eu/9IU7t+/cvnXnzp07pRQQMTgmxd8FZYUOEjER+r5brZbL1XKz2SJqguwR6VNLM8McnYhSzJw9PDzkJCK57xZ7q9X+3nKxWlUtprWTNNayGQYWicHuTGS15kWXc7ZtWY+jwgS1Vt2OKqljdg5twlKJIZxLqQcHB5vxtO+727ePN5vh3Ln91Wrh4FoVIGLUWoTF3UAeUwK73Jdaa9W9vWXfdfvLlZaisER5ldN2GFofbcr/63/831x+6JHvfPMrb7z+GpCkI07JoC++8NyFg0urj60oU8oiaT91fVWDWS1j1LRrrTap3AnLuXMHqZO9tE9CR3eOStXFcvHIw1dOtpuTk+Ouy31OtZbz587trfZyyou9vYcefWQzbinRpcNLnHh/b3Wwv1dBLr0IV9XT9ba6kVMnPYg6cooZ7ohx12yqkEQiTEH6kEUWzgLiRMSEBJbolQCN45BzRzlffuRK1+U33nzzExevAFZ0fPLDj1+8cP4nL730yJUrgVwwwatOMDlvx8HdLj90+TOf+8xmPdy+dfTd737n+vXr5rXWgUh2qXyOaN0FC+Us+4fLvb1FSqnW1PfLYRirbuO5btFtG72TaIbFIqnLME8p8zJZLcOwPT49TYmX/UK1UnCpof1imbocAdpmven73k2ZYO6bYcvMw3aTkncL2W43oai+Wi6ZaTtsh2F7sjnKnXRd3/erlNKdo6PVcjlutuM4LhadpCy5H+qo22psi+VKJC0XK2Jst6NVraXmLBVWi5G5mXq1xd6BqxLxf/67v/cbv/GrX//qV77xzW8eHd8c16fJuZ6sX/3ZK1cefmRxsEzERFw362SVQG4aVE61AO8dRGA6vHB+dbB388bp+ui06piExmG4c/s2dymnlDj1XSZ41/f9cnHu3LlLjz6xXCxH90W3Wq0OAOm6zpHDHeWcU5filGNyiIASSKNRlgjuOgwjAINJ7oSzjuCU/P/P1Z/F6rqt6WHQGO9ov/b//9mtfq3dnXOq7JTruFxVNiFGQg4RRIUT4B6QkOACCRAXuUmQUBCCBC4CEgQZLrghF0hGCjKQSAicchNiXHZRJ+VT55y9z+5WO7u/+ZrRvy8XY67twLrYmmvtOeeaa3zjG+N9n/dp4MEWhTPQopbOTAjJOAchkAqVrJT87LNP//iP/tGf/3O/FXIAzoexf/Hs+S/+9Oe/+5d+rx6IxEHwH4jByIEzLnIJF5dXv/t7v3d/t48xrOu6LJMAVTAzViehHIkBZwAEkmsF2+2w2/XWKMZEw8w4UorBuZQJGfun5l4P0inO5fPnzyOWggVK4YxyyUbLnKNRijFCzCCgZFRSCxCC80LonFvXte8H4DwDC95rrSMS52wYB8l1Qn9/f5sTaqHcuhKRUmoYB6WBc9Z0fdN1hKSNlQASpFLRaGWbxsUlxcgZlIIpxUK5lKKNImJCCiIqVNUN1BgTkw/BHxJKDkZJxCCN+U//1b/69PnTDx/ef/XLP3v79bdxDbe3t99+eHtZLholefWIWYVUUoCovQ/SQwTcw0RaiJevXr19/X11axbAobDpeBJSNF2nhGBcmKYVprPbsycvPx3PrmJBELzpBqUbzkCA4FxqpQk4MsYFdF3LiacciBGXxEgokLwyfYlpoyv2o5QiZLaxyBkgqo+wEhEmolI4JxQSGVJyK8PYN/qnv/PTv/k3/0/z6aQ7C5wUiE9fvvqHf/8fcK4ZI6TMOFaqDhJxAF59KECMu521fd8P3rl5nt++fXM47pdlLgVBMsl5zkVwzoEbLTfb/uryommMlIIIOPCu41g2fWdP0xRjrnlCD7U/R+IkT6e5MGy6proLZcR5Xlqrc8oxxZi8EoK4cCEKDn3Xdn03DMM4DCGl/X4vOCChEEKQWFe3zm47bE2r+r5jxKNLWmulVNtaIblfBTHOGF/dvC6xazsGwIhb0ygFnEhwUFIWpKZpAPjq15gikiklCZApJ/Ew7ecxJu9XAUwB00JJKQvjWPKyLEbZs7Ozm8321+FXmLJbl9fX7yJmw4BxJqWoufZt25ZS5mVFIqWVEgqEZJwJoiePnr365LP3128MNEAYlgWKUFI2WkurhGq64WL7+OnzTz9rh43qtlRQK+BCMajTfJAgmQRirL7IAByIca1z8VwURoozVpOmAPiD4vIjPgkcGCPJuQLJlWDAtQCplZCCc56pFCzb9kxyyqV89sVPuNJ/5+/+3X/5X/6D6Xj4d//Wv/f/+aM/7psBuAwpAgjG04N+h0EVkRUsUhslNLB4fnH52aeJc/7u/ft//I//6Mtf/aqUwBk8aLmROGObfnj66FHbaSH5Ay1bKW4FcJazZZzN85pzibGa1yHnDLHIw+EQchpiTzEa3ai2c85FP5cCKUeiAsbYxhrTMEaNsTmnEErJBRnFGLVSxhjvfcyZiA/9YI32bg0lCaGIFe+dUqpOybTRWptCZV6n4FcBTEAbo1dSUmZSSAYoAHRrEEkAIBXvXUqhYG7bTkpZcrHWCiEZg3EzaiUoZZFJ1aTFlNZpPh1Pt/c3X/36a+dCI6RWUghIuXBOSikCmYktPkzLWrtLBkCxZI7IAuMkgY9nZ3/ut/5C+/2ggPy6vPv+dQlBCZBaCylt1z9+8fLFFz/uh5ERuEigrVICGXIBBJxLyQFq1SakJGCADKoNH5cVywbgiKyUB+z7B/JJlUvwCmYDlyC44hw4A45Esm48VmoBRMSV6f7Zv/LP/eH/8//xk09f/Hv/17/1t//vf2il7Tabf/RH//Cf+e3fJsLq0F3DegtWgmEpOQPjtSxqt5tPvviRblsipIyv374JOWzGYRh6hpRzbls7DKOQdbWKYJALCUCpRMqRGBNCuDVIoWNOMUXOGAOU1jYWukzZKC2EKDlLKY1SQtjVLdZoo3UhFnwspQTvlZa1k+IA1thS8uFwkFIO4whSKC4l51ygFU2MmYEqhRAphMQZK2URUoBQxrbJxhAWotg2LSECAy1lqf5pIBhUM355cXHOiHJJIJXSmkoBDgJUrLQTxhhwIUALwTO+/v6bv/OHf+fu9iamsDqnrR3b7tWrl7Ifm67r274fepC6YAEOAKCkRCycMSEFZspYiBMACYLnrz5pt8MvfvbHAPLq6inlKICUMaD0s08+e/7Zj3WzQcarz5MAwQC0kshLLkwIQYXqX0A1bZUYSADgghQiATDxYG1Xke7/BPOkcpRzTlSAEZMcCiDjmIkXKpzHnFxwC6Ous43UDPF3fvsv/upnf/o//5/+G/PpHqhsOrv4+R/8v/9fP/nzvykEZ5mVwogyUiEuOCvV6oQ4QyIuVbvbqLZBzvq2FcTbvnt/e32x3Tx7/lSBOE0LE9Q2hlOtRDLwopAnQCkzZCa4lFJaE0thqaQQsvdeCJBj0yUqTJq+67SUnHFk3PkVS1ZKnKZT2wyMsXmeQwi2sW3XpJQqicK5Nca43W6llKfj8fz8fBgHRhiPjkppdMO01MogYU7JrZNzy3aznU7z8v6uaZVS3K2LMlpx4eYFTcqsFM6aBiQI4pXiw0NKMcUGxDLPMcahGxEYgEAq87K0yoSw3h33b9+/e/3m+3m570dr1ebDzR1r+rO2M33HuDBCt+O42Z2DEOu6cM6VVFKqml6EiAWQsEgpBVBKvhCdXTx68eoTIOyaTgFAVfcrrcedUG1IpTUWeCV0JUQOYImBUJKJGhcNsuJAwAkTgGCMKyVzztUaA0B8xCQf0s4YY6UgCKm0ZpgErzwOyiHVbcc5AZcWFChutAUAnvPFdvv00aP/6D9cX718uZ6WzTAe3374cH2bYmRachIPtrFMVrIFUo06AzKcMR5cJA7DuGWZXn7yOUi4vLnqh/7p06dKqsN0XNZZVpNpxnxYSnZYioASExDngmdiTCsrpACAnJPzwehOLstJWmN1G2LyzqcQCrFUctsYbYyQUglTyYFN04zjCIIBQN/3OWfn3NXV1Q9q91zy4bAnQikFQ8g5IZb9/T0Ab5tWSjGOG+DibHem9AKCN43KJcWYYvKKuFCqsW19KtNpOZ2ObWetsUpJY4zSOsYIXEghEQlzDtGnFBDUzfXNl3/2T7xfUgoXF1eMcyh4vtu5ZfHeHY9Hu5V8XZuUTdMIqZkAKQUHkVOuDT/mwngRTIAQQjAEKsgA9Be/+Reic8C4EMA5CUQClUAyLiksJLmxjRCQCUlIxkgCGKVAiCoDqew/4FR4qfOoytElQiFEKVQpyOwjk25dVwHSSAFSciQtBXIEIYBXR1OWcwIAIxXXQAKQSAL/8stf/f2///f+pb/+1z+8//ZeXK/e+exCCjUQiAFwAURIBVNKjIFbfY4RS0mEPiYGstFGMLY52zVNY1p9+fSp0EoqZa0dLy+Cdyn4kiJjuCxTimtOyS8BQuQi5pwAcspJSlBKlayGvte6kaufRImhJER+OhyUEKmUbujF0KUcOWfzPLdtOwwDr4bmwJQq0zR57+vRVX0QT8cj59zaxrZNNaUgKu/fvVndorXWjx8nn2KMUj60h9Y2TWNiTHmZ3bqsMUmjdWNyzjkV55yQQmldzT9AyJJyTrlkXPLCOSzLUkqWSiQZlLFNNxIR54AklNE8xJubmxSiwFKIQoy7i/bi6hEDQcC1bUDwnDIy0lozzpnIoKthRyGGWrScCSRRohdWUqHCCASxkjkYULJvm4vduD/sMybb9orziMiwCCU5pxpQVbMNiJABrzq4OkRjjFXDpcpt+oEpSUTW2mrEmmLkVDRnBAx5Aa44EwUz5yCFUlKSrN7cBJz97f/gb4fg/+AP/sX/29/6d//hf/T3mIRcqO3bjMhi4RwRAyIJIQBkSjnGBIxzUIBl6BouhFSqxFhCzIw147ZImRGRs4CEhUJGDlIZxYGkaSj7nNJqwjSdeFhTisoiI+SMhBApRCxMayOJMqJYnSvIu2HAFJu2NW1ze3fbNKbruqaRy7xstlvv/f6wlxKEEFrrYRgYY9ZaIcT79++xoLWWiEAIpe26LG5drx5dNs3zprHBxyRiMuZ0mg/Hw7gdOGfe1dxBMLrVnVBa+xD8ugDItmmU0SBYTmGeF5VQChG8r2QVAVwKyRkZpRhRymiaXinLOPoQG6s6AePY/eLnPz/e3HpC4RPopru4u5RqkIoxzolpqZSUHMQ/fd4FMSMS40xgnXsKibkICViyEJJ4KYwDsILBRSa0npxLjBmtq8BfcIY5CyW5kNVikArlHImy1PYH2TERVTZcHYlUx/Eqw6jcjUwkiZzLoITU6iGonouMIYRIKUsmBWOa+Lu3b3/2sz/5c3/uJ3e3N3/nD/8weKeMBZSfff650qoa4GHJJZcQAiEJpZTSggFyXpzDTCWn07wc7+/XaQoptW0bUokpOucARIxpOh371vbaSgVCcNMMxqCRJHVjwxyCk0oYrfzqnPdcKEIwupXjdpsy48ha1VptgGXGWCy5b7uYXHBBCSm1WNZpXdd1Wbq+67qOat4VZ7hQKSXFLKRq2w4keOfcup6OR8aYUtvrm+ucMzBoTNs2o22QASHSdJqV0lrrUjJSjikf36/agtbCSM6ISimxpBS81U0pfFqm6l/FGLe20cpIxRljlLIQgFSYUljDPRKteQXFSorWNswYaa1WMufECa1WOZcYvVRCS4mMI+McOZbMGRLngotKW1MSJMiPkx+utcoll5SJUUw5hwJC9F1/mo5aq+12U3JJpWhttLKZPlo7U22/KaUgpXbr+sDmE5wxljMqKTMWZIxiEAygjvSq8rw6lSEBlcq5UyBzyYv3InFtpDb6j/7BfzhP07u3r/83//b/6u37GwMGUHV2+MkXv5FzjiGVUkKIAIKI5nUuVbGDmDzmnApGZMBB+GXGUkKIGTHleJomxshqUzsP72OrG0QgzkskyYWQoh9Vx7YpeSWZ0XKd59M0hUzEpBJKGtsaUAVZSsyvbuhNzDnG2LeWUFKhiGFdV6XU6XRERJPN4XDIOfd9Xy1DGXEplZTCtDb4EEPUWp+fXSChc86tUUoJUkmlQQADHmPMJZeCAkKMcTodq9cAY3p3sQFpLHDKGJxHltzijGJSmqa1QggillN2zgFIDjDPcwkphGCMKlxmoq7daC5ZnuZ1LyRwZZjUQojtdtyMQ9NYpQTnXIiGA3HOCZkSArFkJC4F/xhwaq2tasc6ilVKccEZMamAEKUw24sWEQsWa/XxeDwej9vtto443RqElshLikWCEAJyQSV1wTJNk5KqbduHFAVgggOXgETIuJYK+AMdGQlLKaUUyQCAAeeIJeesW910LaUEjA77uz/7j3/m1vWXv7zFkqQ0jEQu/MXT58Mw3t/v63cqhdUAA6GU0hBSzsEzzodx4+OciedYckqVulMItTZnZ+JwOOScGLHtOBbExXsAUForqVz0DKltWimVsUJLpqVgLedSpSKIRIpBmqYFoUKI0/HeLevdjcuIPsVHl+ePHl1o3SzLqVoIDcNQ/VurJiel5JxjHLq+AwElhxjCPC3r6otl1rJ1Xb33WhtjTGUtL26RUtUkFRCwri4tUUoFnO22rVTGNFrpOoIt2UcCttlsJWjOOGiIMTq3Agg3z0TcGBVC7I02aiOBJ2KH0+x8iOiyPyltbde67JZ1TT4I+yYyVgo1xihlpJQgHqSYiMiErN6dFUmpTqrAIeVU4QQuAAmVMVKIkjIhJizee865sXrcbI6nAzEyppFCFkRhwK+rIAHGrtOSst+dWaP1drtTUhIR45W3JAAACwXvq3Q6IoYQcslSSG10fZdiDClGpRXnrJTMOOOEwPk3X/7y9TdfsVIECMWJKCODwvg/89s/HcaNjz6lhMSVllppznnCkjMSBylEs22wEBdIXBSZGyVv7+7W1QsJZ+e703RKMTXGEFKMsSBKJUGK65sbxthus0khfrj+8OzZM6nA+WS0kiC4NIJzzIWVJL97875t2nWaJFBjhBRd03Wx5M3QKVXTDBkieu+NMdVBxFrrvf/w4YMxhgtJfO37bjodnQuNHaxtSkHGYLPZnp2JdXXOOcbYsrqcIweBBdu2tVZLKc7Pz7XUMbhlOk3rHCentNpuBqV1igWUJOQZc87ZHR0HbowhQmNU23YcqG1bnktwa87oYpRSIEOistluVyc3m62fvJBCaGOtbbuuvgxCaABWO1ngnOpMTqlSSk32IiIArpXSShFhTBEJq3cKIZ5Op5xS07YpJSHAtsZqi9Tf3989efK87/tcMjJqtW6ajiEnzLZR1lokpvSDDz5Diil6n6SUVmkjZL0iK4tJKSWEYpyXgsDrzI4bLaUUTDzgqJzh17/6RVxnwRUWEgw5w8Rh3Ox++ju/mxEJuNBKMCaEooIlZ2QklGQgOKFgXILk0BXiutWMl24Y59VhKdvd2HbtdjNizslFDiIR+uC11rbrvvr1V9d3t2M/hJzW6CWJ/d391cVl2zQxZyUV5cRKkm3Xh9XlGMfdMA4DgC6Mz+uKpdzc3O3vDz64vu+V0jkXIdA5d3d355zzzkcbTdvFnDkwbTQWMsYoaUMMOWelNeMQY8q59EMvpRrGToIiYhzYNJ2Ox+N2e8Yavj8c3TJLLZqu5ZyHEHOMbdNLrVNMACCkaGXLOauHRNO0xDJRYUwBCGNsCn6NoWkarUZWvKBiG3sY3n+g90S0Liu+/zCcne125wCCfSSsQI1+YhwAClINeO66LsZYw85LygBcKRVzroV3Kdh1LWcPpqoV4WuatmnbJ8YejwclhDYGOGlrhAAGMIwDAOWMBUmAQCwpJWRZSGGMFiClkFKImrHQyIcdhljnlyAFByas0XVUQoVx4EDk3PLm+++AqPpv8xoMi+wv/d7vX1xdIedKaQBORCmV2hxwRiCU0Zxy5sQAFGRImRhjMSbO4erqirAs6wyMD/0gq54RyeUEAAD8dDr9/u//fo6pZrIdT8dlndtuCDEZ24y7M6tNmjU6J9999xpzlgCTEpVtfXO7b2w7DP00rVzCrt1tNhtE5lZ3f79nDKWU2822fzYqpYgzHwIHbnVb8ul4OihppRTIGI+BiECJ3g62sdH7b75+1xgtAIjoOJ3qFX48HTnj3biRCmoYV075eDpiQSEMCK2NZJxJAGKlaazWtioU1nWOIfTaaiGNbjYDP/k1BC9YYiWHEDIyKUWaVtm05xcXTWtto5XSUspKMiolU1U3cAbioT2sCt6U0jKvSiqtldSCp/RA4SpZCqhVY+3valihFEZoAaDeX988ffSoaQxjHDMKJR4UedXDrp6FWgEoqQDLg7VdIUSqimZGhELAwxyHIxIjQlWRNJDIiAMTVNwa3TI3whKjhIxAJIJHT578Z/75vyaMMrZBwphDyVgZ6FgwJ1ScMYYlJcJC6BizueSCGUAwhsHNBXMMIYUwh9j3PQhWPc870yBS37SFiGckotN0SqVgwr7tU07TPD99/kww4XJBAvns6VMsOaXowxpjAKGHYZBSgxD90AMw+ZBLm7u+qYo8rY0Qkoj2+/1xOimtm6aZ9qnrusePNm3bO+cW55RSUsplWYwx3vnDfq+12m1HzjgSXj2+Ukozzn1YsfB19cvipJZtY5xzKaVldVoRUmALE4L1Q6e1ZIzlHDlXnPNcctP0JaEPoSAKEMMwOOckE25ZMmHImUvZDwNrmpRiziXnXEr23hmjkQpRkVLWEN5q9v+DkwAAGGOlEFLKkOLhcIg5dV03dL0EwThDoupYVBFzJFZSlkK2TXtzc3NxcYbErG3pwY33/8dtUSkJwJEeAiweZF4fzfYqGMGJQEH9WDAWcyyIISXi1HUtMfCuECMCxMyJ21wiF/Av/Of/xcdPnqBQjBhiqbw9KaXROsWUC5VSCuaSEssFC5WChSWiQkwjQyJfCmZkOWdEWleXS2qahjP8cPrAiCujlmXNMV1eXrTNY6GlBCFBGmuFUNM87e/uzsfNf+qv/nNyOhyQSsrpNJ+IMufS2k5KraRIJUoBXR1PPvxCJHQudG2/vz9wzrU2Sivn3HKanXPDMKaUSykp51SyW1ep1DCOpWDbdkqg82vXtloqxiiEMM1zTGvbboiYlBo4c871XWeUcj4qo+vNxRgppYzWzq/1TOacta2dTwsv3CjNiEoqlbKXCYUyMiXgQkrFAUMITd8ToXMuxkAMhQBiSFQetgVizg8ZAtWaizGmta4KJyXlOI4hJ0aUYio8K6W54FXoW2VexKkUjCn3fV+Mvru9f/LsOWMYg68GJ4QYQtBaCyEYw7qxGEnGkRgh4rwspZSmaR7kMIzllIkjY7Q6v0yLbSyXQms5r5753Oh22Jy9/fWvCzOIMubyL/0X//pf/mf/aizFxxWYQEyMEUhJBCFGv7hl9UJpKZhbFo4MOMSYlIWUc0bKKbDickknF4EpJU2M2bQmpXx3c8sY24wbYHBxfjF0vZaKCyDOgDMsZEyz2e7OLy4/eflKC66VkBLgtMzKqN12F5MryIdx3IxbtywhQj+0gvGcMwCz1rZtk7GUzLxP1trqHckAAKBv+r7va+NmrZVSrM4TY1qbmGI1HfXJAyvW6hxSIdaYQQoJ0lpjCVMpzFrdNMoYxQhzJkJARMISU6hYYtM0tcKWEhDLMA6AgnJ5MPHmCjkrqWhj4rIkH1NM/dAzH4PzMUYppJAAwJWWANVRQteu3vtgjK1uA5zzGKMAIT961DaNlahiiH71nDjnYJTpuq6W25zzzKvxNRdCNLYvuXz48OHiYjfP635/2G63wzAYY+rnA7BSECkHH5ARAMSYvA9t20qpADgA4wRCCGIIQJJ3re1t22bMKceYi1CiaeCnf/H3/+wf/8myRtPov/af+y/8Z//av1CI3dzeBQSGJDgBMC4VAGAuGHMmohjn0zG4tfrihUAuura187Kc7m8Haze7TtgeGQ8ef+M3fsPnpeRshT67OFdKffPNN6fTBBcsa709OzONXddZCN40to4cUskCVEhRmtZutPAxaK21USWXeZ4YA6DS903ftn5ZpADbWCGEcz5ETySEMsDBhcABJBchRJ+dtSbGIKVQymDKXVd922Nw6+l4tNoaJY1VUgvOBRbGOI5jh0y5JRFWuXr1xGMxpvk0M0bjuAElJFNSSB8iUmFUBBdCNBw0MlrmeTqegJFUkhsxdmNJJoSw2W2fP3tiAGbnTi5JAB/C0Pdt29YqioikVIyBlEII0TQdYyylii+IeV5CmIe+l1InTMQwxuR9tKrmzKp6q3BWM4iBhJJK5xJizpyVzfmuHA4f3r9vTFf3MkgBUsQQnPdYMuMkpcRCxEgIMFoNfV9z1AAEkwDI8eGNwlKYFCrOU6YMknHGjFKnxT35/Ef//B/8l7/5+rvf+M0///t/5S8nhvu74xqzkDKGyBElMod71OJ4facIQiiJ8dMyYclN01w9epQpCKaMbUDCpm8bqaSR3bAxposxIabdsJFSikcghNRajZvN8XCMMRhtpJLAoet6RgyAx+CNMaqxiAig5bzMypqu79u21QJSSnpelGmshGWdPrx/t5xm592Tp0+VVje3NyUX23RNNxhrnHdKy822N0Ys06y0ICbbtvHO3+/3jLPpNBFR0zSMuBTQ91YpEFISMlDEGQOJggNrpFaCICOGmhFvbdP1vRAcsbh5KQWtscooJVVJIccyz6sPznm/v9m71Z1vtu3QMiYeyl/Coe/zZrO/u0/TzIELKeZ5PhwOxpjNZvODBbJSXEpZ3ZAZo2qWklIqubRta6zGwkopGVMpaLTdbDaslIilivKEEDFlY4wQEgspYwCTYDysbjuOh5Kij0+fPgUpeLUJrY4/Ulhr+YMNLeaSkSh4z6pdp8PMiFKplT4DHkPKEW1jlFUWtOQ8OpeoLKV88Rd+69nnP1ZS//rtW5QcuCTGwmn58P7tepw0cTM0h7iGabk6v7C6a7ru4tEjrWV12TDGxJRaa1NOmNLQdtoaH+KXX3717bffXl1d/ejzL6y1dXBXSmmsLX1OSX+806nKfev/pY8aRSSST54+nZclY3HOkZIA3Fo7zcsxuBgdljJ0Xdd3wzgAwLOnz2xjOZfT4gqWYRhKCYhpHPvtOOScGBPH093N9e1pnh4/eXr16LyzvTWm+k6n7NbVa90opRjLxAojDoIBFGkNB8m43O/3AFC98QrmELz3XisDACUXxuFBDwnKGNN3ZTNs3bKu81wIrTK1+jVKl1JCiqZtxWlueli8UwqqX/wPdXQdEeacc84xxlrI13q5GnTd39/EmJTR2hhrW6NtzpkhEn9gSEsptDZEzAcPHIyQgjhHLpmkmIfN5vXhzbfff3d2fvZDl6DUg/FfjDGlVEtSAIE55xJDiFLIwkhUdxBW3ee1Vip675bJKRFjZD6brl3SMh0OyUfvYsRcOBva3i1udWt0rreWhIwJx2YzXj0f+kFJDVJuzzZta0spMSZW85JiBIB+GNumQSKlaBiGH/3oR8+fP29sw4lyzjc3N0qps7OzeuTDR7PuOkGvVJcao3c6nRhjcn9/fzidFrdaa1uru7YzTSeVKikMw9BYS7mWIL7CPCmlUlJjG9OYlFJMjnOecmIFc87rugLA4yeXT+Gx1m2MZZqOxyMabaSApm/bvhdcloLr4n1Y+r6xjZbQIOYco5RiHMcqOkKiaZoQ0zgOhFBtcKvoTggomfyyLssyu6UxZtiMymjiSEjJhxgCpSSVksaAUiG4s7NdQHzz5o0AiCkxImttddStrA2tdX3SP+ywEFzTmGHoY84FWQg++Mg5dE0DWgJILCmnXLX/LkUphTANI8KMIWYGKZaklLo/Hvan49l2W+FlrTVRqeE/iA9UceBQchSSAYhqE8+Ae++1VlTwcLznDBBzDSNFQiiMTqdpnaiUtukwexdcIUIXpBCd0S8ePz47O4vOryG0Tdt1LWO8aey0rPv7PWPbGGNl01MpKUYJQnQ9Azje7VfnhJDjqDln79+/m04TAOScr66ualvDP1ru1tZHSlljz+Z5zjkfDoe2bSXn7OrRJQNgRFpKIYCB2GmTrAFBgvMSEwBIrZz3h+MhxkgEnM+ZMOdkrNxsRgCBKXHOlZTEKOfIBJRcoo9udednZ0LA7d3tHNbddpfjssyrc04rqGqCtjFSlMq1FEJqrVNM67rEmPre8prcCqBUk0sMIeRYYihSyrbtlNXWGOB8WufDYR9jPN/sxsa66EOOyJg2tuMolFQZh65PMZ4OhzrofGjmPzaGNbFSa12PdCG4AE6MDOPERElZSk2VjElMAHCA6kNRdwZn3DlHJWKk/eEYwjwMXc6khMgln06n7XZ7OBxSSlWd+9Eg6AFJl4IrLRhBjFkBFMY4Z85xwblzTgkZvJuPxzUH0zSSAfoEjLTSvqzFx4vt1nnXav3ixTPGWEaec9mdnw8lV5M3onK/vz1NS0HKJXHOz8/PjTGtNQwxpSKEJOIXl5dEtLoVsfR9T0jTaTo/P2+7rnruPwSIlFJKWZZFa726dZomKWSlV11dXRGRFFLknAshgKBCOQWXkpKms8YozamsMWqtW62JkY++77vN9oKR8DHkEn30p2kxIW37TgghQJSSgQsihkgxRmIEgoHgXd/pxnIhpREXTSOk5MTqXOxwPK7zNJ0mqVU7DNvNVkpBhKWUw2Eex5EohRi1Nm1rOXHBVd9ZxAcvIcaYUFJKsd1shRSNtBRW59Zpmd0aVxe5kgxg27eEpW2bi/PztuuI8Sqsr4v1/+d0SERK6UotyAmRcWs7YHyZJyRC7wlYxlIIlZTGGMOAMZYoxuhjQGmUbkYpOABLIXVNezwe3759Wy31EXMdMgshasCrUkori4WnnJZpcfPS9B0SpZQaa4e+dfPKERlxIFZCJGLPnzwVANO0JMyWm8YYqzUjvP3wAQBmn2zbK6VMY4w0KQYpZeGNjVkpFUPkApTW3rt5OmAuwUdkHKTabPq+aVNKiEQ0O++2Z9vTfGLAN5sNllKPOs55LbNsY5xf52kSQkop13Wt1Rv/H/6N/0u/GV3wh8PhtD8Gtz569nzox6Ft2077dZ2nWUrZdG1K8XQ6CSm0tta0SA95KPv94XQ6cUrjOG42I+dcKVNKOR6PWAgJjZbWaKGUsbYQ40Q5RY4yleJ8Wt0awnR7/V5L9erlS9M2SkkhZcn5+vrGu3B+cW6t/ChtJbcsDPlmGGuxwpUAAYiYS8k5YcrrcV6nvfcLAAaXU2Iu+0z50fnl5uxisx0ZY33fdV1foQRErCf5siyMMWPMx9K+pBhiCoVA6QZAxNXlGASIeZ65UVWnVUfykkSOsfDMgBgBY5D8ijkxZMBEZsiBn06nZVm2222VNIYQpJJCiIIIXACXnLOYQoreTYuUMmFhAEYbTDE4Z6TKKSMnpVXXtJiy1sqnPHuXvTOmPTs/f/LoqrGmlLKsc9d3bdNwqazSd7c3OefN+YVg4Nxq2qaxTcr59evvrz+8X6apsfaTzz5v2n4Ye8HY6XjiILfbLeeEmBnjKWXOmNGmbds6NQ4hSCmb1lZmzmF/SCkZY7qu67pOAsjj4bQ/HULwUsqr5y/bYeQcXAhImVHhIGLKeVmM1kYaF1zXdtZIYmxeXUFujVU7mXJknKdMiPlwXDAjANhGM84bozmjdVm9c7ZrJUCKPgXmQlKmffToMdLZ0yfP3Hzq20YbzYELqUibq0dgTSuAgyBibFmcc97aNseUsZRYECmkGGMchsE2lhHLMZWCQqphGIWghfubu4M1Zk0MGS+IX339zTgMpSCnOiLEXKohSAGAWvporZdlXddZcC4k51wF74kxlouUErFIJQpS8AEq5cZHLVSKHhSYpgGAUkgZy6QsMVP1k1GybVvGWAqx69vgnZTSGis0pJiCj6lkznnBhFg2m5EKMgW3h0NaYm8MY3SaThJgu9vtD3vBWEq5kNnszq+ePGalxIRCPMj5pdLGGCkF45yI1nW1ttFGKWMUyFJyilEJARwuzy+GvlcAu92264eQc86pNZYRu765W5alaczFxVmVeWIpXds2rZVSaaV/MBlFxFLy+cV57a9zTrkk/q/8W3+z7XttNQhOubS6mVZ3OBwL4cX51hrFiM/zzCVwQs0FB971LQhwPnBQ1UWiadqQ4rKunLNcSgzJr65rm+1uAIDjYX86HJRUyMi2VilRUnRLmn1WxnZDJ0AoAFaSApRKlILzuiKHcRwb2xCSkDIm75zPKQMXfl1c8DEnJeWDJoJRKUVrjTljQQGEYc3JuzX5kH1aC2d9N3KhJDaQaAAAWm1JREFUXHBG67PttqRQJQ/EHgr5YRhqfV3rrZwSJ4wpzIvXtpVKlZgKZg5ca51jKYQAwMuD+aBpDAdya5BachBInEoSjJWYSYJUsuQihTweDs4tXdchotJKKMg5lYyMeMnZBQ+MeMYcIinhSo4+lNVxzjbDOJ1OJeenT5+Om02dJuVM0qhWqVSKUlpr5Vy1iuXGKA4i5iQYPx72nPPx7GzsBinl6h1wkEIopYbNRguBmOdlOZymeZm1kPM8T9Mcgj8ej5vN5smTJ9vttm0aIUTXdcMwtG0nQOScl3WuFcXDdIszKSRjTHZ9L0BwgJwTRzqeTs4H59eMCPysbWzKpLR2y3yaTk3T7HZn9/vDsi5a26tHT5Q2p+Pxy69+6ULc7XZa63mevQ9WW8T84cM7IVVwbnUrgDDGxJiq5R4XglMwmhsthTDerUZA03ZCsBCcEBBdvru901YzZNNpCsFP03Q4HkvO4zBcXF6yqtsSiogjFakUcC6NFQBGy7Sq+YjK8NUl4ND1rVBy9eHJk0dt0wjOBQzV06nKGZTRFXeooMC6rs676ENJKSONSudS6fCCCjIka5vCCAsyjixnAIalRB9jiDmlXDIIYYwtjKVSQHAppAK5rIsxZlmm+TSPwwgkSk5KKiU4Fh6LV1xqJQsPQoiQYmssIMWYSsr3d/el5LOzs4+2VSzGeDgcd7sdKgUAiCVF6tqOAz8c9nd3t4fDYZ7nYRi894yxH2vTGssYnQ7Hvu/HYSilLPPsOJeCIyIwhrkIbS4vLq4uL2/u77Q2UojNOJ5dXkTnCUk+4AtJmGrgUv29ZAUEjDYRE+ec/zf+B3/D2kY2WkoY2l4JxTkYqzOxHIKErJUhopzL7f2dbZuxH5dl2u/3xjZ9Pyplbm9v3r1/E3OpHEBjjLV2MwwphXk+AcicYt+147gxxtBHB28JYl2dtQaU8qGUnLdDH9d1Wo5IOaUUIzONUVqmlKjQbrdljO33+5q4bK2txdC6+nleheKNNV3TKqUZEaeynA7vXn9PjJfMXFxBgo9xd355cXnWNa3RWikFjMcYK6q0ujWXgjVx+OMEoJKqiREXMoZYKOuqcgJgXNQCC5DFGJQSALzOuRkxDrwQcs4J0UidGHrngPOcMiEqJZZpfXjLNX/QIPnk5jnn4v1qja4O1lKrnJKWap3mvu+7riPCpmkYYyEEpdT9/X4YhvPz86Zp+r6/uLioOR3LssQYhBDAuVRqt9sdDodSyvnFuQDhnI8x1mXknJeSa067McZYa7SepulwOPbbzdD2jTFCQmYUnRfwsDjWGCHlsixVVWqMqeWEWx1jTCnN//X/3b+PSJFyCG6dFsq4OzsbNiMTooQoIZeYOAAim5Y5E2mlBbBpmgAE40IbG0MomFYfGGN9P2itvV+VhMY2tX1oG9u1TXVHlUoXxJQSMCopa6VCSreHaX84CiLJGANsOmuMsaYvhDWGzmpjjKpTuWVZbm9vlVK73a5p7PE4NU1vGxVj5MRSSjH46Xh8+/q7+XCQWjVNB0Jywdq+3ZzthBB92zXWMsb86ioqE2Ocl1kIaa0VStYRYYVngMtKV8KSc471Z2CMlULKaKkUppxzrlaDFadQShGj1TnGGObCckmMMmZODIiXnKWCGNPxcIoxnl/sKhAYfJiOJyVliEFKiCHEmHLOxJgEsNr0fY+IbdsYY3LO4zhut1vvg7X2xYsXlalWz9p1Xfu+v7q6rK96hX/rufXhwwchZN/387xM06kGlZ2d7ThjFXZhnHddm0Jafdidn9d5MwAVwgrmCgDJQUuJnB1Op9fff09Ebdt67+uiGaObppXjOM7zHGLqum7TjwokMRZCRM4opcnP87wyRozo9v4eGW2GTd+3jDHnvfcxxLTdbPqhFUpLKbu2z7n0Qys4McZyohgDIhbE6TQJIZq2F1KWXGKOyfkvv//ep2THbSkkQBqrN7uhG9q+64Mr72+uiSFvBGM8hFifXIXLAUQI4Xg8CiGNKeuack5UMISIpRhjNttdZ20uORfKSEZpQpqmk9bGO7cdN+M4tm1b+0HOedd2tQiVSv5AtEo5l5KBGEOKIazr5EIgRkZra21OTEpQRiLmdV1qGBFVBgTVXEIUnOeCIMFoQ0jRB0RkBEYbAIGI87wwxmIM6zILgBgKAJimkVJJ4XNMUiultdWGEImo67rdbhdjrCBFTQZ5+/bt4XAIITx+/BgRv/vuu88//7wW1yGEygapQQTn5+fLsr5585ZzdnV1NQxjjGEch2maKk/4NE3T6TQOo7Zt2/V90xNRKSiVKFhSDCmRIlaEBC1t29TVa5qmbVutjVICsUgp+b/+v/33pVKgBHFK3vvVp5RiKhEzKyg4xVQ45+M45JKMVkoZUTMqGfch5Yybzcg4poKV/JlS4ZCUAE4QQiqYtZQ552k6bbebth2cD4jo3Hy6uxeMbbZblEYYW0LqGtP2NqagpDKiuT8e1rA2thn6rjqqp5w+2jeAc945zwEkKKScS+xsa4yd53ld5hKT5GxxawipIEklGEehQFvLGbPGdk2bYlRK1QFFDQT0PjjvQgjeewbcGtsPOwkieR/9CsBDTsYaa22OERkzRguhGFG1GaubPqWEhMbaUgonxgq6GIhIgPDOWWMAGAhxOk1KSbesWLAfOsSEiMCBGLONDc6v05xCBAGh5GqTeX5+Pg6DtbZr27brmqapGrJ5XpRSiGVZVmtt3/d1GjhN0zzPdRSz2WzqOC+lvCxL27aPHj2SUlbDvuD9fr/nnC/e3d3cdG3HmPj8iy+0MsAZ5ySVZJxd399GFwwII7XtGtVav6yv37yZpslo1fUdIlbDFRli3B8OyBA5US7T8WiMHcYtFiak0EqJFJZlycT6cUMlHQ5HY/TZ+fa4PyyrCzFff3ivraryAM55pTPtNj1jpJRspCmpcMFfvnyljVJSDuMQYrKr2fbDRZXn+0hCammkYDmHnJN3fnFTM/a2M9YYqhsn+lwSEZ9P07xMiKzr+rbtgncgoOLC93d3KWcpFSd+uL/13nN4ANNjSr1uG2tzKSEGwXi9CCqjgUF1ZM81HlEpxQE459G5JUVGNLSNMQY5Q0ZYUEo5LXP0nnGo3+eHKQfnXAoVfFBKSSUzS0opIA6ccWtDCMTQWrM72+aUFYj9/b13rm1N4bQss3PBGkMFKSMjZpvmcjMqrWzTnO12rTaEmEoxxhhjGOOIJKU/HPZ93w9DX/F0zlk1va4X3M3NTZ3lzfMspTw7O2/bNoRQCzUhIOd8d3c3juNud3Z5fiEEUGGECAAlp1ISMVJa9kN/u/q379892l1oozkxqw1j7Pb2NucopXz58tX5edu2Df/v/Bv/zmazIcZC9mH1VMrZ+cW8rNPigBHnPOTIOTdGl5ySD4isaQznyIgpY2PIKUWknMqDBl8pTVS6VmFB50PJJIVgxLz3SondbmtsI42Nzie38lKkkomx07zESE1jgl8Px31j9dh0yhpfMuZSAw1TCqtbnfeCwW63repCQnLBI8OCxc2rlKJpmpTSMk1SACNMqSDivMyrW8axt421TbPbbj+6/6aUUr011nWt7XQpZVmX4AMiAkLbtoiFAXHGCyHVUSZiTIkj1TZb1rksYi7FWpNSCiFKJSuvlxEDgJRiKSgECMk5YzHEZVlKztNpCjEYowB4SlkKYZsmh2iU6br++Yvnm7MNo4cYn+PhkGseO4DWijG4v78vpWw2G6110zTDMNzf3282Y9M09RBtmubNmzeHw8E517Zt1/VCiNoBVKFb17VKyvv7exAipFQF+O/evr968uT5k+cheMZQaiWAmbbBjH/6s58J4k+ePh02IwBkLDHGEEJORUqpKjnKNCbmiES55GVZJMB0OoHU5+cXVNLxuGcMOQOl5dB3JRbGWClpnk+EKJWxjVVKgiChTGU/5lxCyCFyxniIBQthoWWejTFam9W5NUbEY1wDEGrBYwrHaZqdE7IFIQSwcTNarVgpKafVu5LSOq8SVNMYrXXTdYIBK2V/d+/WELwbNhumQBvT9j1w5r0PITRty7Cs61wKruvKGDvbbbuurVkP8aE+E33XGW2UUkoICaCUTilFHygVIxVjTEtlrc0lhxiPx2NMqeu6rmu5UKVUe8+HZKIfmMfBh5QSZ6xWVFVSJuBhdptS8n5FLNbYimVvN2O9TIVgTz79NMZcLQvOz84vzi83241tLJYSP8aYc861MW3XaaXWda2A6jxPwzA8f/6saRqtFRHd3t7GGCs+9+TJk2fPnt3e3k7TVMkEtQao1X19STabjfP+5u52Op68c7c3d90wnE4ngMoL17KaKyn14y9+9Ob16zdv3/SnoxDCp2SsplJCyFrrh0X+7/9b/8cfWJQSQHDBOE8ZFxdL8sCxWjNIo6RUjWmBs5zT6XQgor4frO2axg5Dl4lOx1OhTEicA2IxtsHCco6NMRJEzikExzj5nFMqignFeU5+XmZiOIybmKEQk4KDYFiyYRwF51pG571zwKSSgkve9b1RhiGGEIKLVIrtWpLiQX5aihCCGDudjpiT1Xqep3VdOYemsYjZGFPPp34cmqZRQiIRlgLEKohVIXhCrIwaYqSVrn7dlYtcL76ScVlXzLlgrjPsurEeKCVIdcPFlHJOpRQpIfiARDknY3Vn7Hazabuucl8554fD8XQ6DOPYNp215vz8fLvZppgylqZtvFvnaQaAFy9flpwrzR84DyEYY2KM9/f3n3zyyTAMtWCvwFXF5KqxfgV+Y4yloDGmRuJUYFkIYY0mIhBAAMf9fp2XZV7H7XYctuPQt60lYOhDwZxi4QK6rvvm669vb26lkpmwHxoBzLkcfB7H8ex8Kzvb5JwZUmssEaZYQIjNpm97YoSs8rQQA+bFrUorDBkAHj16UrklOecYw9u3JyJSRjPOU8rVmG6elmVZoguY87IuucQQ1s1mu93tjLVCcSIuuO1ACAFaKW1YRvIxxox917dKgYSUI8vYaIsFnXeErBCFHKbjkRPf9GNJKaYgwYBSArSxwlgTUxKCS4B1WpTU1lDdFgDkXNDaDkPXNk21mCdGKTE3LTWsW0iJBTnwlFPKufLc4WNWY4xxmqYq5gneY0EQAIxXSIwYSz5wzmNKSiohxLpO67o0rS2ZL8uijbm4OL+8vNwN493NHRVkxN6/e8cYu7y6+vTTT96/f+/cut1utNbO+7ZtIefD/gCcaa2btquOUV9/+52x5ny75QA3Nzdd133++ed934cQ5nn23scY651eZ8YPxFzGNptNPZWrfFIIKQRIKTmAX9eLiwvTtSXli7NzRtzHxLlE4iEkIfm6Luu8pJxBKWnM7vJyjZFSNoJZJaWSu7ORkCupqhRKXl1dIeJ+vw8h5FLWaZqmo+l6oyQwVseKxNlxmpSUw2Y3DENKaV3XerQKIfq+t8YUolJKSolVPKTSfThJrVRSQrLG6q7rGJF3ruQ8dmM3Doxj8A6AiCjNToLY7nZKacNloVQQlVQ1to/VjHtGpWBFCA/lsBs31nbIOQH0TasAkJHAgoi3d/dd2yKVaT5Vx8qcszFaa9M0bfWL9c7FFDnj9cBmnLvgp2kmwoxFgKg+9VgKJ6rabqVU27berYQohFgWR6UIDlJIIvyYDS64gMPd/bDZXF5etK2NIYKArutSKd452GyBs9ubm7ZrK13u7Oysyn4+fPhQOWFaa6TKc0s1jfH1mzfzsmzG8ezszAX/5u3bulcqsnU6naqNmda6Hr31FxEZY9q2BYBpmipc17at1rrW7ymlunFTzg3jlxcX0+lUSgHg3rkUQmO1sbppmnVZQwjF+93Z2XazkQDrvFxfv5+mqe0sl0rLJviQc+b/9X/1f31+fr7dbhljOSXnIyJqo0AJo7SRqsa8+Bicc4ikhDg7O2OMnU6naZq6ruv7/ng8rusqpKy84Fow1itjfzhiyuMwjGPHCP26+hAKoRSybTdt03HAEJeUPCuMI1tDSgw5CAPGGIUsUylGKQAoRIUwEzIsNVZraDrgfPGOS2GsVUKwUmJKx2kKwQ9thzm/fvNdlcynlNu2Ozs7a9umlCwE1OoHazpSLlRKBSULFvyYn5tydqtzzp/vzgBqucarglqCYETOB04kOJdShhAqA6fv+3HcLMti20ZrNQz9sizBh9/7/d/zIdzc3vjVcSIACDHU+uw0TZzzx48fX19f1+37ox/9eBg3h9Nx2t+7eeFCjOdn52cXnPNSirX67vrGeXd5eVlR2Rru1/e9EOJP//RP65lUecOfffbZxUX9Qqx3JWPMWnM8nmoddnV1GUMQQmx3OymlX9Z5mmPGgsiIKCcpxdn5GRf8+sMNcP7i5YtcSoypNW1M/v7+g1CwuBh8NQcw8nQ6VZvX4/GolXr85JnW+jQd17DMyJWoXMqQcx6HkQNf1/X169dEVJ2M6hcyxh5dPWKCn6apVip933nvU4r90FEu9TTuuqYxelnXu/s752NjN6uPzp1yWTlnLDGKOLsFNYBUoKnvjTItFcopEWPGGBAiYS45cWJKyBACFcxUUvDeu67tNIickpJC66HEvCyztSZnkVI0RldjrXqu5BKVVFrKEtP7Dx9yyY2xbdsCYyUjEHKEHCIxFIxvukFLLUSRfX86zYhZGZliQCxKKcplWReltZDi0eXjnLL3fnJTP/bbcWeNJobAeqPN999937SNW9YYgpRiOkw557Ztnzx5IqSs3AprbdM0m83mw/v3yFgIvrXN5fYsEZ68f/PuHWf81auXw9Bth7FarN/d3dU7YrvdbjabGOOLFy9ijKfT6fXr1zFGa+08z8aYUnC3243jUMWbxphhGJRS1Tegbs2aRaGELFj6vj/c319/+DAMAxecCa6NGdsuhSCk4ITe+6a1T548K1jU7JwJ1SmI//f+Z/9OLd6FEIhlXRwIGMaeBHBkVKiUXIvWGGOdYzPGmqbRWiOREmLYjE3bruuaS5nnGQC22y2A0FpVMrjWqqQ8n+ZlOSkJWkpEVNoUEtY2JYcQ1v3dHS9yHPq2b9YcQctW2RjC6tbo/W632262h+ngvd9sN9bY+Xg6HY7eeWuapu+armGUiZhgzGjrsptO0zLNUgrGyIdVCCmY/HiRdTlnIlzdTEhd2zHO66uJKZVcEJFRZchgSjnlLITKKXHBtFIxhlIKcHLOMaK6LE3TXl5dNm3r1rVpmopgbbc7yrjdbEvJMabj8RBTso2NMRJVAwt7PB6XZXn65EnTts4551yM0RgzjuPXX38TU3zx4oVVumJXq3feh2EcN5vN2W7b2kYbXUVHtQipthoVQFFKpZRev369LMuTJ08AoPKoAEStjEspiKSVDtFba43WWuvNZmO1OdzdH47Hduj7YYzBu3WNMd7c3gzjyDkI4EPXbTcbIiZ1wziVElOKHKTWqkom+b/2b/+fPzYLBQBSSvMyc2DdsLHauGX1IXLGEMu6LuUjLpdTqhMMYywXoto3ECHnXEvVdp0xVkp1OBycW1JK02lKIcYUtOSdsVop27YZmQ+Bcxq6jiO6JWmtNrs+Mzotc4olhdh3XdNYItzv747zfhg223GbY44ueO+B87bths3IgOUUOOdaSizMp6WSrOoGyiVgJoY1FKam4mJKqZQopWqaTkpRkHxw2blSSkyRcwbAUsopZgBVSuJARFxK4b0zxnDE/wRBxZydnWmlur6vLVh9qIfD4cO7D0+ePDk7O5vnuYJMIcXT6STlg79mhULqpfFD/384HJqmQcSbm2si9uzp0/OLy2VdpuPRNk0Vm7Rd17ZtLZXqfVev1GVZlmV59OhRfZr1kTHGjsdjhUy1NpWZLoSYp1kK8ejxVS1vquOLEuLD2/fvrz88efa0adtSyuFwqLR3RkwIZRvd2sY7N/QDaLXf3y3LzDlv22YYxq5rOJCsKFnODwljKeeQYts2AFwIMQyjMjnnLAUzRuVcqryEMdYYW0o5Hk9n5xdnm+G4HLtukFIc7/bfXX+TCmL1PmRYXdr6vu+HR7ykEuM8zfvD3pj20eMn7dC5ZVond35+JQRMyyHmvHrX9/3YdSXl6XR0blVKnO+2iwu3N7fbYdN1nXzwA2Lv371FQhC8bdsFMcciNWdY1tWllCo3OvhQMpY6elMKsY7zMYkMAOtaiFgInmLIJaUY266jzHKIjDFOhRNRiYwBZvTLKhgfxqE6GNZtcXFxcTqdKvOinjoV5q5o7VdffQUClFQfPnyQWj179kwpqbW+ubmpdUUlZNa+p4b21t8K9ZA6fn9/P4zj02fPSinffffdd99995Of/GQYhjdv3lhrnz17NgxjSun+/p4xllKe54UIK5WlRqz/0MwiFsaY96FpmxcvX2LOTWO99+u61p13dX6x3W6d99c3N1WUG0Iwxg79wBivjefYDxcXF03TnJbTspyQEJiswyIiNMbI6+tr8eDOQACw1O9utFIqBJ9iLsSllONmYy7O65KllGoO++39nfPBGBO9l1oUH95eX59Op3Vdm66XStVL0xgDHIa2TyUGtyDiuNs+6p5shg3nIuZExKy1nDPn3DzPXddthoFz+PD+HZYyDkPJya8rQSEGnW3Xdd2Mm67rfPC3t9frPLdta7vWO8cYA+Sn+wkxl1KQWMwJMaUQSy5KSQ6EJfkQEJEzKaTAkp1zMSZjNU/ZB5diWtfVGsM55FKAZxBcKRlDRobAmZSCM1YQN5uNUqpeMYyxdV1/6PaNMRcXF9bY+7t7772QwBgh0mh05f989dVXh8OhPnsp5TAMtXKtWyGltNvtGHDbNkM3KKWqFuN0Ot3f39d3e7fb1WOmaZoqa9vtdqfT6fLyMudUCgJA13XVRO7HP/rR8Xh89+7dMI6E9PLlqzpJDM5Ns6gTnsrOmKZpHIZhHHyOx+Px5uZmnuehH58/e84BpumktAwpNm3jYwQQ47hVSljbaa2WZXbO54SSiJqmlVJM0xRjbFrb8KYSELTSAkA3Tde1nFjNGz8cDu/fv++6rmkabYyxtrFGS0mIQOx8u0PEcRi2Z2cFCRGVljUchRC1UsZujNYl5cN83J8OXdNzEBy4aWxVsgt9XnIOMRTCvmtjiDnn3XartU05IhHmXBIGH6Y8r8vi3NwYyVnNG0Op1Lws0S31ImOca6NTwgIgjKjeLjGFnGIpqBUw4s6t1jZYil9XVkpJNWkHq2OFqNa0XKRYpmk2Rvd9n1NelqXKoSpEeTqdQgjTNFlr13Udh0Ebg6VM05Ry6vq66Ms0z8M4vnnz5vb2Rgjx9OnTeZ7rLnzy5Mnl5aVzbr/fj+MYQmjbdnGr1PrHX/xICfHzn/+87/unT5+2bdt1XZXyVdUaY6zrMmO8xjVY2wjRfvjw4e7uTghxeXnZWGutrZwUrfVhf7C2ff782TIvzixIpVJfjDHOubfv3kZ/PmxGLPjhw4e2bYnIGItEVqlXr14B8BCC877Wdt6HeU6PHllrh6ax87zEkPm/+X/4D9Z1zTn94Kpdf9bax0kpGKdpmmJM3oV6YgFA3w/WNk2rW2tZwelwJMZs1/qU9qeT5FBfPmvtZtwSsGk+lRSttU1jGaN5noUQSkgBVWtfOBVOgpBWt8YUq1JGKWWM9s7HlKWQMQXCEnxstIkZiSFRxuIYIyGUUsatrmLllFPOsTJClVI14ktJ6ddVCgGCIRExgYjEKOektJYgvPfeuQeKuoRcctu2TWOVahhJ51bnFq3V2dmZ935dl5cvX3Zdt65rJaVst9sYY1Vveu+N1kR0fn4upOScO+fevn273+9rfR1j/PTTT589e1aXojZujx8/3u/39/f3tWb69ttvGefb87Pdbnt1cUkFnXO/+Zu/iYh3d3f39/e1f5znuXI6EHHo+5p8+/TZYyJ6//79o8ePtVI/WDFWhLG6u9Q7KqVYJ/HB+4cVA9E17eJWZJRyUVLVf1TTNE1jd2c7Y0y9ELuu11qlFL1fm6at9UmVpchvv/s1Z3y73Splm6bx3p9Op4oB7vf703RSqkoMHjTUfd9fXV11XRdCUhoE5wkDEhLnseTZrRVs1AIE0XI8EGUuxPF4tEZ3XbsscwjBWiuIS8Yx5RCykMz7+bif3LIWxLZtm9YiUQieqM0pl1xSiJwzpGK1JipGc6EUZyIGijFIAMwZSzLahOhTipwxCaKwHEKoHRNqraQqJTPGkfCjZRDmlL3zVuu2bXOM8+qQUKkHUXxKQWtdCuacK8muWrDmnGqTP45j/aDWKDlnY0zf95yxeZ6nea75P3d3d5XCW3fA+fl5xZ8uLi7Ozs7evn379ddf1ztRa73dbkMI4zjaxj59/vzx48dXF5cxhNPp9M0335ydnV1eXu52O0Q8Ho8hhKZpOGfjOL58+bJpmpzyskwxxmVZfvGLX1xdXnZdV0kcTdNUa8IaKauUlFJ672MIXdfVk9Jqw5FyKcip7dTxeMi5VHs6Y2z9VzDGvPfTdKoGsHWn1i6hKp1kBdZAiDr9ZoxJISoV+n6/B2BYOHDQRkVidYxjrdXa5IxSiMoi0UYlJF+SbuzV+cAZwxSD90oJENI0TdM2WgopZUpSSRVjPJ6OiovTadofJ9PIrtMAqmkbKUSM0a3rZjsqpUIIVBiwSk8nLMgl934hloUQlTUAHE6nY4xJCFGzpYAop8Q4FxyIEeMA2nAizhgVQiLOWS6p5iQSJizZuRSj11pvtoP3vnJ2pZRt2wCwhLltW8YeJiT1z+/v71+/fv348eO+77XW0zRVxqy1Fjifpun29vbD9bWUsm3bGrnQNE29mx4/flz3IhHd3d0ppS4vL3+wlmCMOeeWZYkxfvqpNkp/9913N9fXRLTdbn/xi19st9tPP/10u90CwN3d3ddff31+fv7q1auLiwupVCnl7v625Ny27fsPHwDgdDqdTifn3LNnzzabzf39vfdhHMe2PWvbhoi8c1V9mlICxs+3u812ywQwTvM8SSmHfrSNHfp+3IyllHfv3v385z9/9+6dMeb8fMc5v7y8rOMNIYQxhv8r/4u/Wafu67qs64of5Rac8+qK4dxUSlGq8T5yzrQ2NRMWQAIQo0ylSBDCNklwkKJByYm8Xxgno820hGlZQPLN0EolMWPN8QjLyhkjJKmslGx2h5I5lSI4IyQuuDLGObdOM4BkxJVSTWvmeWKEAkpKsZSyLl5IqNziB/kySA6c5VyqVIseAuKlUkCs5EKMCuaUUsqRMyaVrDFDmIuUUirpvJNSVQy9ngrzfIoRpbDWqtpYEVHlxizLIqXs+74OT1JK4zjW9RyHwXtf6XiPHj2q14cxpvqg1pPm8ePHTdO8f/8+pVQtKp1zn3zyyW63++M//mPG2NnZWZ3VjONYp8gvXrwYhuG7774bhuHi4qKiPzHGnItSSmnFhWCMGSmtMd77m9vb6+vrt2/eVK7sT3/603EcC2KMqW27tm1qCksMoc4n2rbVUrp5RaJ+M2irlZSl4If3N+dn503bSCUOh8P333+/LMu7d++WZXn06HKz2VTGhLU253x+fs7/a//a3+CMpRA4w7ZtkHBdVylF21qlDCMW3Qoc2nGIiVbvjdal0DAMbae9m70LVqnNZkTO7+dTynlUjTEaJHerm6b57m4qhdpO2kYooRhxAaKUApWLHWLOhWFalhNnsh96YMSoCAnOp5JL02gsFGMBASnmENZSIlGWgkspSy7EoZSipMoZU06cGOcMS6GCiFRKSSVV26pSsjUWC4aw1gHcuq5N2wzjWErJMUkptTHEePDhdDpqbbbbrbV2XRdEYoyv69p1rbW2bTvO2Q9AkbW2HzrOwLnYdc0w9IyoaoWttXd3d7uzs4pvuXV13h+Px3r29H3ftm29SeuDccE3xhqlVufqVqj/vby6qpusUq8A4Je//OXpdHr27Fn9IZVSp9MkpOiGXkolgbe2YUiH05GIVueqrRznnDPed71z7jRPbdsOQz+OG+AQvHPeLcsCnFfnj3GzMaZGd+G6+ioOSjl+8803QkiiMgx9Svl4PKSUpJSffPJJ17avv/s+hMD/m/+j/70EKCkryUvJ37/+ngN88smrpjEx5uk08YxSShKcgVZGKwnex5yLkMSBSaZaa31YkYhJOE4TxGIbY9tGS5VSPhxdYxqAlNF3TZtjOZ0mAGibtmAJIZZSOKUUPXANACWHgnFZJ8GM1rrtTCWeKK29y4iRc3R+pZKE4G3bZWTTNNfQSiklIcUKJRARUYixICKWnAsRXl5eTsdTCEFpKQRjxEDJCkdNx1OVl2hj8QcHR6IKWNfMhHpDjeM4jmPFh+d5LqVcXFwoLff3B6Xs+fnOe19y2u12OSVj7bIs33//vTbm8ePHWqnKLhdC+BBubm4uLi6UUvXyvby8vLi8PB2Ph/v97e3tuBkfPXpUZa5Ka875fr+vYTPPnz8HgH/0j/6R9/7s7EwIsdlspmmyjf3088+7rgPGd5sNK7h4V10DKk6plMKCjHhKMaZ4PJ2Ox2M/DI+vHo3D0PXt/f39NE2bzabODwB45d3khKUkxijlVK/sZZmJStu2+/3BOdf3fd/3WirBYV0W/l/57/6b1pih65XkIXoh5MXlpbXm/Yf3wceu6UpMIQahVCFOrByOd1hQCM0YMcZ22/OSYghOSrk/HgrS48tH2+3go+fElTJKNW5Zc16dm71znEFMcRgGo4wPIaYEnAEr83TyLislOcvIMnCSoj5grIWzlCpnBpyUFLkk7xbv3dnZRZ0KM8YqNFzZlQ/+C0jruhSiknPFh2qmiHOrsboeEiCgXqPGGCWl99H72HVtCKHruu12Wx1UKs50fn5ee0Brbb2bhBA1OgAEBy6E0EpJrVUIHksJMdbcnBijVKpOhbGUEELKeVmWr7/+ulZgu90OAH784x9vNpt5nlOM0zQ9ffq06zrvfSlFaS2EyDm/evXqhx+pgmHe+zphAwBtzItXLwHAr+vYD0PbVY1aiLFOBln1k4qJc14Ij8djnSN1bffJq5dd3+Wcb29vK41Aa621VMo0tiUk4pRzqgPs2k6G4M/Pz2JMFZDruq61jVtXvzr56tXz4LxbFs5U0xhtTC7p7m7uum63PRMgU4ze+8ozRlaMUQJUyei9Q2R3d3frOjeN2Qzjk0ePOeeMeAhBG8OIccZKSW5dcl4Ri5X6dDos67qcjn0/WmsxpcPp0FhFmHOKAFSKzzkAMAVFCJiXGTEDMCIOXBmjc8R5nhEz5/z+7haJakDBA77HCCTjjOecAITUwghRikwpIZVcCKQ0jRESrLEVthnHEREPh8M4jk3bGGMBoO/7ly9f1utDCFEL86qQqfuDiJxzTdOs6/rmzRuk8nu/+/vjuCklSSlyFnd3d3d3d1rr2tnX88kYMw5DLcsq5bByvCq2aa2dp4kD7M7OmqYBzusVwzlf5pkYqzVf5Ryv6xpjfPXq1Zs3bxhjr169atuWA2hrqpDfObe/uxdSSq1yzhXCLaXklG9vbl+9enV+ds44997/6Ec/6ru+5FwZ8bU/q7DI119/9ejRk09efUqciKGUgkinlI7H47t3b3e77eXl5TBYY8yXX37pQ+CMzdMUQ5RtY5WAoWsQy93dHV8dB1Gxje1mN51mxtjQD8F7Imr79tGTq5xwOs3LLBFZyqiUUErYxioQ0zQTZxKlS77RTfSx+qULTpwx51Yi3G5Gay0Rc95574ETUWachGBuXRkmbYCorMuMRLlEIhSCEzIpWQgIHIxRRNI5770TAoBzpRRRISIA4VaHWKSQHFAIEUPQxsQYUsrGcK11zoQF67NBJAEPU7bj8aC13W52tZR59+5dvROro3+9Gur7ba2dpimldH5+bq2VUp6dXzrnOJdKybu721/96le1sj7s90LKzTgWxO12e3l5OZ1OKcZ5WV69evVbv/Vbh8PheDxW7sqyLJTLaZ4yopLy4vx8a0y1nq8APWPs+vq6OiLVYl9K+Ru/8Ru/+tWvvvrqq1evXhlrY05CirOzM6vNfDqd5qmySYUQy7JwzsdhrCUUET66utptt9bakgtTytgNETVNU0UWWqtx2LRNW4fWueRSMufQNM1ut9Na9X37Aymhbdu729sjsRTjbrOVKUYs5XQ4UkFGPKdSMB1PRw78Yndxfn7hQiiIMSXGsRQZfQCQjbWYs3PRGGnbrloGJh+8WyNmElxImUwWBSTHGKdlXnJGEDCOgxCQUprnJaaEuSgJ83wqOR+OpxzIKtV1BqnEmDlj0igiBIAYA6NY8sOtVwp6H3JOALy2M9oao3WMOfpIhCTRWkNIAGpdQspZKYlI83yqs946O9tud96HH0jJKaXT6VRPqTq1ffbsWbVl2263H+MLmjparXyhCodeX197F168+BRR7na7s7Oz6+vrnPNut6vHTC7l6urq0aNHMQTn3MXVFSK+fv36/v7+cDhUpmTd3POyjJvN7vys6/tKL67EPe/9sq5VJ1g5VRcXFzc3N2/evOm67v7+fr/fP3n2lBiLMS20WGMeP30yrpvZrevqjvt9hWE58N1mO03T/f4OeA0ZTBX9V1rSRzu16+vrYRyuHj2WQlbnwRhDxa5TSlX/s98fOGe73Zm19snjJ6028zxf39wcp5M8nRwjzKkIDkqZknzT2qtHlzHG4/GQkLbbM2MsppRLZIQhhJzWFItUQmsZS0Fkwftv378DJC0VaJVLXmfHGupsM/spZ7cuTinFOI+hBrwgliI4Q1aw4HKalJLA+HbbC8aFBEzlYVScq2w9X5xfzNOUUqrhKxUcN6atS1yHm6UU4EwqQciJ0IdVKy2E0FpWU/Vafv0wGOWce+8q27hOWwGgxiJKIUspTdNUD4zD4XB9fV25KLWEf//+fXVBqkXr+fl527aM0ek0ffjwvp4NFZh4+/Zt5Vn0fX9xfv6Tn/wk5/z+w4df/OIXVeBf7UyqEZw25s+9etVvNkQYfahPsSq/iWhdFm1MBSfr315R+0qrevPmTcr55SevsBRhRQix5Iwfx+S29g1EVUxFRNO7qa7G7e3t6XT6/PPPq/i7akPu7+9vb28vzi/ryjDGttstMapjg8PhcHt7czwehIDLy6sXL160bbvd7TbbrZDy/fv38ttvvtVK9q3V0qTouKJ5WedlLTFrrUzXunVdkQQrnLPj4aiAF2QpZdMYt/qYyuodIg5tY4VSQtqufX93Y5QxSqbg1mUSgFJADLVftc6tNYVmmmbgTMsH9cHZdscZEyB88DljLY2lNDnnNa/AedM0+/2+HhJaK2PMPM9ErHpR1Ctpv98rJTiXtZAP0Q3DmHOuCFwl8tbrrHaRpeQQfI0mqFrh6piVhcKC4zjWTz6dThVSr4YLVTRRje2qFnSz2cSYOOeM4TSdqpKxEuhqcVYhKGNtVQe1bfvy5ctlWb766itjzCeffPLk8eP6RLW1s1uAQ4yxCFHnMLXYEkKs61ox9Ddv3rRtW+eVFZ98/Pjxh+vrr7/69fn5OSuopMLM7/f3i3NI2Ghd4dNKy5FStl1XN2Xl9/2ACdcPrq6uvv3222VZuq6rZ3wNhh3HsZTinPPel5JjxOvr68reMUrVn2R3tuP/pf/2/9hqnaIvkYWcmaS2HTabjeDM+9ml6Jf47OmzRon9/naNDoghMsYhJG9No7TlIIKPQKlv2nWenPeyMV0/uOm0TkfCxDkDJgsW770QjBjV1zTFyAiBMc6BiMXoOedam3V9eOr5Y2SSc85aba2tVhZEtNkMd3d3KaWmaVPKiPjZF5+HEOrOqzPNSmL5wfuqHgniY8gUY2wYhhj96XQ0xlYK7uXlRUp1wmiAQ13up0+f1qlcKeXLL7/cbDbVBDaEUGsjIUTX9dbanBMiA2CV8FRHNH3fj+NYI2o557c3N/v9ngNUOoO1trLwYghN0zRtWwiP02l/v1+nGUtRSsUYx3Hsuo5zToxVYPb7778XQvzWb/2W1rqeWNUO5Oc//7l37sXLV33fW20K4nevv3/z9s1Pvvjis88+SzmHGlpmDDGmlaq7RErZdV09xesrXU0GSi7VCqAagzHOiLDreqXU+/fvYgzVRWK325VSAJkQ4EMQQvD/6r/6v4SClLLzCYTSvT1Ns1vXTgqmeBG8EXY9nbSUxNAYqZQupQilkfEUggBZcxul4Apgf3cbYwAjOZf31x8YJc65lqIxNpWyOoc5N1YLxdd1xYIxJkbMWruurmke/Pvr249YtDbOVVcWVaF2RBz6TcqJ8x8YraS1qTPv03y01lTNU10sIcS6us1mrEWVMbYaWFb7g3HcLMuRc84YMMavrq66rj0cjuviqt/f4XDw3m+32ydPntT5PyM6nU7H41EbQ0Te+zr811qfnZ1VzD2EUC+v+icA8PTpU+/9V199Za3dbDacsa7vK8xd9+uvf/3r25ubWpB99qMvbNfe3dx+/eVX1QQAEev0drvbNU1DRPM8V25x3/fb7TbnHEs2Wre2SSm9e/fOOf/5559ba0vBZV2Ugt1mq6T2KcUQOmu7vs8lVyvh6lT9w66qPa+Usgpi+UcO1uqWmqS02511XVttyWrBVzER51xYHSNqm1YSivv7w3o6cBDEhV7VMI7bx1espBj95FY0sutaTHmz23GOiBRCyDGUUhpjGOMxB855LBhycevKgUoouThrNIAkouT9fr3XSgMSYzzlHFJCxJobjoVijG3bVFHGbrvVxlRRMgCvbMzakNeS4jSdOOMcUEpRK61SSimYc6q0zHqS16lcCEEIqCVOTUeytnWVJhpj33fGyJzTOO6Ac2Ot1vqzzz6/vz+8f/veWNM0ze3tbWVjvnv3ru/7x48ff6Qsp1pX1XMxhFBZCbV5VEq9evWqTm9qxjHn/Pnz5x+rQ/lwGbXtz3/+8xCCNUYI8ezZsz/5kz95f3P9Wz/97c0w/uQnPxEA1tr9fn99fb3b7Z4+e1a5XznnOkkUQtzd3b17924N/tXLl9WH/OXLlx8+XH/55Ze/8zu/Y20DAM5PPngA2XVd17bAGQjQQldqYYV/fxAh1ioCEXMujFBr3batbSzibl3nUkpd0jpJqwzVejYLIVrbBOec9/wP/lv/k94aLYgY2x+PyNBaq43RCqBkZQxxAcQYo1LSdJpTjjFGzkhLkVNMGbXWQsoQ09j2nDDnyCR8uL7prCHMSOiWJXnHiQkQyFkhlEoYY0MIOeXG2vpSaq2991LJlHPbNFrpw+FQ8e5KuGiaxjnXdQNwcH7qui6E4FxgjOeMZ+fby8vzX335q8p6q6XSuq7147ovtdYplWEYqiWQtXaeT855Y1pj9LqsHPizZ0+32zMBomqqqiNtpUBVxYHWuroI393fr8tSka2Ksl5fXw/DUIVc5+fnFVKvUHs1kXr//r2Usn5CbTavr69jjE3TnJ+dffrppz/72c/effjwl/7y7499Px9PQohqdLY6xxnbbLcVxMo51y+s8ioOcHt3e7bdxRBW53JKtmnevXsfQvgrf+WvGGOW9RRT1tKMw2itKVhKzj8w5Wuf8cMIucL08zxjQRCCkOo2kkpI+bCSpZR5ntd1rSVanSkxxkrODCmXLH/04x9bQUBpmpe27/eHO2vM+fk5lTQfj86tbTMwzgTwkhkRqxiP1irmwrkwSu52Z9fX1y74RqnpeEzRJ8IQvWCFI8WcptOxxKCkaJo2xETEhZQxJhDicrsTADnnuvpt2wolufdKqfv7+/o+1Zep73trbSkFCxInKdXpdKqnGoAUgtW0OinlA8Bdhe1C1Ldwt9sBcO+DtU0FVIUQzrmUMiPunRcgNuM2RP/NN18/eZwuLy+//fbbaofXdV1FqLuua6yNMa7ruj8ccs7zPL99+1Zr/fLlS631s2fPlmW5u7vz3tf+oNZGKaVvvvmGMXZ+fn5+fl7977788ss655ZS1u0yTdMXX3zxo5/8ZPbr69evkw8pxrPz83qiIKJzrtby0zTd3NxUxfPFxcXTZ88eP3qUU9rf7xHRlTLPy4sXL6SUf/Inf/LTn/7Fy6urgkTEMBZGJJXijD2I62Os92BFxRCpstKrP56BGmzrfAiModYP0G49Ne/v7zebTb396wSaMXaaTiUXGYJf3EzFcy4Yh+04DP3gQ3DTMUXPhMwxggAuuVSyaRpGBRE5iHV2jHDsOiJqrEXMh/u7sKy5pMSQcSo5c2LzdMo5m8b2fa+VMgVPp4mINpuNd96HQFgAQCqVcwoxrMdD0zT3+31JiYjarqsGw94/IJMxZkJSGirop7UJIQHA6TQtbtFKD+NQGdw1K6puR+/906dPm8YisnV1N9c3trGllLOzc6MNB2hsW3LxwRHD2nXX6e9ut9tsNtfX18fDoW0aH+Ovf/3rtutW7wmxWpxVhoLW+rPPPmvb9uuvv679QQV7KkT+xedfKK1KKff396tzWqmqd61Dk9rSpphyztLor37961/+2Z8pITfj5vLySim13+/3+33bti9fvDhN0/X19TzPjx492m63QoiSs24aztjubCekEEJ0jDdNszs7w1L+/t/7u7/zuz99/ORJjMUawzkrWFLONTCQA+fAQYAxWkrBGOOcCQFCwDSdpo/tsFIipVLLyjpf32w22+32dDwejseqtO66buh7o7SLq4wxBOdTmECocRhAgPNOgOj7NkfFhEgxaymv765TzgDqeH8XUlTGAJdKCqRy2O95TRJCbIyJhRsFzrvT8Wi1apu2GM3lg/UxCDFuxmVZSsm5pEY3MRbnvVJKKFkQ/UfCqzWmlLLZbnJK3jliGGOsCZHKKO8XY3RKOYTIueCcMcY58oix4k+73e54POacU4o1VWtd12k6xph2uwuiB9UKIm53W6PN9fV1zsUYpbU+nY7fffddSqlpmg8fPtSqaBxHEMKvq7XN+cX5U2Pv7+9fvXpVr7zb29thGKoM+rd/+7erhuLt27fe+3fv3mmtx753Lq/r6pybp6ltGkT88ssv3759+/kXX2yGodKzOHCRU9/3n3/xhTWm73pjzdu3b//0T/+03qfWmIqFfvLppy9fvqxi+cqiIwCl1PF4vL295SCGYUCi3Xb3m7/xk1/+4s9ySldXz1x0UkJIKcZom4YIiWHKueVWKVlKrpAV57TZjOs6393dD8NgG1Mvu6qLqYdxfStqR1VrrHmeD/f77TgO/SCdX4FR33VKmxjj/vpWCimVVkBUyuI9IXv8+DEhSoBSopTi7PIxSDUdJq0AH+S2MHTdjEilnJ9dIKehjPPxhDkbY5AhMhKVwEV0mOf6Qld8qLqJ1nOYc66VLqUYpS8uLu5ub9+/f88ZL4hta6t2pSoWcy51XC+EFEICCGN019mYolL6fn9fT51SipSNlDqlpDXGmBDxdDo1bWNQV9Cvksfbrjs7O/vw/j0HeVrmFOMwjvWSqguXSxFCXF5eXV5edePAGHv8+HGMsR4ktWxalqXv+4osMMY+//zzd+/eVT2qVsp5Ny2zW93Tp0/HYagg6tNnz8Zx9N4Dh1wyEeFMfd89f/x0u9vGEK/fvf/2228vLi66rpNCjOP4/Pnz+hTfvX376PHjp0+fyo+tXC2onXP9OBJjwFjO+fGTJ23f/Oxn/7EQpmualHkuhTEWvEdEQi6FZpx/bHFACEHEhBCPHj2+vLwiopubm+rhU2dBx+Op2v8xxpZ1TTFWRnwu2Ud/nCmlKL1fLKgQ4jRNjPHgg0e32YwJ2fF+71NMMcXoq4mKViIbNc/z7mynBM8pYkzbccBcuAQAYADb7XZZ56ZpwuoW70spPvlhM9Y6lDFeIfIKH9dZSm2aqgCcM961/QNqIAQUYIwpJWvBpLV2zk/TqSqWPlra1WEteO+ddzHsGWMfPnxomkaIOsZZpJQ1BVMpAwBt0+0P974OQNuWc45YEMvjJ4/2+8O6+CdPnqSU5ENfKRhnLvjr25tH55ePHl0R56fTab/f14713bt3NR/r5cuXn3zyCee8ctJrt0FEKUZCJM5jzj6G+7u7eZq22+2LFy9evHx5Op2++frrl8+e67bx3t/d3Q0haCGt1saYtmt/+tOfvnz5sj6C0/F4c3NTpW+73e7i/LxiUSmlui26rru6umrHgRCxFAJYlqXr+t/8zT//q1/98ic//rFSavW+bRsBD6eO1kYq4JwZJQWAgH8a0lHZhUKI2j8ppWs61bo651YhRCFkjJWUthfnz589C9FjySVlyRgJIQSTjNGyrF3baqWQsnPOGNONA2esbdsc8939Tdc11uqMCJwrKaXkhWiZ5qEffIqVufPm7duSU8xZClErgOvb65ILU+yhM4+htlG1sq61NvsY4F69Dw+Hw/v370opbdchIUNCzKbmuAto28Zaq7XOOSulvY+1IOj6piKK/GF/LzmXqoVM6XR2thuG4f7+sN8fh35UWj5+/FgpNU1TLR2WZck5hRBjyKVtt9ttwZIeUuMEcX55dfWbX/xIK714h4j39/fzPFcDqqoRffz48Q8er9XctSLXQsqCeH17q7Q6Oz9bDxNn/Pnz55vNRkiZUmqb5vX3r3ePLtu2uby8HIehKn+01tUsuXZtQkBF4Op4sV6+y7LUKr5WOdvtdrvZuhyBc0mcg+DAnHfb7fanP/3pP/knf2ps8/LVq+1mY4whevDaEJIjFgCAmu3zcCHyGKP3vvpBhBCqBLjiajEKzkFKgZi6tuu7rmkapcWyTAKUJGKn6ZT9aq0exp4K9V2bUui7njMWU6oXVkqJA/x/m/qS5ciOLDuf3d8UL0YARCaQlQlWJclmsahqK1P3slvaa9H6i/4N/ZVkrZLUbSqZWCTVLBYHkcVkDphjePEmn12LG4ApFlxEgoZAPPc7nHvOuUfHx1rrpu3afUcQxjg4b6MNu11DOMcIlUU2EuQ9R9ZgDN1HFIJTQkhC281W5Rl0HACgAz96HEdwrSmKggtqre77TkrJucSYMEJlxq3VzrkQDhQ84IkTQvq+DyFBznLWUUoxIUIK6wzGJM8zrbW1Y57nxtjDpnFEjDGYIGvtzc0NwJsA9I+jHoYhRRx9SBirIi8n1ah1cv7i+YtqNW/7nqbeRN8PAyA3gLSBkAFC4CPASCl9+vTp6ujo/u6OMVZPp8WkqvJ8u94M/QDUq5gSF2K1WG7JlhLy4vlzQg71/uP4YRzHPMtgGxTjfLVaAQICYztob8E9wD+sdyMIpRA9Qil4QinnIsVICfnwgw//+V/+hTNW5jmcj5SQ9w67RChmjD8kj8M4FSHU9z3wO6B5d86No04pUsKM0WVVTuqyyDOKiTPWexNs2DctQwjlWaajizG2Xae44JwjFKGpBqzl4Zui9+s1RqjIi6btUEx61DF4pRRFtOm7SV227R5jMo5DQgkowtoMbds67+uyopSeHB9DEwFxG/4Lu7gOxaAPklBg9WNMptN52+2zLIvRQ5UKeMcju2gcNedSqcw5QykllFrruORa6yzL8yyLITx5cgL2doBQGOuKvEwHE72DHRl03fv9nhAiRcYYM1ozwWfT6bs3b6dlZay5/eEHM4xHiyVVEp7larWaz+evX78G5sJPP/0EXToIwna7Hca4rmuAwfI850Jwxoosb3Y70ML7EDAlMBKJBMeECKyjRsgY0/c9kJhhuIQSiihorQUXMUQQXUop4EY9Rt/DPQkBxei9R4QopTBCIQQh5d/+7d9+//3333777cXFRUwRJRRjjClwzgihCBPyEK7gbM1mMxDiNk0DcyqlFCEkhKQyyTlVSmCCrBl3u7Ft97PpzDnPTk9PbTcGq0NwQvJMgupNa62rqgKFKnQBsPl9GMbRuGEYCcJVmScvhn3vXWiHNiEP0Nnd3V1M/tn5mTXjbrcTUlbVBArJVz//DJjeZrPx3kObDTJfgLKcc4ilEEKe58OgffCEYOcs5JdhGOD/AglbCIFSxrlEKA3DkBfqaLVqmv222UkprLXONj6EzWYLbJO6ro0xzgVKqcok/Do4ChA+syzjjNeTGiy4SEIUEymE9/5+vX57dUkJPlkdUUKapmn3eyjbnz9//qgkHoYB9Dkg1js5OdlsNlVVWWME55mUiotBjz6Evu/btu3HkRCCqrqqqqbvrq6uYEEBsOnhlPgQIA4ppZz3Q9+nEA+2n947w0EIPgwDHETnHOw5zTNVFWXT7tv9HoIfQmhS17/97W//8L/+53fff/P+++9DyY8xttYQQpSQiRB4Mz04U0C5AkMqMBGGtMMYVUo47+/vbl0wRVEIwe7X90Ov2WazCdqVZSGlcN7qYZRlOZ/Pr6+vQV4NQPN+vw8hIBS991ZrziWnjHO+3m5JwlKIKZ+E6Pu+SylxzrS23b711kmpYJ92cM47P+gxhABHFpgCcFzAuIdzfnt9I4TI8+z29i6E1HUdRL7ZrN5ut9A5QumW53nXdYyJYRhTSlVVeW+AN4z3CCGUEmKcdX1n7UgI0VqnFFNCZVm2+5bQA+kAghlcxPlsNp/NF4vlft+2bZti0uOIUtpuNovjo9l0en52dnJywpRUWdbsdlVVdV2XUgI3KOgx33vvPaiKICQbY+bz+dHxsR01SdgMY0wBkiajdByGfhwkoZ988pvvf/rh9vZ2UlWghby4uIB+mWAMDqgQQjKpCMKGMc4YxsQ5m6kM6lQ4VTFGPY5lUZZ5qaQEZ1EhxGw2m85mnHGE0b/59NPP/vjZ119/fXFxAcUudACSH3StAJ1AHoRvGzoG6KIo5c6ZhIL3jlG63W36oS3LkjGW51We5/g//ON/IjFVmRScpRQ5F3ocAChbr+8554CkWeuyTCGcnLGDsSGkTAhKY7NZ5zIvi6rpmqbZEUJWq+UwDPtmF2OQnGd5gRk5CMsos9ZSxsqyGLUOD1serLVKSUJIkefHRyevXv0F4TQMmmA2jDrPs3pSxngYPgDaKYTMsoxzAconmBKO4wCDPEqpD66aTLKsePPmbUqBEJIS4pwppQh5kB8SAo//F7/4BRi8rJYrwUVVTYQQr1+/7tpuNq2d8965alqXZckZSykRxkDOBTFvGIbJZHJ6egqoNHglQPcO45E8z/OiiNY644yzCaNds+u7vp5OtdaXV5fPz59lWXZ5fQ3OFwghUNw/Jn1nLYZPSylNKFeKMU4QopTBIAVzSjlr9vv1eg2WJGBLlGe5D+F+fQ91fUIIY4Qw8t51Xff999/HGD/66CNo1TnnRV6URY5SCjEZa+/v7ykmlB3YOyEE53wIzvswDgMlSSrprGv3zfXtVd91XGQnx6fTesqyTJVK5QJcI5nWehx653zfd4DIZUrd398TyhDCxmijDSZMcAZnXArBOBu1aduOPqw6DiEqpZw1QqmEUgrRh5Ap9ezs/PXr18Mw6FEnlPI898HrUUMXjTGSgt/e3u6aHWN0Nl+UxeTq6qYsiyzLtR6gJIL6I8sKY8zhaw0e3Pe8j4QkeHNSTcAGiDHqfSLkQAXBmGCMueAxRYjwT58+PT8/f++9033TCC6EkFU1mUwqY8x8Nh+6LpJIpHj0GIKyaVLXV1dX2+0WeMMwae77Htr+cRxhNMkeVrZqowuhYoh2dF3fW2O01uPVVV4UL55fOGfv1+vFYlEURdu28/kcuFyPsQQh9OT0NMR4dXtDYjqcM0yLsuCCE0aFEIiSejIBinPXdc45hHFeYILJ0WoVYhzHUUiJcNJ6BBr3X//2r7/48ovPPvvs448/Bp7FMIycEkZITCilBBfpMe0ilGCrnhCc0cwaLQWXgjf7bV1PTk6OdtvW2tF5xWLwY9/7EccQY4zj2FVVqbVWSmo9OudwQplSKisSSggh50PwTqmcCMYIo1JJqawJIH2E5blZlhmdQvAxpeBdUZZHVdm17ff/93tGmZQyyzKEcQieYnpyfHJ7ezOtp967cRjv+00KSGQZxqzvu+D9er1udhuMEca4LEsplfdx1CNCeLPZ5Hn+9OzpZrNF1j4cLyj1xPLoCG83KCEQAYOWEtwcnj59ijG+vr6GudvV1dVyccSYWK83MMxfLOZlWW42G8pZRKiaVNDNQN0DpfTx8XFRFCCRACoY6OKLooC4degMjCGUCiGidbByzWjddR3sjCCUgup1UlXAooGyHabyMJ5frVZQJ2BCur7Tw5iVBcbYO9cbjcxYFAWNLKHUP9SgCaEQAljijMPwyNxXSsEedSkUQjghfHFx8dVXX/3hD3/43e9+N51OjdH3Zsyk5FxSzqAIBrGJEALj5PyY50pl+dgPsFNvNHoyqRAq4RporUM0DKNEKfVOUyL6rh91W5Y5xiiEMJ1OKWPWWZ6pZr8XgocQhJLBBUqodlZhZLX1LlHKOWNCMMrI4a4gxIUiBIcYumE4qqqFlNeXl3leKCnHcYwhQE8w9L0QclIW1uiu7713lHLGxG67d95wxqusdM48kGT4ZDLtun7UmhDiYxiNfvP2rTGGIgJ9AIzf+3445cLZgz3wdDpdLBZ93wPTAbaxA39hu91674WUBBMppPfOew/MYyBKwKCJMQb7ocBu7+7+HsbJj55Y1zc3RmsoQTKl8iyDPAjvxBA0QnVdz+dzsBV58+bNdrsFRPv4+Hi1WnEhQLQDHxhKQCCEAZ7MOT997xQgKz2OVIhhHIQQVApESELJed+1bd/3IcaHGkMRQoB+A9p/+JY4FyHEZrfTpn9x8eLu5v6nv/x8dhY5Z86MJ0dHgoHADwHL9OnTp4xxa8frm7e7Zlf6qMfR6jHL85RCnmdwT1ar1Zu3b7TWjGLSdW3yVvKU5zmmrutb73yMuMhzbY2N3nsP+8Q45xShiCjBNGCkJOc47dsBI+q9D9EVRUErFkLQeoSurSwL42zb7lFCdV3rYWy0hjsKpKi+7RjnwWgfPEpoUk24UFlWYDJUvEAIeQeVSqIUG2Nub2+7rhdKUkqgKyYYkwf0BagEQKf5+dVrF9x8Pjs7OwMKzdOnT8Fo79WrV4vFIsYI6viyrPIsQyrjjDl/kMADLkoZIymlGK+vr8dxvLi4KIqCUrprGphA7/d7aAb/8uOPEAg550JKKLMAerDWcsayPIeACvXKgZqS0mw+B89ILoSUcrFYjOMIynqo0oBJC5MApZSSkhJKCHHRK5QB1yChZIzZt623Fhg++7YF5iqgrGVZQrIGlSUQZUGwWdf182cvLi+vPv/885cvf7lazIE8E5znjDvvHqc9cKl2u10I0VmvtbXOAaN1v98bbbjgYKrN3v78Js9k2+6UADajyfIshJRn+aBHkYmx62NE02paFvmoBz2Os2o2tD3Fad9ukXN6dLig1nnGCKc4xLjZbvU4VFV9fn42m9fvLi85ZXe3t44xqDwgpKOUZtMpDmkYx9P3Tpy39/frajrvuq5tGyElpaRpW8V5ijEiOp1N2/0eIa+UDClSCkbqQ1ZNUDrsfaCUtm1rjJnNaoRxXU7KsvzNb37jvf/mm2+gR4NpGkLo008/XS6XWuvtdht8Ct7DrjIYikFiApkDRuj8/JxSulgsDpVZjOv1+vXr19qYmNLx0dF//Id/OD09BToU/CL6/43wYHUvdB5QBcNjjilVVdXsdgdPoraNKQFzEH4MXCf77uDSE2PMhEwURe/NMBZFjmIy/UA5DzGO45Cr7OTkJC8K9O4d2G5DlQaUWoJxDIFi4pFPCWVZXk9KKQUm9NmzZxijP/3rv66Wy6KaBOuD97ARnRDiHPhMJ6Xkk5OTZtdu1vfOW+COzufz87Pzy8vrn3/+eauaxWLBcEIffPDyp7/8ILhyzo2j9d4dHR0326Yd2kkqWcLeBzvqm64bx85oTSPW/YgZIvTgASmUogx7b4wZjfbB++lsenL8Hues6zprjCcO5g8Ioa7rlFJlWYIheK4y6uwwDl3fYYK7roX71Hb7EBwlRJSFs45S1rYtFxxmAHbUAE1xzodxLIsCuAx3d3fT6RRMOGSmAEOCnLtYLMDljBCS5zn4WDwIKOjV7TtGGTDdlFJgXg3tPXAGYaTYtu2jpWJRFC9evAA/mV9//DGU9oRSSghgVPBjUHYYY+HRAtQkhDg6Otq3bdu2oNEAWkc9nb59+xZk1uA8AwhLSgkipffeE4oTUlx66sygOWOYEI6JkOzixQuUEMh+zs7OgLdzcHInQDRisEfNB2SNTzHudruqKhnjmLAXLy6qsvjqq68+ePnyaLHURlvj0mHDBQUb/5RsWZZlMYkp/Pz61ccff1zXNYTnup4tFguARZiS4u3rn8ehZ9VhjfZyuaiqwhjDBaEE901LCA0+aKPzLJ/XM9333pnoU4yOIoQEevr0TGX8qz99mWVZnrGmaQjBCQXnLWAbMURQi5dlCVjfoEfGWEqo2TeE0OvbW8aolNJ5hzEKIZZ50TSbrMjMqDFli9Xq5vbaeUcpHfUIck1oEo3WwNOdz+dPnz49OjpyznVdxzg/PT2FBZCAw3HOj4+PwdoF1E5gu+i9n88XQz/sdjvn3HQ6Bax8t9vd3d2llCaTCZTSQHMdhgHq66Iozs/PpZSbzQaOAhdCFkVZluCQCMRfCGAggIFqCXQ+v3j2DMZl8JJSTuv69Zs30GxCeXQgESkFmKRzzltHEBJcEIIRwkJKY/S7d++YFOfPngXvh2FID5M+SLuASGGMq7IkhDNG8ywjmF5fvUMYgVG5EpIx9uzZLxJKf/zfn52fnT958kQbAzNcKdU49sG7LKNJKOf98fEx0GlgpBFCIJiBSA5jzDBKztqjo2VKBKih3vumaQglT07PnDFN02JMszzLcoVQTCEG7wRnTIqubyjCzjml1GJRKyUIIdPpsq7rq+t3sP/usNSFs/7hBRUl59w7RxnN8rrruoQQmPenhMdxnM1m1pqYgtFjUUxSwG8v32GMGCNCcG00EI5BMbdcLDjjGOPj4+PlcgnL+D744IN3l5dd34ExFXhbAgsUIQQVNPRf4Hq6XKw26w0Yv0JxDcIviDcIIfAOAaI6IJ8QGHwIumkE55yx4D2sAQNeABA+H8m+UJWzBz93AHhBqAPMiLqu266bTac3NzdQ0wCbyDkXvH+cQjpjOaWY0RAiITigNBhtg5c8DykeDJW8B4IoSAhBfIEQKvLcWmutYVQKLhbLRUoJoUgZAxVTjOHZ+TPO2O9//9+Y4LPZDDR2wF0LIXTt2DWtlDmXvCgK+BMwxuOoORMnJyfDMOy2O/bRRx/u2602427bIIQYo8MwwNq+vDi/affb3WY6mW3XG0LJvmsmZTWtKsX5aE3XDYLzelrtdrth3IcQb26u1+tdXddC8BAiwbjZNVmmPvn1r7/84kt4Eozzlx+8/OHHH511MB8A8oy1gXOe0uGGWacJxTDhCh6hEKWSWa6Ojo5SvMqzYrO5r6eT58+fg1UQQsgHP4wD43y+mGd5fnb29PMvvgDgeLVaLZfLh3KVAQ8E7jScktubO0rIanUUY0gp3d/fI4Qe5YGQU2KM+33b7BtMiZTSGa+32wOXoaoopV3fJ9BxEAJJMMRorAXlFvxdm80G4OzlcrlYLEIIx8fH7X5fVZPwYJR/sNGPEcgqgCwAo5VSWtd1WZZ5ke+2u1GbhHGiZHVyAnsoQ4yEEME5zOOllICPuMNaRhJiDC6EoBnjgvO+77uxI5RxLmKKMWFrzHS6+Pu/+/d/+vorQsh0urDGRo9iDN5rjFPXthOMujFkmToEY844ZzF4znk9rRgn7O7+3tohoQCttbU6hQhLrT///HNn3Wq1nNWLu9s1oaQsS85ZioedR/P5fFLXSuX7/d7Yvm07772zXQzBOu194IxnSjnrXv30Cka2IQSppPMeCA7gWweULDD8nE7r7W4LbnRaDwThFFMMaVJOEE59191hPJnUZ2dnRZFP6nI6rTkXB/bwfi+knEyktfZ+s4YFuzc3N1VVgcsPJCCYcIMQBWiimcqcCcMwNPsGoVQUBcwiMcbQRQMajhDq+n6z2bRDvzo+qrLCGKMeDI+HYbi5uYHmCyysIOrA9AaORVmW0DY659brNYi3UkpFWVJGUcRQC69WK2hj4ThSQogQwGWARRIxRu88wEt8GLiSMSWE0aSaIISElCnGGCPsNyAPx0sIgTGilLKijClhgr1DmJDHGIwSSiiBb1SWZZ988smXX35+fXX/8lcvUYocC2P2xlrYbDWOA7htwq8QQmy3W200VJbMGsOFCNFSwrz3QgqemHMmy/OhH6iigov7+/ssz8qyaPY7yThnlDFKLLl4doEwChER7MZxTwiezWZS5JiQtm2AmZRSCiG0bcsYA+4AwgiUBZSSFCOweFOKlIo8L4TkTbMrywojOo6aYCwF8RF3fccYpYz2fV9VNYAr4zh+9933GOPT09PZbAYg+N3dXV3Xy+Vyu91Op1N4PNDAQ9CGkA4VDOdcSlGVkxTwoerkFCavdV2DCgOGaJDarDFKKZ9iWRSTakIfgAN4xl3bPmZAjJBSCm4OxthZC5ED4Ibdbtf3/XK5BASSEEIoxZTO5nOMEPwkrK7IssxZe39//8CCsk3TgH9ECGEymcAtVUrt9/siLxhjKCXAARhj8YH9AtHXGptl2TCOnDFOOBO8qEprtTEGIWytSQhEYAjjJKX4m7/5t//lP//+88//+FcffchF8t73XQ+A8CMiDwObsiwBgAWeFRu19gFjkighCCNrbYwhzxVnrCyLoR9iSkVREEqtNfO69tZhgkajtdZN0yCC1+udkrlUykdHSEIIxxCGYYAYLqR01o7jCMzdw5bbGECDdrQ6ury6ZIwxRubzuZBiu22EUNa4osgWi9XYd4TQvCgmk7rrWspwwogzfn19nRfZ6miZKQWQzPX1dZ7nEFpSSrDDvW3b6XQaY9RGA4ULwiRcULj6CCFKh0wWUsrpbFpVJVi7ANU9yzIINvCw4UQuj48QxuBJFrwHOP7k+BhjrLIMIbRer+vJZLlY3K3XzX6PUsqzjHMOPlLQCUJEzLIMJJCIEExJipEgDKJkmMwcHR3VdQ3VMUCjk8kEWNpwRglj0KhOZ7MQvFQZuPbC+YYdRJDHgcERYpR5RmEEadxoTAqecQbcLGArUUpSilprzsnf/7u/+x///Z+//PLLFxdPhDysZoVbCo9Yaw3ACvyTlPL29pYxxoRgQjKCBcZ4GNqqKiMK4zB0fccISzFhhigl7x0fTcri9vpmvVkTjPMsG/QQU0Iodn0nPcMIW2uEoIQS8KYWQpR5AXTH9XrNBV8sF9bamFLTNF3XnZ+fszsWQyjLSYrx9vrGeU8wW66OOGfGaDPqvCgYl85a5x2hXKnMe6e1lkrmWa5UJmVs29YayxmvyqppGqUySphLXqksz3Jj7c3NDaW0qibBe4BUh2EMoSvyXGXKaDsKA+m4qg6CLaCIwfOANATOVZzzybQetcYJQTw+ELCszbJsOptpYxJCQspyMmnadjabRe/h24c1bo/UjKZp9MMwHlNa1hOKieCcYIwRAoB1HIbZdDqfz4FkB3Ao2HpBxVaUZZHnnHOKsdHGGwvhEwbYB3oWpQ4k8yEkjGSeMUoRQoQSRDAjXDBBCE0ooYQIRiE4Y8ahh+UG7le/uvg/X37x009/+auPP5hMpH54gd8OzOg2mw2IwECsy2JMMaFm1zCmnPN1XRpnLt+9LcpyuVy+d3J6e73GKA5D//bta2/dpCpjiPWkts7a6HIlrDEYI+d8Ucpmv4YrnucFyBlAhkUIycvCOdf1PYDdnHOjzeXlpZSSJLSczq5vbwTnmBBj3N3dXVmWbbsviklZVsPQ+Ril5EVZSikZ5UVRGmP6bqzKWimFEVEyY4whhJ0LT06fMiYI8VKwcRyDj6cnTxhnMUZHXB7R3d1dVVXz2eLy8hIa+w71wDfcbbflpBBKUHzQBIMThIHJxvlZDLHvuuC8krLI8xHjlJKxFmwjszzHCE3r+rH9TCldXV1VVQWp7fLyElDZ+/t77/1sNhNCrNdrTIjKFKKUPHQM07oWSuV5nhAqiuLJkyfgsgQpO8YImwrLqoI0F0Pw3rsQ+r6/u7uDWgd8LgPs5QthHEeVIuGMEQqzLzjBJhjOUwhESkEw6vu9sSYFrLWNqXdu/Oij97/++pt/+qf/+umnv5FSwQfYbrfQXgC/A3g1kAcYQqhr212zwYhlWb5czjGJzjmjR5/lP/7wY4wIo9R3e0ZprlRV1z6m7b5xzuZlZo3BmEwmpdbGOQc7zbyLNCeEEs4YY3y33eZFLqWELADoDmOM5iSlRAmZlFWz37dtizDKy/L4eP7mzVspVZ4X46iFEEWR7/ctYzzPc4j5UhxEpzBr2263IQSYxFFKYO8IIE8AVEopX716BaM9wJ9A9QBwqHMOlg90XUcZnYkZwSSECGfFGMMoPXryROYZpuTu+toaK6Vs9vuUIhDo4HVyckIpBYwA3qmqar/fwwqnEEJZli9fvnTOrVYrQgjIrJ1zy8XCx7hvW4aJHkbw2caESCEIISgl8G3jnC8Wi91uB8VN0zSYEPj8jDFKSAgBJuXL5fJxmcowDMM4AgIXQihIqbiIPiCUKGUEYRcCRikEjTGmlBRZQRkrOEeJ7fd7a511FqH0y1/+CqHw5z9/8+GHH0JR8eTJE/hDfvjhh/v7e6DhG2PGcWSgr82UyvM6xjiOg7U6hOBDcM47F8DyAFq2oWvX2w0hdHSHxEEp2Td9294SQrOMckm1HjiX2+02y1VRllfvLqG4fvP27aOjwc3NDSCHQz9QQq67XgoupUgIQXs1nc5ApADiqqbZgbX1YrkYhzGGqFSWZQrsy8ERFOIiwLDAoIVJMxQoTdMAqg7NLEA7QI6DYE4wIZgQQjDC+/2eEkope5ztCMZms7mJ3ocA6Hq73w9Gc86rvDDGMM6fv3hRFgU09t999x0QUQ4UBkJgNqKUAm/3GOPZ2Rn0ByGEvu9ha1TAieDDVBuw5RACsN0B/QKFPnS1cGKAfaW1ds6Bq1tKCWog5xxIiaAsA2sxJWWwDmOMCUkhKiEwijGkEA7WUZTSqqqc896myWQ6auJCr0dDGb94//1vv/32z3/+87Nnz2Bu8Sj3gCpQCAG38f8BWb6WsGp0Zb8AAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "execution_count": 187, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Labrador_retriever_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- same dogs in positions 1 and 3, different dogs in position 2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### rating_numerator as **orientation**" ] }, { "cell_type": "code", "execution_count": 188, "metadata": {}, "outputs": [], "source": [ "Labrador_retriever_breed.sort_values(by = 'rating_numerator',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 189, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
favorite_countretweet_countrating_numeratorjpg_url
10151548867695713.0https://pbs.twimg.com...
53911079419913.0https://pbs.twimg.com...
375489592513.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator \\\n", "1015 154886 76957 13.0 \n", "539 11079 4199 13.0 \n", "375 4895 925 13.0 \n", "\n", " jpg_url \n", "1015 https://pbs.twimg.com... \n", "539 https://pbs.twimg.com... \n", "375 https://pbs.twimg.com... " ] }, "execution_count": 189, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first five dogs\n", "Labrador_retriever_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 190, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 190, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Labrador_retriever_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300))" ] }, { "cell_type": "code", "execution_count": 191, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 191, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Labrador_retriever_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300))" ] }, { "cell_type": "code", "execution_count": 192, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 192, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Labrador_retriever_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Conclusion (within-breed-selection and between-orientation-selection)\n", "\n", " - same dog selected in the first position by all orientations (favorite_count, retweet_count and rating_numerator)\n", " - same dogs selected in positions one and three by favorite_count and retweet_count\n", " - different dogs selected by rating_numerator in positions 2 and 3\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us continue by using our second approach (using mean of rating_numerator, favorite_count and retweet_count) for the dog breed selected: Standard_poodle " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Selection 1: predicted_dogbreed1==\"Standard_poodle\" " ] }, { "cell_type": "code", "execution_count": 193, "metadata": {}, "outputs": [], "source": [ "# create a table and display information on first 3 dogs\n", "Standard_poodle_breed = df_dogs.query('predicted_dogbreed1==\"Standard_poodle\"')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### favorite_count as orientation" ] }, { "cell_type": "code", "execution_count": 194, "metadata": {}, "outputs": [], "source": [ "Standard_poodle_breed.sort_values(by = 'favorite_count',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 195, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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favorite_countretweet_countrating_numeratorjpg_url
433874813710314.0https://pbs.twimg.com...
8524489108411.0https://pbs.twimg.com...
1126436211239.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator \\\n", "433 87481 37103 14.0 \n", "852 4489 1084 11.0 \n", "1126 4362 1123 9.0 \n", "\n", " jpg_url \n", "433 https://pbs.twimg.com... \n", "852 https://pbs.twimg.com... \n", "1126 https://pbs.twimg.com... " ] }, "execution_count": 195, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first 3 dogs\n", "Standard_poodle_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 196, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 196, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Standard_poodle_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 197, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 197, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Standard_poodle_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 198, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "execution_count": 198, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Standard_poodle_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us explore by using retweet_count as orientation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### retweet_count as orientation" ] }, { "cell_type": "code", "execution_count": 199, "metadata": {}, "outputs": [], "source": [ "Standard_poodle_breed.sort_values(by = 'retweet_count',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 200, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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favorite_countretweet_countrating_numeratorjpg_url
433874813710314.0https://pbs.twimg.com...
1126436211239.0https://pbs.twimg.com...
8524489108411.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator \\\n", "433 87481 37103 14.0 \n", "1126 4362 1123 9.0 \n", "852 4489 1084 11.0 \n", "\n", " jpg_url \n", "433 https://pbs.twimg.com... \n", "1126 https://pbs.twimg.com... \n", "852 https://pbs.twimg.com... " ] }, "execution_count": 200, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first 2 dogs\n", "Standard_poodle_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 201, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 201, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Standard_poodle_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 202, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 202, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Standard_poodle_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 203, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 203, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Standard_poodle_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let use explore by using rating_numerator as orientation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### rating_numerator as orientation" ] }, { "cell_type": "code", "execution_count": 204, "metadata": {}, "outputs": [], "source": [ "Standard_poodle_breed.sort_values(by = 'rating_numerator',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 205, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
favorite_countretweet_countrating_numeratorjpg_url
433874813710314.0https://pbs.twimg.com...
8524489108411.0https://pbs.twimg.com...
952271078710.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator jpg_url\n", "433 87481 37103 14.0 https://pbs.twimg.com...\n", "852 4489 1084 11.0 https://pbs.twimg.com...\n", "952 2710 787 10.0 https://pbs.twimg.com..." ] }, "execution_count": 205, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first 2 dogs\n", "Standard_poodle_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 206, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 206, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Standard_poodle_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 207, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 207, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Standard_poodle_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 208, "metadata": {}, "outputs": [ { "data": { "image/png": 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QL04VAgBR/T8ggNVjh6iqjAQEqoKgUH+AAWG9GmZmIbQf/uhHSkYzMbAaWRDN1FQVAESLaDEAMAPk2Xz2/e9/P6dkpiJSihAzIU26mXee0WpgYoJSTxICKhogmCGgqBoYIIAZABLVK2VMzgxACBHs4p6ZmRkgOPftr3092eovv/Hnn//Clx49OP3IR169cvXSmKKIihoSmQITGaJIIUQiEJVSEqgCFEDzgQ0M0QzRBxdLFhlVMzGLRCJPSN6g30QXwme+8EtPPvHs17/2p4H56uXLb7z+s9Pze69+7AlR3SmyWOyIioqSInIppz/Rnw7Ns7/q3aVQYzIgmCIYAKhq23ZdNwVDM0Aiqe+sQfBNaFzOPWxjtSGimSFiCMETrZZLJlMV56ioIkD913quSA21BgwCtGhChIZExOwcMSEB1K8ArUfDwBBcTWr10iKwQX1XtgGqlhZmZmAAagaGiOa26REMQQnBTFQVQLGeuBoEAQxARRBZTQ2AiRFYLVl9DmBCwMQqSsxIZFB/EF4+Onr145+I4wBgCAxARBaC77pJTeRi2yNLAIAGVpO2MTOYEZCogAERmtgHr7GImgGgIhghKgAhyvbLnHv6xZdv3/xBx/qnf/hHt+6e3r1//M/+9/8kIA2bHrQQGDuvYEoAWm8zMgEhqESV4tuGkBw54pBjNkApmbbvByCA5qSA7ENwrqRynmTv+mNf+fV/+J2//PpPf/i9j7Qffve997/x9Z+Or+BTT8Scxp2dS0QMrIZkaLj6aXo9zw+/NO7uGagCoBZQB6qmQkzet6BkUBCBvSMDUTFSA/bN1OAhIRoKoJEwM7ITM0ljdI4IvQEgKBEgKYGomgEZQDEAg4ZhGvi8B2foOTCyqakZQ401SkA1xyGSAZghgiMEMABgrFkZCIzA0LAeMkU0ADBAAWPUWlsBmOg2ajIgklNRJATVGisIvCEiKoLWswvGhGxoCChmIMoIiOpwBBM1V5hMonN07doVNFQtAKRqKUW1ggjsEAwJ0NCU2AxVAAGRAFRVBMwQmZBFDcwQ1EAdgAgQYL0wYlnJTAm0EGZTUHDuE586/MpX/tZv/fZ/Hs/y2dmjH3z/uz/8/sdfeuVjTUfDsFFQKxmIAMgAAcA7n0syMyYCIzXxwSGaagYz550poCEDmWmNjkQkJZlhEzoF7fuRCD/7C1+69tgTf/UXX/ehvXs3fPN73z8+f/Tic88MQ3906YibiSkgWNYJbt6EvLp66ZcWs6tmxsgl51KK966GGSJSMzAopYCZY86gzjnnvCoAgJmaGRKZKSAQkfeOCIlIRAyMmYnQzIBARdUUkAzqsTAGc0hYq6btGSIkonpMzJgQiEC3ObRmN0QEtFpUACCRA+Nt4jNkJrt4ZoQApmZQH2wAhAQKCISGBoYIpqYgSGCGAAAGRKBawx8CqAec+51CWfp7UN52zbg8pXGcT/avmbOiPSgysaoYQAhBlJHAVAEQwSE402ygWNN9jcKARCSqBmgXSY6QVLW+8zWF15RLRACmhgZI5t3v/9YfP/3M05eOXv3DP/3NJx6/cv3a1T/4/d8Zh/LRj79KzKZm9diaAZICChYmziUbgaoWsZKzqjITEk+6yfHxiarVo4yIaiqCgCRmCYGZQwhZymqI15947isHR9/8+n8hb4vd6dtv/vTk9OTjr7zcD8PR0WN7e/uliKHAMKUxZvmTdKWbX3+2a8gsmcrOTtc0vpQiooDA7ECtX68JWFVSSill2Da2CGYGIGBAiMzOOWYCMyIkAgMFICNERHIYXMi5FMloAKY7bQsh1FKcgAi9IYka1AcjKCDZ3zhVNaVus4vhRVGFiLVYQSCzmhypRq/6HGsZgwhWkxuQ1WSjhogKZZsagUzVDBANkaWId9wGSpubMZ+FxiFOWWI8f/DO6zePnimHjz+ezCPR9onVY08MaIhASAZUxADBEdWmWAGQGVHBDInUABiRTEUUDBCMSLdHTQGMyakCISAwIRsona024Npf/lt/b/fg6oP7x8OwKrn/7f/0v/z2b/6HrmHTwuxge/EMAKSIqRKhc845x+SHIcVYiIL3zjmPRpIV1IjQQEwLbt8wVRtT7kWiZ3SMQ9+7pv3Cl3/1U5/9uUv7lz/84odA+Y/+9Bs/+Mlb3//+999//30mYuQB88hRNyfvvfZ7x3feaRh9Q5NJSwRANQGpmZWUmFCKmJmUnPNYckFk2xaUgIRmVvulnHIpBYnqSSFCYkQiYprPF4vFfDaZ1NKIiTyRZ66vApHMqH47BVADQAJEhYszDFi7JqvnyRgxIAYVrJV1PUJmAEZm9dIjABDWpAoGAEgXMYBUgYgB+CKcVcyCaqFWRIJvmtCkcdWU16/jWwsq7ewZcN21p2fPvzKbhjvzsPSQQEyVLj54ICLanlE0EKKMploUzbCm8NoDItbzcnH8wWrjSlBzhZkiwt9oTQiRibK7f5L/7M//at2PX/r8Kzu7/nd/7w+m84PNun/jpz/40i//UnCtSAFEBUNiM0XCbccBjtg7oqNL1+/eeZQlKaqhpjzGPLS+AyQEwm3vY6CCAECsppIyEZGnVHJRfPljn7p85er3vvUN4Im+/fZ3XvvR9UuHd+/cf+GFRy9+5GNN08TNoEh5fe/Nv/oPex/+8s7lV1bLPpuZMRADoMbMRiluTHaKGCo6MnYoBq427oACRc1K0kGGjfU1DzJbMSIABSIXGh8mzQQZL+3OmzZs1mcA4BwVNCQmJEIgVDMkQ0JGgPohbPE9AAAjJADDWt0bqwBRhahqJVYDJCIgAeG2tajFfe0G1EANQUHJEQGCmZRCAKKATNv8x6yqzkPHkFOZkk1YyBRtbLijVie+C0/7Td83/v1Bb6R42ZnWa4AEYAoCTKxWEyIZGhCqgZkQCCKLoQHUxEeAqPUkiYIZOiMAM1BicKqkJghoqgBF0ehXvvKPvv/DW9/+q2+uzu+dnT2YLRYHBzt9r9967Y3/5Td+y1TMlJmIiAhrLQJmiJhzjjEionPMTADgfTADRCpZEElV1bZwQH1ygFhbImauf8PMZjCM4+HlK7/45b/7uS/+ynPPPXft+o07J5tv/uDN3/j9P/vN3/r9s7O1c940E4mND+699lvHP/njzqECom4Q1Gq6RTIDMxRRydH5QI4AtBY7AGiKAISIzjlEVDMiAnOl1E9aATA0LTHv7ew8/diN3cXc4baBRiatOA2g1QdugQP6AD4w1fqH7Yu9QBZomwdhW0kZ2LZQqhU8GGyrpYtHoaoSoareu3/vvfffOzs/Q0RVw4twuO0uFaaO8vkPgv7E2ZkPpZAn9yQ3+8K7Gy0G17vZZ5V3vCO++AlYoVqrYQ8EwIgEtjHJTC/SMtZ2GwBoG9rhoi9Bldq6AiKjImht1T9AbMC9+973/+Gvf+7GtfbNn73/gx+ub94dfvVLzz/1zPSNr37tD//ozz77qU/cePzxUopzzhBKyVDvV+1HRVNMIlpPjHPesSfkcYwzoFIyscMKOl+8+45ZDBCNGWt5QYQieLpchdB9+GOfPDjY/6M/+IP7X/2L0+P17Qf3Xn/r7o9++s6v/51fe/L6lRTF+dDKaO/8Ka8etTt/P7quqDFizCX2cTrZIaRiWXKEWh2roIWK5On2bardMtaKg5Ba9t4VI3KBnPdN2zVNm4tMJtPgG0KUUgChQkmwrVGAiSpoALQFMmohV99aBUEAIoLtZwkAoGrEF7gTANZ6CrFWXWAVvwBVdc5tNptvfetbd+7eNittaF9++eXnnn2miCCQmhKCSGldK/H2FF5vkPuyf3/lEW3RbCwdt+E5w8vN5DGxIPlD7WSI+WY/mvdoZgRkUHFhdgCixo5FTUQAav+PpgZA9awYCIBaLUKRwZSZ1EwVGBlAmLbXox5NRKDN6R1K/Z2b91ar1dGV/UtHB32/vHrj6Klnn7p248ad23fqgWV2tas2U5FiZqrKzAYGYKoqIt433ocQWlUkIiRUk1p4MvPFba53BS+iIBERs/ehKzmdnZ/vXr72j/7xf/uZz37+/HyYz3eMu9d+/O7/6//3P37n+z/yLUW0wURV88Pvbd74XVjeS/3wwSVj8uwcEiJW6AeYwGqTU++fgog6x8QMAESMaICKwCpshmqAROQa8q2Rd6FFrYcGa+Srw5taNNYY/EFkqvEMLgqNbRj76zgEfyPO1U8Ltv+0jVNUv5iISsnf/OY37927t5gvdvd2nXc//tEPHzx46JyH7SPUTAIH1NQCTmFycnL+P/32+6+/uWz4dRu+7S103UfVTdlPuGt8d9B1R2aqajlfYJrEJyenP/r+D37w3e/deve9ktM2JW+Lhy3yXEE12J4tQyAirpmn9hkXrYpe3FcyEHr145/PfOnR+XTMTdvQ5z7+zBNXLw+b5fUreyrr+aJVTSkNIsWkOCLvWqJQC4aSkuTkGwoNas7MQcU4NIKgoHBRvZo5s4DUInqwmjwULhooImDUxmFoHDOtV+sY0z/75//8o69+8p17527STKazO4/G//f//Lu/9dU/l5TRYCygYuPN714e3z1siAOGaQsMntvJYmeyO6PQajKT7WsFUEQlsOCg9eSZ0IpJUSlialbMxJCY2ja0pkU0FcOiaJIYTBXr3TVQBUGqPa8REW7ne2SmBlJjoiECcE2aBmaoQKZbPIqgTghrQ7YNg2AKaI7Qg6Hz7p2331kvV5cPL82ms+lkOpvPmq595913sCKxiKaI4NhhCIfSvFLgasDJ4dRdvjxjZ56XJmux5EiRKbDzPvi2LaU8++xzf/dv/bpzk8Dte2+9+81v/tXNm+/fuXvnRz/+8c9+9lMoyRkSOkBXsTVPdZ5aS0RXB4LbhqN+ggyKqOYAvVEtLR1A44ia0CzaVtqmuXH9Rkqb+w/vLtf9eLb6hS/+4quf+sRm05OjLKMpGHBoWnZcOzFRZWMi56iJUZqujX1EhBpRS8nsnXdsFc1F/CDmmW3Lxr9uNExrYJtOJn2/CYH/yT/93/zx17758GTVtpPL158gxq9/546W7/7CZz86abEkw8Jts37ymb2Fl7IzGc6689OHV93lqZ8MTSNqF7Wd1ntUh7y78x3PjqehFC05F9Wci7WdGJSUJatvOxMoSUoyUxIzUfDgqQ67AK1Ck0iIoGZ4kf7+Rty6eF22nTrXORoiwvaib6clCGimVNGHbSalnMrtW7dTxUtKEhMi8N4x8ThGF4KpSXHeBSnvARFdejUO967sn/39XzuEbp7NiU2lrLX/wcS/RDwQBo/tvJ1433z4w698+b/6xzHKv/93/8PJgwdHB/spZ2Qcxv74+PR49/TK0bUsCh9MCSoMafXN3Mbei6Rdv0Lr4AEAARyAIBKop3GIzBRCWCwOPvv5X0Ju7j04VrGXnn/uU5/8BHJA8ux8aBrXhDolqJeNvSNmEVMFdiHFjAiqQoQlF+8CEZUiKcWaBu2vnw4hEjKz97UgVKxjpm3iCE0wlEtX9g6PdmLWYcw3b929dffB7Ufr77x++9//zlfvPlpy04mVnNczvRXf/H03PGhnE2YQFSU0YiBG/Bthw0wNhpQeHB8/Ojtbx1hMfHBd13Wh9Y68Q0bNcSgpEtT5ipqZEmktLABr/31xRaBCmtsk+df9OPwNUKDmhu0z+eDw1fJmW+T8dR+vBoKEMeaTk5P5fB5CiDGXIlevXmvbyTiOFz2QGUbCc6J3PJwQdqrkZTmf7HXzj9x4+h984Vf+D9dvPBP4/mLn/IWXHv/Cr3zu4PKOSrly+VrTTaXEj338k7/2a3/rS7/4q5otxrxZD2aYk66WG6gTKAPQixG6GQKZEiCbISAZkG0r7VIxN+YPDlpNmuaGsa9939HV/d2D2Qsvfdj57vR8/cpHPnx0+WrfJ6LWQADBMfAkZFFVQ1IGbLp2WK9LAWZLeTBb5JJDCKUURGbnGcAUYopETLx994nr200fgEyIhEQqso1nCuOYbjx+9cUPPfcnf/KtNhAYSM6Zxp+8vRr6K8vf/saXfuHV5584SrHNhM35d+MPzpvdXwRTJRPHRuh8IHIXaAcSkSNWy2sp62iQ0BOwqadgBjuNsoPgCCGP/SrG4fzUn/dRJRp5FUGqWQ7VgOFvhCWsMWwLGNRRN2wvidLFnHmLbG1/V0KsZ9fA6KJTrt+olocAUEpRFTNFxeVyDWAhBGZCRDMU1b4/7kDcbOaYlQimO1euf9QdfRb85OmXX/rwR1/6iz+braP72Kd+9fCxZ594/jz84R8gpJc+/Mqw2Vx5/No/+t/+N//pP/7Gcohvvf3Wj37yo8/93Of2Dw+6EM7PzwnJpGzDah0gmGHNMIRa8S2zOt5HABW5wOiLQQYgA3GbMaLCdDp//MaTTTd76oUXrz/x1Nnx6WIxH8dSSjEi55zZtiT1jg0gl5iKhhDI+ZSSmmRN7FxWdd7FnGw77SdirO8Rk0NkRVVQh0BERkTAYGaMBoZSFAGJAEAsE/q9+Q4CATkgNEIEJMuPPfYYmvzmf/6zn//ky5/8yMuooBh09R6uf2snvGT4/BbTBNSY2ACNDFVBzGMyEyNvAIAFsCiIlCISpRvTsFwX7xwREakjl9BmWAg6wAyI9sGFMFA1It6eBALDipPyFnqHWkcCXvSDSGSqpsoIVJ+SIoGvkA/A9jsBgKiya5puMoy9WdndneUsaDKM/ZUnn3YhiCioIuGtm4/upwevfuqJ9frOJHQlP3XtuU9cfe5Tt27dOV+u9p9/6eO/8E9O7z+c7103gfnu3he//JV+tZ4tFkDkEfqYX/3UJ//23/u7/+pf/aujK9f/L//i/3pwcPhHf/S7f/iHv5tiEjIFU6hYMMA2d9fpEikKgBKyKNQoW2f/DqkoIbAQuMYHMNjb29s/PERyk+m8ayeLnb2LUE+qknNmZgRj55hZVL1rCMXAvA9WNBcRMGZCBB9CiT2BVgQQAJx3igDkEINjEFUwhxSIUcGsGAIheFFUMMJSdFQTZmxbZ6CIpdj2bgPYW++8+ZGXXppPnv76N390fNr/6hc+7YiHmJDvTYfSHT8Ojz2LHIyHbBsEQkRDNMBihsieaDsWVEAAZGZCJLKipTILigCoQ8ioXctqgOAAtuM63LZ0dNE61WHwdnBYwQIisotJUg1feAF9qQogECiSq2VWLS4RUVCMkTN0vtk7uHT/3p1J0x3s7S7Xq1rK3LjxOALXisLAx0gB5q+89JS5o3Hcl/HF6eFL+0dPtrNDcpQQ9m48Pb/8uBbTIopltljM5js5RyRkgBCa3b296Wz25S9/+Yu/9EtXr1/zk+mzzz3z+79fDHRbDiKYAddkUueHAIZa53vb3gsZAEy1NrmEZIao6HbnC0DcPdhvJxMRNUdIzupYkckTmxRVzTlrKSnntuuQGBGdA9GMjgD8tJs8PD4nBFMJbbNeRs2lzsbZUUUBvOuYGmQidlqpG6AudEresycKBkVMxs2x5NsgPSKH0OAW2650DmPHt+7cOzk5/8THPvbsix998+2fLX/7D778xc/Mp804WOvurd79t035Bw3vOW6RFwprBUHyZiUJgCIbItOkmzrEdb9JInW+sQXFiRyiIYMSITryhCxmRAgXAPkH+ABhndcqIZluMcVt7rsouiqlZFupIBhiAUWTyo9ArSzTWhpLScl8GHx+8ukn3n//nXVcna7PvJqqvfDShw4ODksRQkcMMY+L3cnl6Q7C4ud/4dcnR0+tzlc5gmum+9NF6nsbVQlBvEEBZsdU57fOB1MRESBe7OzlUp5+9hlAKiIcRymFmYoYImKFrRhNrWFngCllw0py3BbEiEDEJZftzNq2Y0hDcLs7O8Ru//CgnUygIssABFhURMVUEJDQNYHVFVEVFUZCqDNIJfaOeTabH5+s6hVm4mHTL89OusUOOPDBETlFRkZ2oGZq6jxxaBECuADkEaYAZAAeoJtdDn5yfv8NQte2E0Q0JUNDIDQA4qJy/3j9Z1//q4++/MJLLzxz597d//A7f/ClL37u+tWraTRXUnz7P226p1kl5Sw4kjWMxC4UQyImoKOrVz/58U98/OWP/vZ//r033nv37OSUkBgpMDMSIBpVkJ4cGiEhMBHTxaHZ4iQXPd1FaUUGaraNq/pBq2gXmANWyhJsR29qrKpooFjQDHR3//D5608c//Qni1mzgslTv/qV//Ktr52Nm9Hz4zee/NCTz4AhABnYMOZxlMlkeuOx7u69k1t3T1+4/qHdS7tgImllwNRMlC4YW9hWsA0JzYC2zDkLTQAzyck5p0CiEsdBNHeTTrTU0YEhmNpiPv/kqx9/7TuvHeczRlXcsosAwDlXCyy4eCuQyMTQ1LVN23TtdDJF4qK5EinZeTOTnJ33SKRFiBAIwITQmRo5cISAbEXj6rQ/u7t+eOsn3+5PzlaeaXW++tqDe/uXdi5fv3Lp8tWdS5fDbFEsSolaDJUkuAm5lDfEo/DdpvmE2QKRAbwBTvcfT3HQct8FEgSj2glBHQCLUcq2WstffevHD48ffupTH9M0+Z2vfv0zn/jYJ156wWIvNlJ6e+DN0f7swTgVg5wkjsNK5WSZ+17R4PT4+LXXvnOy3Ez2rvVnY0mVzGSOsTL3zHtSYIeOuLCxC0iImJkCkQNkBARDJiyGTA6AAWrKrVg6cyWUmSLXiAWETjXXubQAKGOHtNHyZPCXTzZXtMxOfrb/ox+4AuLbD88mn3/qlZtnj1ZHl+9fOexZQiyJ8NLe/vX9y8sxPXx098lnHvvCF7+yc/hYGRN5ZOcoTE0VHXIlnla2YC329K8jLhECkZRiyIQeIJmmUmRnvvPE40/+5Cc/cY4qX346m33mc5++f+/u/UcPmqYRLSDmyKEjZC6liAJDKFCADLVOPM3A3GJnlwM3rVcUBSQmA80lqkhOEaljaohBSkYgJseOVaGkTV6fLh/e3Rwvzx/cP3n0ICY8vnl3NQzzaWsmt99fPbwz6x8+eNi95SfTS9cfu/7MM+3uTgEE71sHd9/5IcFqZxez3drI7XZn3/krTfeq2cQM5oePD6dDGxzV6eO2vjUzCY68QxPJyb3zzoPV8i9+7nOffuqZF7/92o8356tf/OyrU24VaGcSPvTf/q/atjldjnHUfhxOlidjgoen62YyCb6xkglEup23WELul6tz2mxyybmUrJI1gtkA/gwtizTjwENLjgCLoSgB1qEBoLeG7G8MJSvTlNBEiQmN4ILcBERoHlDQCE3B50+d6ojj47eWw8/efTAs76Y1exwMHQbP7AMfTmYvufnte2+9/sLTtxbzRbLnLz/1pb/9a5Odw2jQdo2bTMoYc0kODM0BaGUcVshcigAZIGpRNXCesXL8EUoqZsaE6CBmMS2EvLt38LGPfWJ3d9+HtqS8u7P79FNPipXbt24/88xzt2/fMgPHvmnarCWVklIiIDCjSh4D2jI4EJ1reTKftbNp03Z1/GlmhKZmXdchsapITirFtQ1BWZ0/PL519+y99/qzE1mdq3eGZGrA2Dm/GvqTs7Om9afr5Wazvr4z25lPyrC+98Mf3H399e5g/+iJJ3avHN1fLb/zrb98+qld0Nnhkf/uX/3p7uGNp158MeEiTF5RK+Tmk93HQzMhAkQsIsyE5FBlfzGfT8I4yOlpnwQfPlr/8Ve/9upHX3zx+edu3rn9u1/92pc+/6mdWedYnSuTyWQyu0TUOR8AxAdn6Igb4CQ5ZrGcCfQrqd/EKFF0jHHTD5uxX67WcRg0Z5A49pHatiAVyWqg5sfCIqIioqZQSjYzNNxiV1rZu1RhH4HKACQm2YL1GaEjvqzZ2/rq99556/ataAkcYRtKMVIGVlHRXlTlrbfO9q9c/uzt5TffcadPLkrnNa59e9k3U2OWkgHBRCtbG0wqqokIKkWlqABAZRMBgau83tqQtW0LYEUFgYLvnAst4Oc+/4Wf+4UvgkHuR2YGkLPzs//dP/3npycnv/N7/+mnP/1h13VDP2oRzYUQQRVMELdVJSKaKgG6xV7XTiaT6cL7BgBNtU6anXJJ2QdkR4QejVYn9269/oPj998ZT89TGp1zoakQk1el9dAPtlTX3b77oJ00532xcXPn3vu7i7BY7DP7HCU9ePDmvfsJMaVoao/yBvPVgysf7fj11/7ij/MwPve5D6spGqsah8vt/NDqVOuiwAXVvd15kfaRrrppkzXGoVyadLfu3j45vffxj786pPz7f/6Nz3/q1Su7s3FYnZ+vRazt9gA8eAQsTJ5dx86AtPENI5Oj6Xy6mHvCUul6ROTZgRkSGxYHToDE1CSLqQgV01JKTnmIfS5DzmjKQxxzTrnknCUWSDknKWNMIlZKUbVcoOQiaqS6DuXF03H63oM3792MxYgDxKQgqmgSGZmZgVljcmhx1feb77/SXIH8/DPXb0TjkhVICECGFRM5ZhXJeYVoxERIgKRSVIttyQhqZiZQETPJGbSgejVA9E3TbImtdQhpktIYxxENmrZZLHZVYPf5o8+cPLz/4O7jjz3+6NGjUvLB4eGtO7du3boNBdQMAZxzKeUq1HHz3UvOt861yMHAgLRyYAIrBMsmgEilf+9n33/j23++une/JcfMYJiLsNdNGlJiwMmY5c7D+8azzSgnq/OUzEl+cHZy6cGjxWwXVAht2jaN4bofvJmAucR3f3Tn4VsPmkbzWXf3rXefeuWWa16tE1aA5ujqM2jAiAqEAIyQLO/sTGfTuXcPF9O1Qj5f9sfHp85f2ozD7/zeVz//2U/v70xf+/FPP/vyh2atB0ZSVemzIkNQBOcw5lUp2Tse/WBbZhs6ZkAQFSJy2zZK2rYppYCh8w0BVPoVIJDzrXOT4PYWc6aZGXkXRME5Ii5qCuBrpV+KGWIqGQDMKCXJUtQgS2mOz975f/6bk6Fv2KOAmtRmvFIXwRCLGYG2jayH9tLO/OWjKKvZ0O8eHRXRxgGooJIq+Nahd3nMpR98CN47IgIVUAUgNdWSzUzYAAkBSskK2aAF9EisJlaKgTIhgWzW5zGOPrShmRA7IsdEANj3wzNPvfBzP/d5Igvevf/ue3E9PgrHgwyoNutmWaUkBTQFdc5PACiLBbcdQogCAmSzLAnIcOjf/M43Xv/2f+nXywZdFln1G/LYtrPleohZiDlJf+f4wcPjpUJEFzbrdc46cXZytrl37/7uzu7ufA6GpQh7ns1a1Ml6tfbE08U0F521k50nLw9xfff12099ZkNup4AawKc//bkrR1dOz863jHMjAHQuXL58ue0mDx482PTn3pMPdO/OfSBXRP/zH/3FSy899cKzT3z3R288frSzt7eTS2EeusmU1MCMHBJRNwlIgKDqGIDq5MayNMzOs2hVUulms6kfdYzJRJjJqvLC2OqEE5U9V65aJYEaZLPStFOqxMDKsQnee2eQm46cn+Rcdib7b3zv9Xs/u6lASZW3lCwwUUZWxKKKZgTI3jfPPNE9+9TRZz+zGdNxv5o+vAeTOTvy0x3Xom5FF+CDL/2gMRdAZavTNgM1VZUCVbFEKlKKRCKqKUBKARM0Q0ZCKGnYrM+btgvBV6GiY2D2UPKNGzeefvqZo6PLvmneev2N1177/r279zHL3mzum0bQHjx6gJJAYeKDc34KFSGsc0dkR2iqiuqQ0vr8J9/4kze/85eWNma43PSNcwXETAuknNEMyWQd4/l6XK6TgbZTaJvgnTkr/SCbJI9OzxFp2nYEWVVVganZ298bU3SO9vYnqta13ay0Z2+/+/3zf/3Uq7+4uPpM1u76489/9rM//5u/+R8n805UDZSIV6s++Ob556+vVmvncTabNs0GAR+erIrC2Sb/5Wuv37r36CPPP358fp6HVeONiB1xCA0TOx9800wmU+c4NB7JhzCZTjtEmjSt954zVzZe2wYiIEBCRmRlcq4exrINLmrIiGBahB2q1S5dECCPg4iZgSMqIqFp1Kzk0TXOLHiand5f3/7h2+O6145A7a+JfoiAaApIhAhawejrV+H6FX7yxtX57r07909PH9l6Pen7/esEzGZqBSQJIDCiqoCK1N7MsHJdRNWxCz6Y5pRHg8xupopFkplsia/gzKTvz5mla9vtXBgKskMGlfLkk08Tc04pDiMRHR0daSk/99lPS8nD2N+89T7EczcPjZu2zcIhN1CpHGaolc1SmYKFYnnjm3/5+jf/QmOfiIYYyQwJ131qfLcZBjV2jlT7R8vh5DwiNyKWc2pC6KYTST2iWyU76xO5jWpuHE9mB6nYWPpm0hoCssuZRFLbAbe4i3NbH//sj//NwTMfffzjfwfC7q9+5e/+p9/6Ta2kfWMEzFnu3n3IfnLl6MZyedL3y+ZwslgspvP7t+8+ilFF5dbd47Pl+eW93RsHs5efOTI1UyuiYy5UBMZ09+FJzrFiahfMA/Q+OGJkDA69I+9d24bONU0ITTsJIbBn79kHx8RE5L03k65pfGhKzk3biBREBwDBu2SF2SGib4KaMLJzc0WR7Bd7Tx2fLUvmSApADiq0iKZWOZSIVADYgIkBeczpoHWbzer68x/S6UI0gem4OXt4a5zsHXrfmKqq1h+tZMSkqqamplUnx0SO2FSlZCkRWM0sxqQglRAJBkxoWqSM3hFgxYSJvCO0FAcAdM7nlFRNtDSde+mlF37ty79CTON6de/me0fz7t6eX2/OcqJUnKMqUiwAiFZre6sS/PyTv/qTN/7yzySnYoBC3iCbni5XudgwDibWhk4Uz4f+4dkqFQCCdtKWUgwYzLzDrgtN41Vz36/YeHe6ACEgAbKckms8oKkp+yYlnEwbCEYYjtrJwze+PW7WL/zCP/78F3/5yrXrJ8f3teqPBQ8vXbp67frxo0eqMpvPd/d3N+t1HPqd2Wx3tvjJz95e98U5SoVef+vR3rSZzjozYkQ1BfTAbREMU2UOMRXnGkIuWnKRklUUivSbOFBBGDOuBhAATWhEwEiWS++cMQcm55gdkfdMxN77NngidEyhCc5xCI33nomdc87RfD4HdMD+0tGLzPMkS2RfgJvapZkZOEUlNEQFoSps0sa7/T0/m+4eHHXT3VUcpvv7VlQ0Si7L8/N1f2v/8JIPTaXxEnMVv5hZZQ87JCnGRLnkpINnRQA1TKkHYOfYDMAq/4KR0HMl2AIRI3lTG+NGioSmMaMLMa3t7u1fOjxSEfRuunt4eO3aS5tn0vCy6CanmIs6EwEEJlK0VFIgx4Cr45s//NqfvP3Db/fjmhBVLacYowwx9TE751VzCD6ZpCEfn8c+AlFT6U9bvbBzi+nu3qLrWHORQYHBukbWwxp9iDF3nQOgYYjQGmYSp96zc1y5WXuL+bC6//bXf+PJj37un/yjf/A//4d//+D0xASyaWjC3v7Ce3a+1jR29cplyXm1Ort85fDgcP97P/zx/UdnTEyEi8XejRs3SjFTHWNMSS4dPTbf2RuyqOEwJhWOMRctWUqMMUXJaWoAhExMiCiEpoJIzmqjlZihaKnYQlIZa2GewJYDoYkWwsoBKGpFS/LMxIRgSfDpZ1/+Bx/61dXaZByoFDQEULECiGoFGFEMRARZicSsTP3O40eHzz01vXa0c+0q+Ia7tnGNAeSUXLczbM7VQAGRthwcNUBRw63hgqoaWi5ZVNuJZ9RKCMplRGTGYApECMiVWEzsmbgSG0Uk52QGPjTEbksDIvS+FZWSUtM06IKZSolxPCnjI4DiGIPvHDgw0wxJYoIYz5dn/fLsp9/72r2fvlFSLKLB+5jKZj2oshozc8rqgo/gTzfy6HydBYv5lMbgm5zKYjFt2tYxNU1o21bzCMhIrhidrjbsJ9NuKjrGlIVQSklxDL5pWzw/X3nPk64hBhU52l8sVzfv/CD+/CtP3X7rQz9599bZcvPo0XmKY0zj3v4ixkFVnffsqG26o6N9591zzz5749rVv/r2d+8+OO7Ph9ls+vSzz6VYSkmgeHq2ms4XP/eFnzcOxMGQTTGlkkoWg5JzyilHyyWNcS1Fcs5pTDHmLHkcY8kgojnnVAZT1SIlZ1VRq9J+BgDVQkhkBCiAwmhohoQGwrl/cJLu3D+fzvbyvUfjw4cAIFrRHwIBRyQIPOkQDQk5NJc/+fKVz31ydu1qe3il3bvk286IwXsmb+gMnfNsaszOEAFB1PSClVoJOVXYWIo0TWOSz1anVaqLYKaiRQlZCakJKqomQIGcZ/JqVTbCTJ6IiJ0RO+dLzkhsRYkpxSGullISxNP+/N2STkERTAC9+96ffG1vb57KuJhNyrg6u//eGz/89vLkURbLWUGgz31KCYmZvGePWYqlk81mOcCozfkA5+v1fO6JSymuadwgJah03nnvY0yta5lRNW1GsSb0Q+/amRmIqgMcx1HYMfmYUlyO02nXb5YheENIKfmuTQ/f3w2zL3z85Vzkx2/dbLxvmhCCQ7TZfLbZrFOJAE6zxnFomy4E98Kzzx7u7v7op2/8xde/NW3D7v5+HBKCqcBqNWw2m7fffqudzhaLPXKekADRO5z4BrFlVgBHiEi6ZbQjITYCYpZQTQWlWCrRVCWnkjULpBRTyjHGUvIYBylljLmUUorklHNOIqWUNPYb5+eIIOO4fvf2eHJCRGAgaKSEyCsyd+Uw7c79ZBZ8mF+9tPjIh2Bnr4QZtQvfTBlZFNKY2SkCeu8NIcXoQtBKTke1C84kO0eIqkXEmq5hpLHP3jlQRTW1UkpEc941FPyFEROSbwyoFFFQJKaqt8QtN9NECakUBYAYY8kRJVmJef3AW/JhCsIAGVHc1/7gP05aznHcW+xOJq5fP8pDD4aqhRGzlZhylaSLYNFIjlpr755t3n7Un/cbVRCR5ZDbFvdmWiT1m4F2dXHIJmUsmoaymFEgRUMwd7bs2a/AAFGHTSmlAECSnFXXy77fbByX4Dh0YWgaOSktt8182G1wZ9KG6gIFJEXWqffebadxpRioI5Y0rocSGj+dtB996YWW8NqVQ258y2yiY0xi4tENm9Xuwa7IKJIuNDZUxvGCM2y1TRYRAFBEKRpCg2AEwOyInEPjht10ikTEvpKPTQUAREpKGQGJGLa4rqmKGoipSZHUrE76oyeu8Eeevfv6zxhZkBi5eeLohV/7eXn8WmraVEpQ3OnmB/sHu/uXuoNLO4cHtXMkQlAdYyJix94550yzChIpgIioKhqzYwBj7wL5nJ2JkOFs3oDFnIfc93F1JjIQdOwDO29qQIboVCVr2Up4CbBirZX7kQyAQBGtGEJop7O9A9Dx7O7NzbqPm77ve8TiWFWyW65vr5fdfMr3HjxAo0nrHYaq+cxZTGHSzUW0ZBMsYJAFzoZ8OtpqkD4LAZpB6ksxNIxXLu33m/NHy2XnrHUGKkzh8qVDKAOT5ZJSLovdvbYJqRQkVrMxjj40hLYZB7TRc96dz1fLRG2M4zAJUypptRYTnbeLsSveMxDklIHQgVVFJaFVSiMSlJKGYcgp7e7NDi/ts3OEplicOEQUETRAs5IzMZtWDroBo6khIVM1z0FmUlVHyg4ISsVGRUVVASGLYgJiBiRTMdhaZFxQRsmsEmIrnd8ck+fQhO7kQVROO08cpPf2kZAAAzbTTz//lf/+/3j9hedjzm7UXOLqZH36cDOd704PL4XF7lgEZeOcJyJAEFBgywoKWkkUIhkUEBSsHmBFYi3gm7bxPqmqqonkFL3nklLsNwaZnVNRVS2WRUqdoxMxoCcgUDL6ayESIIAhIaJvjVtkBoQyZjEX1b93+2G/Xq6Wy4cP7idNrkrHUxy71nl0jrkUS1lEJGeZTialFBHwPggoK/eb9O6D1e2zcYyCQAUVyF+5/tj9B3fTKi12IQMvYzrexFkXJ8E5R+dn/awjhTxsBjCnCqFpY97knA1QRHMRBMsiOQ2zpqi2Cm51fh7HMYbSgB4/Wm+WK5QY2BhNtXz/B9/LRZ9/7pmDg11CBBMzyyUxEzMDATtKOQIhkjNVYmA2ZkbCOlVDFFOFrSmRmcoFe09ETGtsqIJyAxOoUJ+pmCEzm0mFnES2eiR2W7QdLtxjrJIfrSpVRXMeCgCUK4ed27R/+dMfW7KyaLpf+tQrv/4rfj69e/N2THFzctafrNpm4brdxCGQk1iIbDJpqgwYzJCMkAkrpKBoYNXGqs6YK5LOrCAJsfGBiYfNZrNZIoJjXp0+SJtzIvChQXAli2rxjp1zRHxhfLIV4tQXpSJm22NXzRtUAADYdZeuPbW3tz+d77zxkx/eO3lT3X7rgptNLnUNdr4hQJEhpWGMY4oJDIJvQ2gMxDlm9lnSOObzVX8+5tWQHblJ4zITuOljTz4N7HMcHj48m0/YXLPKuBplPluIynozBtcEb5t+0zZz9gGIfQgSk4gW0fWmD6FJRVerTUN+tTqf7e6yY8JmjHF1PB6fDLdv3Wn2dxfzAGAppzv37z64f7zZrH/piz/vfNXP1KCFzjGxT1l96Jj91toEGLA450CBiJhYwfpxUwQWO3sXNi9VFI/suALTZkbgDAzRAVahGBGRaql0dkQwkH7T++Brm14T65akeiHSq1NhJDQpk4lTibbgz3z5F9/4ix998p/+/cmnPzqSPXh4//r1x5zB+TpvTuLkarN/6Uqzu+vbBogbR0CYS66xo1oTgikyIaBVJUJlyxEDmKqAKSJYyp4cEVUh52w6jXGM45DGIQTGKhyH6NnXZwiAYKZaiFjByLCUC2G3sXMeAKyIQanEWUUjY27mjz33kU3E0TrviHJ0JUfzjrFhcklxNfRFk4IRcWWaN21nwo6bJpSbD08fbNLZEHfms8O9nXWMcbRV1te+99qlS4f/53/xL/7v/7f/vt+czPxUjNdDPD05Xszm5Gi1Pg9OxlhCcICcSplMZ0ipH4ZxFBfckLKYDhlP1mMqWYMTdUnAeTo/PTlerietOcBu0oJHphaQ1WCoRZ4BAQhy105Q09lq841v/+Dho+XE+eeeu8HIQCgmgK6KZ8E5RQOgEDpI2Uxga77HtiXgmoIgVFopGZmBoRkBAYCpGJAoVP0EmyspDf3K7zvnnKoiVeUqIsLWKEbNTIGVEM2EAvc3T+7duvfi3/nlz/yz//ovv/W9+awDJLFc8phHXRwczi4f+mnLTMWUzcakSFid+ERLJUs5doBMjswRApGiZTM1JGBmAMg5MqmGAAihaTrcbSYdcWinu1hGQBDXqaJz5JwzNDWpNMAKloNdeHnV10PVUgJBtlp2AAUmItRCav5DL3/kQy++1KeNI3N3Hq72d1o+8MHparmKKXvvjIoPrm1DjJGdn3RNyuXe2erOaf9wlUTw5SeOhHVTNl2Do2RguPvgwf/jX/5LIM4CxSzmlBkT2Ro2PJ9s0qgtxlTarmuaxqxUXiUTt22rCkg86WYPyvFyFWeTaS4AACmlftRSsGnC3i72Q7p8eDlTw0VQQbKCUnWTqm4EpopE5+v1z955P2UYluv18DnHTupFB1UR56oAE0oRdn7qPW4FytuwX5U0IAC4pYNeOE2SyTYoXngbVAMEWOzs5pyQSFSpmripfqAx/EBdCFu5hCCCX0xX3p74xItKkM3QB+IAgo8enLimRTc5WW6Ka3aQSdgcqQqQVtUcAgCwogggVokLgHcezJg5p2xWiTqkqqICldHK3DSERE3TNvO5auomCw5TZHSOzAoZmphWWz8iFd0KPBCqdyjVp2GZkJxzpkjkEMBUiYjIa4Eh9bkYeHSn5+ucYvBoMqQxOufAmJgMKKUUY6JiQ9blavPWrUe3T/oRu51Z9/RjV+88uqdlmLfTJLIcRob2zp2baewX067a0MQYs2Mnenq2mk+oMedcmM3nyECwfc1E5DzmrKromJq2XZ6vzleRfRdaD1iKFEBmoq5tS8pYxssH80jywlNPpj5O2q4q3k0NwFIeukmLzpNDzUUUkFwdEVdYmQgN1EBr34eEVeZcVQJErKqVV2hguPWQ3loEqGpRqVoJBKmJklnJOecbdo1Ioa1j1lagW2WHpsbMolITLiEhQDjYe/GXPrcZhxhHBHQcnA+OGra2kBH7vf39bjaN/SblFNoQJg0CmZqUUt29EMnMGBERHDnnnICZKBHHcahOyURklaVlFXiGlFJADu2sHxJ3OwDoGzYtAKYKSGQCxAx24d2AYApqyuxKTiJGRN55tcZxIELVra8RIJJv/GTqJZiJMx1VYHW+LnnVhBB8Y4qqNPSjQSW5j5vRHh1vYgbfdS7MF+18cbDnZs1JHI7vPdrdmaZU1qtUQAIqawkAe9O5DXayXl+ZhNlk4j2sVqvdxU7bTcZxbBvvnGeWUlL1ADLgyTRcvXp5vTk+XS59aGboXXCaYtECis6H555/uvHUD0sr9sqHn33sscfUjJBExFWdosnWHU4SATAZIwDiBwreKnyoH3+tQWutgoaAoBd2MbXFU1UGbNsWEKqdswshp0yOTfKFqtuKWRucCogJMdlFFrxoCe2DElirGRChY9wMw+zqpVbT+fmGkRw4VHp47/j8dNPNFs7hZnl28ui+qrLzYdLsuYP57j6TqxNlZvTeMzkk2paHotWzynln1pRSqjkHIEn9JwAklFIUoW2m05kWKV3XIJKoqqaL5wlEjFzJ+VvzPjPLmKpjFrMHVEAxVFWpbPfaR6PzYTLRcRzXS8eOkWwcYxpSc9AZaM4Si6zWY99vXOsU/Wo5kmuPdnYmOd9dxr6kt27ef+H5G6986OXX8g/Pzs6mTYcSV30ZstEE5m3YX3TW6rDCfiiOejTnuN3Z2QcVNMi5gI3Mvus457TuI3n1frq7M79+7drbb78RY2q6omA5p36z8qE9XZ13+4cnEX72xjtFce/y9Z2DS13TqWQjb2agsr3ExJMwXaYRKAM7qZZ6BGCM5Mk523oJaTXF2jqt41+rb6ppXfXH/PM/++qj4wfPPfvclWs3fvzj14fNOJ12qLq/PylZ9w+v7V89uH/35rTbme0sUooqSpWbjGQVft0GKrT6G6MBMhh6gERZBFEb5PNbpyklM9is1jFnQCMCM9AYY1wz4mw+C5OGualIPxEheSYggFJETcCQmImJaVpyySWKFFO0UpAdEnEdBGYhctXYg13IKZmCaqmhHAnYMRqbkqqRMUAumom9I0ZDBSsGyI7UkHRr0GEqIjaMRGRqWsQhoAGs+94zOeeSlJLtfLXc9CVn9aRZNoA06RpEmba0p+7+2dlP3ktn/fLg4OjJZ158+523798/zkJFre2a4H0XnEMoBvP5bOxXy/Nl2Jldf+yJS5cOveMUIztiYlXzzlevGRc4p9R17ZXLl997560HD45FoZiK6HrVcwsPV/n+2+c//dm79+8/YLRrR+ef/PjLR1cuEbuiioAMWlAppgqemYzVQ7RmhMoPrvZUtfiow9QPpKcAW6lTDUVSStO2f/xHf3T/zu22df/xf/4fH52c+2Zy/dqN/b2dWeDb760QTQyuP/XY6rx/772Hn/zUz33y05/OlqtAzLYhEAiqawhUH8gtBotgaqaQx9QCnd68s9mMYT5j4jiOEAdAQEYyU8lJk8RBS5zv7s129tvpzIWgRYDRsUdE5yrb/sIngtA3DTnOOZWUAUFNCRw7T+SkjDlLKbazs+ccNb7NOY2DisU6cDDh6vNeIEPaaB4RUdGVqs9l9M3UTIUzueC46rOtTrjMgJldmDoAI6IEOm27orIZh34ocZQhCjFXc9zQNNNpQwjZig8ORO8tN+++v7774HQymanh4eGV87NlCAk4ORUHeXN+4p2fTJvWT1FpPmmmk1ZKcWjoKPjQNiFFFSm5SPBBTAnJRIP3zz79zHe/99q9e/cNsYgqUMxpHfn09MH7799LUbppMwwpLU/2n7xi7E77qEpQlRemUGS9PFNRMGWiWkFXrb2rPtVVlSGiKohEJLWKMilV6VU77jgOk65bL1ee5zuLndVqmE4nWsZptz+sT+bz9vT00en56TvvvvHEk88/++wz//7f/bv9vd2XXnm5H0Zmt82zWraKOzDb1rmoKkxV9M+gAxaKY2om8zCZpjgKipUiFVczNY0KEjfLkyIP797Hprly/bHFwcHe3n4IXkrRepgABKx6azlPiEzsHFDtSQWqiNsRQdIxxjEE33WNmjbdZNz0MY05joTYtJPgW2IHWLIMxXC9Oo2bZecbcmQIznuTjKDUzYkCE6gUtSJSCCyEgIjmvCOiGGNRJcfrzaZPaYimxRmAoRKDd60KmJZiCKZd0+wGjlyOS970ebNeedc616CZQ/EsB4tZQ7ZerhaL3VJyINnfW1zeXYBJHAfGhsDVcrppfEyZiESsqMy6rm3bkuHG9et9v377nXd848uQ+iEl30R1z77w4irTlaOr3/nON3PqOQ22Xl0+utr49t5mowAOgQBm0+7S4e69+8dh2jTt1lm5qgFVFeXiGJmvFlBVo4zbVm9rn6IqJuXVj31sZ75z997tJ5958YWz84cPH5iUcVgByaPj03HMs+nBteuXjk+XP3v7W5/59GeuXb0Wx7G2UbYVNSCAqsmFwHWLbzEzIOWYV6sUExRugmsgSzEzAhDw7MxE1LKoSM7p3Lmxmy+Orh7t7C2m04l3ruQCFwaFsHWBRzMTUWRBdEjkvOZSUAGJkRjBUs5F4rSbjOPaeRdH64dhuVyG4Oc7e8F3jj0xE6OUMtBazRhL2qxKn30TtJBj9DRvArNzhGQmWgqCec/VtBBAXINhNQ7edQi8HksppBJdw6HztUEmZgTs+746cuuQTfVgZxHGOEjuo5qNTqWouMYW3fRwMZeS9g/3ABRLms7aQGxqSiqS0RoEHNe9ZUFH5IJjSmkkpDH2TUvI2oXwzDNPni+Xy3Xf+q7PVtjNF1f+2X/33337tR/++j/8b/6///pf/7v/z79ky3GzLpuz3fliSTgIAoCQzebd3/7KL9+9fTsOm3nbSIkihZnNlAmYQCtmbKaqF1YwwEy2BR2BERFNTLLkp555/Onnnl6v+rfeeiemUiQbSIo9a384P/zIRz96dO3xvo9NO7185UhMiwgSiiri1poNgKq3+7Z4BwBgQBOBe/f75fnAPkyawBxSyTkroHPOgUnfj6oGCDmPpGGye+nZl1+5duMJ9B4QsxQAYOKUknPOzAiQkEouWiQ0QA6BQK2GaUXnkEjGQfLomBAkxijSmuUYY9N0Ozs77NCsGHhkImIMbkrsGz+bzpYP7w2rk5T6uD7XnKqZXTvzmQUNve8AJKWhlIQkZOZOVpsxpcO9eZWdqGFoXDdpnfMIJCJSBIlSTIAmpcQkgBh82Jt2PmKLWrJ2wYUwVS3MBJoJbb5YNMGVfpPGESc+p2SizXwxxhHBwPn1ZtN0nWVt20ntRopIKdIEB2B7u/sf/vBL3/rWa8sYqWmKUFHYjPmHP/7J//Qf/vEv/uIXdw4OmxYDbFYnunB2uLN372wgYvIOgRD04GDn9Dgi2QfOMHVCT7y1uKlQtSGCCDOrmkI1JXGARo4YeUuXEw1Nc3TlqgGdnZ6Wkl0Xrl557KknHr98dOSaZu/AA3LMaQuJbfeQGIACMuGF2h5N1SrlkMxyTk3rHnv8WtfM+vXw4N6DnJJIqWq7FAfn3WTa9qshNPMnnvrQky99aLazUCATRaxGe2C6xULxov+1rcFiBkRiV1tgFUEikJLjoFbqQazTIVENwU+nEwSsu4kAvWbwzpCQiJtmQo72mm6eLsuwGs5PhmEZ8+DjxnfReYdIznnAVg1ziSWNVoo7H/MYx72dbhyKiLBzITCRqmai4BwDKsg2dDnnUt7EGHPKoWktFSraInrL3sB5jwTkFIEa7xxZP/RdCADQ+NC2nWNuQnDMCmrEQ8zO+RgTEqmp40ZEzRwipJgW88X1a1fG928C8qHf+bPv/uTf/tv/YX//4J23f3r75jsNlfDUldbL6enD3f3dOcjDcXOWsjo3ny5MbRgG+2vTM6yUNwUQU+ccs1MuQGDbNTQXXlAXjeGF6z8TuWpjsdgxZjq8dGhqnmlndzGbz5gZiOraGvb+AxOsix9K1d4PAQwUiQwNkVQKmjnnLl3qHt5fKuhm6MGBZ48FSFg246ybN21jIHtXrl6+/sTRjae7xTSJGKiUjADe+yoo8j5sAVhCACAmkayqZAJGxg5xe7olx5QGJAs+IAoAOOcItFrdV1y0omUmmjURkiMwBvYh+CCTVruuabuwamMe1DSn6Hzr2gaIAV1oJ6axzzHn6M7GFIjYEyhMJhN25AIAQeMbIg9AVHAsI4CWktj5EHwuouZiEiJvLGAqYALCzjHjtPXT6bxpJ6cnDxxj17YEmHMBG9RKztERGxIAFcGmab2PxH4ymZlhTsVUmsBpjGp26fAwpnG56nG2O2/C7//ub//Kl3752qXF6fEZY4PY7u3vxnI2rvvGjZcn01uP3ru/WjcUvAtIVlKUUmfJWNFnQMglA2II3rTkJArGRAYqKhcuHmU7wKibkhCZHSE3wfPu1BS8b71j58gIgRiBgaqHGn3AbqgTwu0ft9D79m8Vqk9FHU3ndX+OqsR09cYV8p6Ip9OpDxMzyyWLRFWZLfZd2xQxFSA0MPDBhxCYuWKetWp07MkxGzi9MBvbBk4EANMiOaqU6rOX8+i9Z+aasYuUurWAGCqpP6UUpYw6GmnwrUcyUlWIqsa+IWLfmllOEdmzd+AMEEI79ci5GdyQpJl4Ax2TNR16TyrahknwjZqGEKQ4FYkxiuYKZ7MjBpdzTjF6HybTmeTctU0IbJh9oBBcHkZINuu6xlvjm+CbEJyIpCIQeBw2uShxE1MiRPKNABL66XSa4jj0ZTrpSGTeNge7i2E9zKfNS09fufmNe2++9d71y5fi2d35tFmNOSc72N09OT3b2dlzhg/u3E7NZO9ggUJFStOEnb0dMVVQNK4JkEz6s+MHbVeRxW3lzkjEqOjrkBXwgz0O1bK2MqaoMt+R2W2taevA39SqeY7WqTQAXzwQqpdT1YLU/SsoIACkxCbaBDcjDiK82L+8f+nQNw03nl2LBrnkOMQ8RFUlZbHsHBFhYOccI2DJOeeiWl3NL2xIXPWJgb+B0YpB9QoaVcU5RiJA50MAwJJLHNcpRk+BnUMmRCGiEDwrZAFEAbOkGQ1LyiXmnARBiLK5BBjMCkDdoYWAzrBBp07EEKgUcQ5DYACUgipWckbEmvXNTKQQcSnqfeMcilLOqWmaykJuQ9v40LYhlb5W+pqNGb3nOt5Ss34YAMyHkHJOIqZQNEMp3aQzlTGNk2nDoe3axfnZgzEVT9Awe+/JIdj4+NXdDz/3xNs331lMnpvPZpcOF8t+eOv2o09/5KXNMCRJXTt57snrxxmdp/lkevXa1Vc//rGDg50YR2ZfqytVa304fnR85+79rutqKKnjdmLnfcN1G4pz7KoIwjkXmJ1jT4zeOw5EYGRYP9rtaAgJ6iIT2Dq7KKAZELHWBSJWXV+r/h2Iq1M/ZbUw2Z1M54vdg+l0YWDFkMCB1h07pPXUeF9KrgPsIuAAxbLVLRsC7Hy1shYpDQgUKCk6InYECGKoKiknyUWyFBHvp2rqnAshqFrdcBg8e2ZmQjaRWLQ07aTxbUNzANVSTMUkEaqkUUuxPI6bsUEHQQHUtCASEgIROieFHG61EmW+M2dWEfHBe891GiFFyJGZOufHIauZ82BgMSVEC8GrZCFtXWtQmLrGBy1SHXOYGdDGXGI869puNp0iIhgqAJOrzMyUcuja+aRjz8Bk7LvFgZ/OSeOD2zep85NuwXy/5H7uwvWFm7xwY7KYxvV0td5MDubHy/7sfDWbzxWsbf3VvZ0FTyG451545kMvvsiOS0mIH2CkRMQPHx5Xb180552rrAY1MoUUxy2KDGKg1fwKMZjWfS/Gjs2Q2RMSMzvHzntm8s4TE7PzITjnAKCdTJvQeN8gYwXDEQi5ommWRilFjZxhe3D5cG9vn30QUSkFxPIYhdnMUkpm1nStSEEjMhERUakaqjFGMHVhWgp651QKoOUoUrLkNEghAmRUQzUtOeaUpFhoJ2YtAPgmoHck0jSeaSJpy+ZlYtEkahw8c2fAAI68B1ArXAs570Lql1KiiUoe2XlAx4bofIV1fBNctRZWVQSnWgBynfc7DlahH1Bmcs4xqxap6wKQLDReVVQFRUvB4P04DgZJVYlExdrgS1YgDG1ou0ZMSpbqDp9SyVmAHCGnVBRsPpn4tutjSg/PFLTxPD24ypZRllev3FgO65nrPvbctR/cPgmLNtATDx7cdsE98fiVt9559/Dy3mQy3azXDTL4tgQ3mXSAIKKI/IGprqkRsogt12ep9HzKzK7aHBA3RA4AiJDZAQg7ZK76ZnVuu1SGgclVcoGZiIKlUlRLRchK3cxbjZDRiJjZV1dbR46AfRN88Mx46fDSZNYW8T4sHLs4Dk6KlHJycnp+dsZEh9duNG2LhI6dpiyloFmSHGPvmFG1Pz8uIk0TDBygpFGddyH4IhkrATqXpLmUfLGlS3MazaxpGzOxiy1QdcpYUgQDQkGAkhWBGMhyspzBVa6bAiKyRy3kgu8ACXJc54vNRGSsaAEZPavqOKwcAgHqGK2PcWe3KaUAoEoBx4xoRqUIOzIAZJIUWSnULbFJrCAiQCnU+rahlEZAaLxPSWvHKwBd8J4x51ENigIYY7GSNCu44Lqu7SbtYvdwtrsfZjvdbLFajv0mJqRu3jYEm740zWaOIakdzXcHtW/96EfRXMdNW7Br/VlJJ8fHfT/OZnNRssmCmINrHYcqQ4FtMQTswsHlK5PFzmZ1CjpK0VIkF1FFRKrTNlHJWUWKaKlbEWIqtaMEM2JmYkBwzjl2SOyYvSMwaUJg7+q2HSZCZDAxK6jMzFayghX1mrwBBybkq+bbcRwkrk015Tys1+fnZwJw4/EnqoqZ2YtKSdkERGI/DsETlXh8fG+1PJ4t9rrpQrOVtDEoELwVD9W7KMdNv9ys1zkZoi+Sh3GjZqHpLokyAyErWSojqEqOIgJ51ByzFGTnGk/OQbYSHeVMTOY8XjBLER2SuNARB85ZoagRmQBmLT0jm0kufXWFRDMIwfvgRSIAOB+c8yJSpBCSWVE1ROq6DhFLKSKiaiIavA/BOyYz8c6qqCuLihijtKEFxFxqwehMJHg/mcxUJMXonJ8uZu182u7uabfojQho7+jyjdlOyjYOwyS07Xz/0e2fjvfeXHiKSQ7a8OKV3dv37sfhfO/y441DgIos4DCOPkza3UvOMW8NGOv8pPrNWdd2tI9AgHBNipiC1e1kKgikaqpZVeueupxzBfZSGqWycgFV5YNfgKjFipRYRErZ9KPWPVigjMgXVs0I6LxHNOfYN4E4ALo+js3siFRVChnEGFer9ThuipVLR1cuX73UtC0QpZRUCgrkXIZh6cksloeP7sfYd93efHapZOzXZ6a5lEQMpjr2GymJkNSklBKj9WNabzapROcDsxvjqKK7Y2maBhHbtgEyBBnGzYP3by2X503X7e7tTHcXkxmgEZI3Yhc6H5q6ia42N8CBGdmbaSwl55yZjYigmIoyNa7us6zOylaJjhd+NKrqvSemXMQ5L5JFLKVYkR4wdI4QoW2bJjgtEQG9C2MsQywIELxX05StFu9N4yeTaUrp7Oxkb2//8uJA0MFkRyfzN++tBh3IcXAPdxazx64/trd3lRtn3RS6btf5lLKs7jSe0zjMGZ462iumiw6H9Xo+n50ePyjFA1Hqe2+GW5cHLNUWYwsuofPu5OTYeX7yyScAPbNDYIFSSkFyUkQ0V7dZUwNEU8s5SyklFzNDAtWypZGoiSoYilouqaQUxz7GKFKs1kqlVEYUb0k6yExmFrOIwN7BVecXvp0F9ucnZ6vVarVa+eCffOaZS0dX2PuiAqoI4JCLSRwHk1LysDw70SL7ewcUpjnh+fJkHFc5RdXMjGO/1lKmk7YJnYr2wyjKqgaIotwvNyF4H8Lt2/f61aqG3rZtJ/OuaXzajMN6uP3e+wi2v79zcLS/d3htutNzM/HNDIguNhhCDSiAxlTdjIOSiUhKERG9b5i9D+TYOdUq4zdEqs0QEXtPKaWcC0lFocBVkRCAKkwnnUhJKREBmtUpGBqlYsNQ1Cx4FpWU8yRM2NfpENdtzrv7u9NJx5568bdP8qP376/7wTWdDwG0zCf+vZsPLu1dnbSNOARHR3uHR4996Oy90eK66RryIeWMyP04hI33DXddKypjTIA6juN0OkcC0QJbOGALKY3jeO/e/bYLzrH3fhgiITVd54P3vkkxB9/44BGIUJ1nJoauRaoUU7RqL3bRxG+dBpEUDERKyaaisp3w90Osg0IppRLkAQwEVEEUXJiHdh58tzo/SynVyfHRlauHl66ya4oaMjCRQ9SicRzjOMRxWeJyHPqDvUsClHPul/358iSOAxETQckZ0JGjccybPsacxpINfb8ehjGdL9dEOJtOHqSHD8Cmk6Ai3nvv/c5i3jSh9UFF2bnV2Unsl8P6OA7jZSu+W0xmFnxTtLqnohqUnEBTMfTOsQtWTShNc0mOPTCRA+eIzEpdIItIRJ6IUopI5JzLScexOG4LpyKRHYTgTXmrosXctKHuYkLFrLYZUykpBG9WQB0YOg7Bt+wDE5OaQ27bCTp3d3NyZ0lv3ym9mne+bSWE4JizwCb2x6dvutAheUL4Cb9zdW/26lNP4/J92iybhmgDeYjZZNZNms7PZouTs3XKim1jBmZS90dWOArMpGQTOT1b9sOmadzxw4d7e3vnp2feuXEcmq4L3jPzJg+2qX72AGD1TpMjIqcFgLkuYTWrFrVExN63QMSE7Iiali52ih2QrxpAVcs5IikRoqgoxIQxeufncczsw2xGWXRn/3Bn/4BDq6YECIoqMhYpOfdDvzp7hDqul6vJdJJSkmEsCufnSzEJXYMApaQYU788z6UQIxAv16vz1UbUR6WT45OccuMo8BkQOufIUdt6zzidTfoxz2fzvR1n6Hm614pYXqvIZnm8PGt2HI8Du9C6MAVFUxURFUPUmIeY2LtAjI4IXVDQlGMpRJ6cQ63OHIjovSdUKdl7j4glq6qoFkBixwF8P0REYEdxHERy8Nx6dgzOgTH3m1iKXOy42s5JCHE6nbHzKSXUbGj9MORxfevR+N5JXmVg16YYa3EzmUwq2qRMrvHDkNFEwN5cr8/Pzj/xzOVu79p486ZDLWgiEmPc3Vt00+l6KH1ce0dWYwJUsjJUe4xKnx/HTSmjWefYz6bz+XzhnRODSlSvrZOqfcD/rNblgKoqSAygFRVVFTMoBiJK1BOimRIjEl/YvSMQm5lzzrGvD2HHVU5PPEHmflwNm1E0x34k5sVip+0m1TRGRcRURUwtx3T88J5HGceRmOqCHWY+PT0PTTOddCqa4rjpN2dnp5oTu6BFjk8fLTdrZL/uh/cePCo5gxiqzLt20k1CE5rWiYpndN7P546dyyJo2DQzmIw5ZWBQk3FYz3LCRvv1+XTBiCQiuRRCDsF31IkCAKiUmKWyGyrV3kSdY1URZmJ2k647OVkjmHOO0BGayOCYYi7MnpmYKaVYB62eedqExjk1JUdjTLC1Nqa66oMdd13XeC+5qOpquTbJwMjG752c33kUB2gw+NqHStRhGE9PTw4ODmaz2dHRlZ3dXXSrfr0+3L/kfDg7O/6Ln9z64see3Nk/Gu/eBMIQPCLs7OyolKYJk64FTyLlg/1CalojSLW7UFETJUPHXNeTpiKiZYtZb5nvFUswIt7eEK1ggrDzzKwiwbtK3CNgItpKu9C2VDsDJDSkC8eXkerW3bpMmTCXWETX65zTxV6q2aLpWkTQkmOMAGBo1TTt7OShJ0PTMQ7MlHNpmub49GTSdm3XjjGOwzAMwzj2AEo+FNHz1UaUmm729q1b77x/38iDQcm5axriwAFJOG+GlEZGG2OMKR2HxgAcoScGGR2n3UUzZZ/HbKUEh2MZ47DsugloyeOGOLTNvvONSBEE1Dyu+/XyLAS/2D9woRMB5wmKIYA6xyknIvKOY8yEOpnMAGzTZ2YCtJwzEXZdMw7imLvGT4JzSL6bpJL7YVT1SHU/ojmHdaE3s1NRUM1Fh5i54eWj1bsnMop6p5K0j6Mp5OrdKWW5XLZdt1pv9g8OHp48Cs4h0pNPPLG39+Sdm3def+/BR5976dGj+5AiEYbGzxfzNAwAsFydc05u51LOpeQiIsSVrFk5fVqKnj46v3J4hMC2ZWAhIlkV35jR1kx720WKKBFgxWPQzMQEL3gRhkTVIk+3q02253nrtVWF0YiIAiaIDgEAqWiJcTSYNk03m3Sr1bqduq6bOu8QLMbRVJld0Swi6+Uyp2E+aW7duo9gzA0RLpfLJjRpjKdnp2qWY8o51/43qwxjMuAhjq+/9eabN29yMwNRBJh0HaIbi8C6PztdxfF8jGvH2D1onEcrSkghQOubSTvZ2Zmky7POB09N7AcwcUzjuAqOECAOG8OhaaaVGwFMZMYEjFbSWPII5AGcUzNQZMfIJppFlZSYScFiHMDMsysSDTIzqCAaeEeevWNDBxwYwKQU73yf1ESZfc0JofEu8FbnAOzCBGKKBd+4fbos5D2P/VrUNmOMMamqaAHD5RKZ+fjRw52dRYwJUE8fPTg5Ob586QjUXj9+dGl20E0Xm805VImKkW+mOWUwwFI2D+5YsUf3jrrgZrs74LaiPiK6d+/ua9997YXnniMglXih/qPGBy3ZiBWlTmwdOVMAUDADdFu+nplINrPqJoWmwAQo/Nf0BdqeKt0iipU1epFkq6dGEtG2nYG507Mz75sQ5ls4Po/FMgLG1GuRlMbl+el00pyePtpsNrvz3ZzyZtMzu6HfMFEburHvTbJqEZUcJRfpx/zo9Pzm7Xv3Hj5oQ1sUxpRn0ykhq+BY8vm4Hse1xlUpY5GICAxEYM4RMTTOT7rJ/v5OTjuzSZi2k/Ozs9nuTjNdSJY49BQ8I/TDMGxOgg8G5thlE7XsgtOcx/WSc2EfHAAwEoHU5FXl5SFQpc44ZmLnuIwpe8eEfhjGJjhHFDx1bVsnD0U0plyKOee9dwhV1xV8M1GgnKQKJnf44J2Hj443aw7TGEuMKeYYSzYFM1RRESWiIsVMTCtYVtar9f37x7Pp9NLBPrC8xvGLr7yqWvrzZbVCDCEMw5DGofOEqW91XHTBed6uEqu7RlRv3bpZSi4lmUrlJhOzaHxw9y4asO+6ycQ755wzFiRkRuccQKh2o4BbGhdeME6tGjpYXR2AhqoIhNXzHNXEDEClvpNaVERNG7LJ+cnQj6MYtF2XS3Qu5FyqTY0UIQQVXa+WZiJSTk4fec8pD+erpZk59nt7B941jx7eXa9O+jEW0Swl5dwP/cn56my1Xm2G9aYvBqGdOUdqmCAQNWkcV6v7eVxKHmIcco4AxsjBkXNMCBvCvh9THNHiwe7O9ctXNcvZw5ND11jRUbFB9N7b+fny4d0QQhOaEhokyDmXnCVFYurYE7ut8TeCNSGMQypFu9aXUnzbmqpgVauAZ1cLee/YVLzD4BsrlkpSBDVIqRS1JgRERdQQgg8NuuDDXGF0zkuRSHz/fMwGnvADf5+qqRRBBHRUExOo4BhHKQJgzHwWj8fNarM6cY1bnx+/+uKHDo6ulzF7x23nN5tx029yygF5Omk49avjhwfXLrnGSZaiYqrr1fr4+FHdoVcXvtWchqDvv//uW2+82bQLH7q2bbhu/2lc8Nx2rfdd470L7P/mL+d98EjEzgEzEdb/tnt90XC7/E3Ye1UDNWLue1mvYs4oqmI5NBMtmYPLOY7jBsBUtW4OyTGPQ9+0YbNZp5TaJpwvz4chdpPZbD5LaXxw/956db5aniqQIY3juNqsN30fi2z64c6de6fLVTudtJM9tAnqHNTHNK7O7o2bR2UcUoq1uIQ6vC31ogiAiWjJRU2vXD5LxSbTZhii5mJF+iESo+QscdxsViqys7vXTrq27fIYUy6m2cBcN+0mUwcAYBqCU5WUEgIQsm+C1X4bwECZ2SEWBUQraAgUAoPZOIwCZoSiHwyfjB065tD40DbIzWyxh7xRkYzxZL1ZDsKAqiWmMZeoZjlLSaBKjBY8+cApl5ILM9XOTkyIMOUx58F5yP3yez/60StPzPphfeXoCqCmHE9Pz7pmYkCtD9PZBEqMcZhB3VsKqhbHWBkj3jsg0GrcigSALzz/wqydX7vxzDpGM00plZSLlJTietVL2YgUtaKqH+REQofIwOi99459CMGH4Ng7riQnZgRE77wCLHZ39/cPVMm7HSmbMa2lSNdNPRMilpJyTuzMwFSK5MzEMQ7VamGzXhNTynG1OmPXmOlms4oxnp8fr877LnTGuBn6McaYsiitVuuHD0/7YTQAUUs5OzIdV9qfj/1xGtcxrXPCSp9FQBVDZ2pWRLZYW9FBMq3G1XrsxzxfQCoplTyOYxoLe1dSAoDpZJpz3qzXnqkAWspSCjE650FVpDhTYARk7PuhbUMcxpILApkZhuCd12Kh8VqspCpNE1B13OScjRURi0oqqWmcGVQrOwJqfMtuEiY75AI56Ycz9C5lK4jo2rrw0VRyATBS21Z6MQszO2IRVd16oRIzky+igIZi6018997dn//kzz98722DnOLgG5cyTRsiAC3FOd3dmc2nEzPYrlBSEzEQJvDIHmjrZ8SOJBXn+dL1K4dH1567fAmg7tKBKtKSIlZEJIlk0SxSRCylnFNKKVWntYqy55RiypvNULOt5DT2cezHzTj+6t/+0t6lg1h4sxqRoGlaa6HtOjAS1TJm7xkVcok5FjAFkZwGRtSY8pCY/GY9gIIWICRGPHnwIInuHBzlmJfnj8Y05pKHcTg53RyfnQ+psGdSKVkkDklWJSXUjZZeSsk5qzkRrSN5M9SiLuDFWhYzAO+5aX0RKymlYcDAWXTsY0qx6V3KsW3ancVBETk7O8tFRYdSMiKQa3zTNG2HSI4QEIAJm6ZBpKZpSs4xpq6bqGpKiRlFBC52uRMTMpVSYoxNEwwp9oOpsQ85ZSYHiDt7+9PZfMxZ12sphhyQXSm5dmIpZVXxziMXKFLtTYgqiduKSAiusn1rq+XYFZFxTIiADTHBg/snISwuHd4IITvnTlabdZ+JNpeOdpouBMfjOFQSn1rZ0t8MmhD+/2T9Wa8l25Wlic1urWVmuzmNN7e/JCPIyMyKyEwVBBUEPelBT1L9t/oF+gV6KOlRgAQUIAiVgDJTqWyUxQhGkIwg/Xp3mt2Z2WrmnPWw9nFGSufhwi8JOt3Psb1srjHH+EaMwcFjCtid4Gaq1tO/7z++84j7m1vt5Q2OhOiElGKAGBDc2zUljETX1HB387KZmnm/f5krgNfWoJXz8+d/9a/+X9O0Z5ysArMNk5TaHKgvfMCts77WWprW3g2RS17XdUhDLdWsWWvz5WIA23Eahs1vf/e7EDav37w6Xi6H82OpWVs7Hk/Pz6c1G3FCsmEIzS615bwemq4MZNbUoNTGSA6gzQDgCjtB6s3W3boYmBFxXU9D9GHANS9T2g/DcDmeVLXW9vDwebvd3dzdCYf97U2+LOu6nE4HRNzf3KXNJoYgaRImRPcobGYiIYZQrz6ZK8rnei/vwo5brSWlaIYpJSJSc6YggmYeJHaAUjV/Pp5rA6Qch4wUgYmECFkkui2n0wKoIgEwmLYvYQdXMHM3wxczVA83l1L7ys8MhPFwuMyX+vU3Pz4//E7N11Kez4uCPDw+3e92BjSkodYa7Mr37JBPCVxblivZ4gXUAU4oDqptffeH36H/kMbx2v18BTEwYq/DvC62zdS6/RTQwfGlO9k6DZcEAEIwsgBQtjd75ujKKVDYwfE499+kqcUggFhqKesKboiurdWSXSu4E+O8XNT0cjq0psMwTtvtx4en7e3b7f5uXnOpB/CKrqWUUpUkSVBda0iptmZgZmWdC6GjoGlf8CEAgiE4AYGBGzozGrj05j5mAzicz2/vx1/+4ttvv/3qD394fxfj3d3t5Xhqtd7e3qqVWtvxcLxu2b8QIlrT1l/sNWxQmJCRHbzVKpKIyWu/JCMzt9a6KN9qs9bclfg6qPZhohkorAaACoSoAMjcb4IS0loKSaxNIfQmU5ymKYQ5xLSs87KuCHzt5gQHuN62rksVRDMj5i/ZBLjyF72UcjidXr/aj9No7vOSq3le9XLMz6dlc3s7brchBPhHX+52f3+3LF8TopkS0RdsRi3qDoR+fnp6CnHabM1d5EU7EBYOiEJEAM6M5tq0261IOAAwUVfdAxG4GV0XZ605xWEahs3vf//bz58f/vIv/9maLyK71pRDUDNTzSUjgDDnsuY1xyAsrNrOp/P5fM7rXNYVkYdx83w8Tdt9HG6qgtsqhAKNgpQQN9udS616ZAErSgISXRXrogRs1syu7iBw1KpgaABGhoxAeN1SEALTUkozu7m5/ae//NWr+1fv3n0Skc1mGyTM85zXdRiGJH54eLpc5nGcps1IiJvNRlvtP+J1WWS8iJsCgwMhiqpSBGJW8KrFirobO6IDNHXXTkBQ9xDHEEPJpVjjELBobSsxqUGSgM5BIscYgNfcHDE6IeK6zl5nkuZQQmBwrKVdsRwA6BYjpUFMlQjMAIEA0Im8/+KqkfvNzfjD99/f39+cl49NK2MQQhbsjWe0uR3uXoOEPm4DAJA72u2r2zjG6oYsL0W6BiySmKu1puAkLJ3F526I7kjWvAcTvgjzhGDuRFQ7ug+5XzOJmFkAvGnlGIYhmbuglLz+v//Nv9rt74+nVWRsrYdkg1ZrVRMLItaa1Wx/s1dt5+NhvZzX+WKtLJfjeTnv96/cXCjGtF2LumoAh3xpauYoIcBaLufj0+PnubRpdwcEy3xafPEYVG3JCm6M5O5a1dSJQYhAiERcDRmNkK971SaEt/t9msJyuZB3nIk1s9bscjmXvALAuqyfPr5PKd2/frPbTIRGQgDNraHXulyEiBGdWdwdyd2NRUyLaiVC1UbOfZplDojQWiMO5r4sa611Xstaap+ucrFSFWk8X1YJ8Wa3AwnL0ynE2NzamgHQXNGN0B0sDQIIrbXOUwgBUxBAUDPoDB1AdwiMRN7UCHHNddqlb7/9IY0jEJMM4zC0/HkKeLeftrf78fbOQnAOLLGHYhzczTeb6f7+vtb6kppBvLYamwR+gTtQ7/mA68DRa9zpi6OBqPeRWP9owpXNAv2s7ckAQFPrONBoTd31fDp8/+OPd3fflMLMMeeaxsFM15wDS4xxXVc1HVI6nY6X06nW1Wt2qGs+nc4HlrjZbufLOu1el6puTlYPD+/OT5+QKZf69Hx49/HTw+Pzze3d9z++XdXff3xgGm/28XQ8zPXUh6oGBg7oECIzd0uA11IBnCUQOhNs0hQcwfTn372tefn88Klb0i7n87LOcYj3b786Pj8fHj8QZsZyfj4wgevNMKQUo5DUNSMwIMtVzDOotYzbMKShNdPa3K3U7KoikURQqF/UOvNnnk9mLkFCkKYOAYgCWk/Pibq72eF8VofNfueIJHT4/Hie1xBCCjxFydCqWQgYRBCAmYm7oHnFLRFdW4+C8N3N9nxZc22EdHt758BrqfvvvpI0Xdb5cDpMkV/f7e7e3vNurzFRDwIj9oJKZh6GYRgGRCQkCeFPrKGXzHsHiH351/5NQSf3jq6Dvnu+HnWueFUe8KX/Bvu5VUsG9EgCZtZUa3UH1Sjhbkj7x+cDYCAO5/kAbhJCyUW1IdLz09Myn8GtS6vzPD89Ppr512++Oh/PBgQOoI01P7z/h8dP74hwyfZwOH1+eFwu85///Gd3r95+fHh6/+4DcHzz5qvHxwfmGIexZkREU0MAJooiDqDdjWkWE4sggL26v//m1avleHhzt//Vz76ej6ca67ou2srpcKjr+urN61ff/LC9fQVQHj6+m8axLut8Pgbh3W4rMTogEZdaoRR5Gc8pRAlCZlpKZeHWzEwJUFgcUd3dobWGiIAQUj9OLFcFNCJghuYeksQhssQ0bnJra8lxnGqrZOSOatBaI8JpTO7QagO72sOJoON+WzMkQCd3uJo2a9nd7tMgHz4dbm9vb/Y39/evWeJpPg/jzioVUwp0f7cfNkOTAMzAwV8yFA5Ofo0LM70omD35DteXmaped3vXoRx6JwDhNduM1x2iXgc+QOiwDbUY4/W3AnNTEXRwdAXXUosDprT9/oev0/D6eHiYl/n27lWzqq1tprHW3M1Mx+PxcrmAq6ua6XxZL+fcKtze3tXaTqfL6zdfkRu5Hh/eff7D3xrhUvXhUj59fljmyw8//jAO8d//f/7d4+H83Y9/tr9/9fj0xEy73VYP1UQJsUJxdUBs1lR7ayfEIOMY3DSFcH97O43xNm1//u09adFcmpq7DUOqtcQQXr9+jSGNEr754Rfu9KAfl0sLAimGzXa7ubnJpUocHBnIRYgRWoyCoCWvIkPghMCuc5ekCii5XCdrMCLooZRlmV+0D7gSoayFKCxUa15rw5j2+y0YrEs2h/N5Webs4NaslJKG2K5BDm9NhckBWlMAYBZtAO5IyABopktGgv/FX/1X5/kUGII3iYEkxGnz6d3D8bBIpBjDdhMrszkCKpq/cPUciJEASJC4SxvXaivDbm5BBtdmL6cVgLdWAUBAEO0q0YMDcAf5oWOzVuuahtSHQespCrCr0wGwQwMohDjeiU3Pz5+Ph4MxhcjrMgfhWquZCtHlfD6fjuCtlrl7gaw2RECOIY7n4zwM25BCrRdW/fzpfbW2rvq82tPzeV3n+9f3gPQf/tN/nuf5n/3TvyIZj49Pg8jddvfup3dJKEha5layu4OZN1cyIEaJnIZATEtpKQBYW9clBNdWaq25ZastjZvdzX4ah7wZhs0WAIDSdPfNdzLsbu7vX72aL0cigpim+7dR9XI+T+M0bEYhAmKstQKOAGhqIUheCwl7BkDoOkMpTZhjDLUV1cZBgsRcSmtN1RFJS6lNHbg2ACQjypfF3ZHE3JEkhBBCK6puyszuIEzKZOYAVlull4xo96pczw4md8i1hCAPnz+pt/2Yfvzx25h4d7sPgn/87d+kEDcpiMNuGBYm7eeHeyeY/8lqAHiFOAIAGBK4wYukcr06Yq/oBhdhMzczIu5n3wsB+eX1B9TxFl3b75IqXud+wBBMJYbd29c/Lyt8/PQu1zWv+f7tWzAz1Z5QZg7z5Xw8HMCattIVRG2NkXLOMQYDyK3e3+7K+ayuy+HYal1yLRRWbRzlLt2Nw/j502dV/9Uvf3U6Hg/H9z/7s1+UVg6H8343NgiHw6G15q7gaGqEHfeDRMBMeV1dNcnggPNlfvV606xq01Zb03Zz93q320uI47RlSUQhyGgQ49bfpHGz23/66Y/aCscxDNMmJjdqrYFHcVAAMzNtKtNQSr1cLsQiQZC4w+haa8xgVgGICHtPVsm11l5lVplZQsTqS64OroZhisuazW2atkiy5HyeZyLMy+pupmqmQtzIaufI9ogmEQJaV+I7joDE0QFpzSWXx2GM//Jf/OX333/vSMO0W5Y67u5CHIdhYpbldEKaTNJLrPzKWPvyC+zJtd4K4r3aCF8YR4DX+OE1Jk8v/peOluqLU3gh2Il0BjMhkIP6SzAfHADJDC6XvC6tFP/08Y+AMp/P4DCk2Fo1VSCKEpcln4+n+XwR9lpzzesyzzHEUpuqbjabWqowaVvWyzJtbxwpNwvTbi1GrJsRgmBrfjmdv37zNi/5/fuf/tl/9VcxwPl8FPLm1mq5FoyDOzq5h2v9FIxD0Fq01N1u+/rubrmc3m62VJpXdbVlmQMP0zhp09lXGRIJA5ETuiHJQMQT0T14K5nTVKqHFG/u3h4Oh2WpguhEfY3ffbQ1BCEWBxAWd6xVxzEiemvNzVU1zysQpTiCi5X1iiwANNUUE1Ko5vNaWrObmwmRzpfLkisTqzW3q/lOTUE9MBfqbUL28n5yNQOk/loyty6+gRu6/vkvfvXDD9/t9jcxbqvSuLmjuMlKRZFjImEi5CBN1dd1s9lAd//7tXqEOvnleskz7/I6vCD2uprwgmjvj2O3aPVJ9CU5Td3pwNTz+P03UEIydfCewSSEcHj+8PTwHGM6n85aYbMZiUBrSSmGNB4P58t5yTmb1VyLaa21ILiZ5usN2lpuA8nnh/f7m/sGmBUwbcTB83G/2db5iIDvPrwbYkwh/N1vf/uzn/1MmH7zN389L3OI07jZGMHlckYEZECHADQNaZpGIqyt5nV9++bVZtqcTsc3d9PX+109PmPjnFckH2+2hHg4nHhIt6+nqpnaau7oyITmxiKb23trNcapGJXq0zjd3Ibj4UGmISE1JDfz2lS141EwhB6yWIWJiJsWQHJQQBjHEZDdvekiQiGO6BzTINEva3HEWjMyJQpPzxdt2cElBTXPq7rBsqyISAQisTRlJEcgwaZ6Re47MPQPf3u5ISIz7rbbv/zLv9rf3BpibnqZi7s1xGlMdLfLYGoCaq4aOBBjaTWm6ISu/arZwA0BkQIAo1eEvlBC7BUxL6AYvzZ7kGNf0gNgH546MIiQuovZroYZB4BeiOcIYOjMUHJtzZlTrbDZ3BwO56KtleqO293NZZ7n8ykvM6JpK1ZXcLVWCE1r7THsXFpEni8HcEJKObcGyjHMpzKNG2znhvj4fDxfTm/fvPnDH/+wv7vb7u7++td/c1mPr96+ur199fR8uJxOBCDM7oEcx8h3+50wreta1vzm1R0iPj093d/IL7/9uj1f8rrWUkotvVfsdF7S8bin27JkpDU2smhEgujaSqslpihhMIcUGEnMUIZxL2+k59BzzimmWnop6HWLUkoVQWY3b+4tl0ZIm2lCxKZWcukvDmGKYQBkYIwGVZ2ZUhqfDksppq1IkHUtQVKpS2ktxohIpdRaW33xyBsAduCTOwsTiWrtXb3dKDhO089+8SMAqtowjXEYxmkU5pub2800Rt+EIByDCBm5akNiMyilftFC8XoagQOYeZ/iCLEb+79MWldY2vWl199+3pfWRFdZwf2qY8FVaOhLa3wRvdy8rWtdlot62O1vnx6enp4fxzGtd+t2f9O0ns/HZZlbK51ppaZo3a/S+m9actlME2kt9bLdv6oFamvuoE1jYGJ+fFjO8/nz5w/73Xg+H93t7v71p4fHqvr2zdtpHN+/+2nNdYzBrSShwLHvota8INJ8uYzjWGutTb99++qv/vzbHfEz5nnNe9PWtNaay7rO83yeQxgQz7VaHOqwsZAiIljTmrM1JcJWaxxSHPZMgsgig/SbtoMTojWTFCV2cUVTigBWa2ZhVRtTEhEkVjMkTEMkwVabMLNQCAlFqp2r1pSiE0Zh4lAbldLUoOS1tLauOU1DLdUdWtNr+SL1F593ccjc+r4FkZkwSJim8dWr+6+//Xaz27OEmFIu+ePDw9vXr2JKIUga0/3d7ThMilDrykwpDUCYS1FVRnJwJOrKOAISMKIigFrrW/CuXfWn6cs0D+5IhNy7MKGD+N070ZQ6wFZ7lc1V4vKrrurw/v2nZW6vXr39+PH96fB8fv5sbe9u1Vpd27ycWbBVNVW8epz1BV+D83J2D5Hx+eljjBFRlmUFRG2ASMMAD58/PR+Op8tlCCjYirXNdmOmtSzjKCnS4fHBW51SUFNyG4fYmlZVdGhN17KCeytZmH7xw/d/9Rd/vkfQeV7nxRCrWq1VAuY813K5HJ/AvZZqqlqbaRs2kwQhJzQvdQX0UpamkUiIIgYmCKJq7pqG0GozVWQxbF84T+tahCmvFRG2m8jE6oiIqpWFmJPHWEsnMpDEOE2jAq65rjkzkymkGBGlXNbWLIQQTOd5qaVC74p173Rh7yqAuTsKc9MXRBV453RUrafTZVnX82X+h7//h1/96pfM/P7jh3Vdx2G4vXk9DkPNdRxHjnGdFxaZtlsDaLW7BuBFQO96FSFiL3C4ZlDhigx9OaSMGF+4pH35rC/jPFwLmK8jvl9bMeyFiYXQqi+XGsL204ePZTmfHz8cPn989eYrbVpb01a1VSaotYB7T1p/GdbM2pqX7W5zOR9aK9Pm5nxZDABI3DHGeDk/XE5PijCOg9hM7NvtRDQmgpOWTSKri4g3NWFvtaYoyFhLTSzmVkptaoFJhH/85qt/8vPvBqb1tC5Px5qrupfWWmu1Yql5XU8kaG5NNcXEhKoVUNMwMAVw99Yc1GpuYDrkSosxxuCiSDEOgL6UHKLYMlMhJhyGYb7My7IMQ5QgwxAdyUmsNiRgCabWbbjqbTMM4zhxiHOuzX0tOeeGNLhjL0FFLlbbfF5RyNQpDqqmvVoIr3x16gAfcxHou0Jw7343dyhrWebjH//4hxiHn//w3XyZpxQYfF3W29sd5adSahCpOaPEQUgkFG2uTZDspTzOAJzg5U5gDnp9LtDMq7kiIxK59ugOOOjLlaIfq9ZfpoAKKHRt0WYA7SduP/aI8Hw+Lxd3zcL44eHjp/d/uH31zebmVh0IaM3FalNX19Zj+00dADuprebZaqn5nMu6GeJlyeoBmVWdCfMyn5+eOEZ2IlwUdRp36pIbHOdTZI1ICtRKjcIOGsSJUQJZjLVYqa3lPIgMUb66v/n+67cDcz4vy8Ph+OEjIzVX1VJrYKZSasnrME7WtC455zUNyVXLvAoSBuyNfN4U1cyL1hkIis4+7CXGQFRrKcwE1w+nq+qyzKU0Iiq1deH5fFlDwJSSWR2HtK6LowFKiJM6qtOQJodLq62phhhzNQDOOQOZqalZ1QbWL1m9qUr/tNkl6sUzACYiRq7Ner9IfzuEEGutpZTj8fDwMDIBWL272cYgS6vBIY1pCHG+zK214+HpzW6PwN2l7n6NB7787NzB/FqZDN5FKMCXRCQ4dKyyw/XUBAC3F9HLrxUz1wKL7qt/OeJ7E7M8Pz5rK4jh/R9++/T5XZo2+9dvO2Gr5tJqra1qLT0xoNqwH9sAqrquq9W1rhwRas2VRUI0t86puhyfRMJaKoMR1BRkHIYPnx6B4/m87CKBc6s1BUSmZV0AbTtuUa1hddJmOsW0HX07pW/e3g+By5rrnA/Pz+fzebfZVdVSaq2ViGrVptqNTOaa81rrJEH6T5P7p43ICM0R1FptFMy0zOVBWquERQSZpcekmNm9Cgu4EwkQq/uylhDTMAQkBmvaaogDMCxLbY5IQYHn3Pa3t4owXMbDaY7Mh8N8Pp/TuK21AOJ2v5vnGd1aqe4uxB0Xh4gi4mDuJiJEpFqQgJHxypfW1urzIRPxfnf7+fGh1mU7/KJE+fj+3fL0fDsiq4Ivva0jRQZX9ECATuZq7gZwjXMB9B6KLnW6Xy1KAN6Dzn5dIuKfHvpry+b1vwUighfKNyFZ9wQimBkxtWKfPjznNS/zonUNIW1uXhmC1lJKZtbWrigbAK8tqzVrpZRChOZWSjb3cRzJWs6ZI8OVwWz58mT1QnEql2PEplqGlB4+fXKzOMSaLyCDWWVEQl/Wc16W+/tbcUPzWqqA3e0mMEyJhhgGpvV4Oi6rG17OF1XPtZV2tQRSYDUzg1pbSuquOZdSMlL/LJmaCbMTMEtMY2utNhVVBKjzIjmvKUGMqTXrIJBhGEMgEW5gIcWi3hfgQF61WDXTlZFTGihMa7mANQkDh7S7uQH0XHLVNqjPq5LwMIzmNk6TIT0djnCdb8DNWbi/CTtHT631ttzaKhGKhNa0N2+Z6fF0GsdwOBxfvVr+7O4X4yDrujy1PF/Onz9+WBL98p/8chpDWyvEYUiBCAjwWr3qqnrlGb3AP7U/M/0+CoBu+KUFGtzMnL7sDV/IIi/P3HVgu/6HnRNp7q5EFEP88P5pXVo3D67N03RPFJfzWYhTSjENrV2xNoSu2twt55xznsZBm9ZSieOw2S2nA3GIxGCQ13UpS748E3r1RlRJK5HM81zK+vX337//8JHRXWsv6lRveZ1f391uQ6hNL+vSqu72uxiY2KG5rvWUD8vlQuZCodUmIdTWVLuDCF0BektWbQbWWl3XtbWW+usFEV+kGUAKYTBbW1GNFQmX84niEGKMoGQNVR2RATDE5EASUquKqkJe12IFRaSVNS+5ZmvFjKKGaVYopmmMBj7nvDZDlCGlFJMaxM3Ua85KqaZ6TZAjUJDqTUFVta+3l3XNpc3LWkrtwNaUAgsRY4jkXlyt1vzx8/vz5XB/c7vf7lR1HNPNPiFBO5+3w4ZDWs6ntlbtCWVzcCciYHR0NOMrFZT7YocIEci7FxS4r2786kxm9z6UUa8agBfuKIADKnT6NdiXGiZiqK20qnf3d+5+mudh3G22u1bLfD7ndUWWVrPWtbZcWlZtWq2WUspa8lzzYlVNYRy35KCqSFLW+XJ5WpZTy2d1Iw7UCqlx32nW/Ob166fD4fl4YjdTh148D/jm5nZgXpZ8eDzkSw7AVtYUcAzp6eFweDieno41t9a8zgsAooSzVVV7oRSIG9VmzbS1omadYSQSmAOhMBMROJK6qdXaSmutlGqOy7JcUZHFrx0HfabRpiLBHdzxhX0lIcbn52dwHYY41zwGSdtdNLLD0QCXUpeq8zJzCIGo2upgKcXj+Zxzpua5NhZec+5P0rWP9NqPvRJRa2rXadAD0/m0jOM4jqlnRYXSfj+FGBn908cPN9NGb/ZDBK3nKLrd73a7wbRqW60t737/u+82u+1d8msexwnpCsTqc3an41iftPwqE3SMzIthtR+ffhVt8U+j1Rd291UdAOw3jx7AMN/t94+fP5/P+dXdd0Hk6eHT0+Nj1nr36rWqtppVTZsyYmtVtXVGDSG0Vru7NcVQW8k5W9PWT0S31oqZMpu27K0W1fPlFGP6/PlzVu+qegBKEpu2xIOqno7nuWRXjxJqqU3t1f3dupS21sCJjR2t1VpLTUnmWos54HXRToRmZup2NWNzEHkR94iIWNgBgnBzqDUDQGutthZSNEVxRSdXNGEJzu6ekhBJztUdRIKahcghhP7XHpIAeojCQcz846fHec4xjZ+enksuJDRMEyEp8LTZtObzuohIbdrRGth/nIB9MC+l9hdUn+2gXeOd/e82zwsT3Oz3Oa9piIwypmm722+3e1U1a8fjCefnKeJmk8z1fD5fDodS1m2t8/NTGIeYordrMZq5EfLLOfTyyLipKriZGzMTUbtKaN3ZRy9eK/j/+fIvxId+EbCrDx6RaymXS767e2WVHj6/n8/HZT5RDDElU621mjZrrYtD4IrgdL16OiAwIwvnvC7LBQEAmYjXdanrwoTF2vl4nC/Luq616QLY1IjFqynBsN3mvABxbu14OmszdUBANQP1iPLh3cdSG3MwBQM0t5xzYi7WclNFdCS9Cmq9tBHR0A2s9aW81VpTX++rIV897/ziIGciVWMWAcBSq0RSa+QYY3SHZVmuSiBxT+ksy6LuaYiAwNzRTe34fLTmzOH5dFrXpe8B9/tyd/+mued5ba2WUnMu6tiLBVWbAwSR2pqpCjM4dg8CEaKgu4bAXSty8Fbq4elZAjHB3GrOxyDT4enw/ddfOahqWQ7P0+Ra27nM6MXN8mX9/NNP4f719PoVC3+RpvBL4ch/8VIDMzVQd3vxlMJV6SLw//8H6vr1p3mrn3FfgjtucLksqm7aHp4ezUvOizA5aEpJTVutYNZqA1dtTbWR9zOJVZtrI0IkP50OtdYUAzGseZ7nizcl9NryPF+0aq1lXvM4bmJKz0+nksv2br+WMs8LSDhfllZdJLm6MLaqBKjNWq2I5IgIVNSalu5gKdoMuKr1ZfW1a/j6iYRW1ZJ1bq+qAmCfERnlOm6+nOV9gxGTiAMKJwQDdyZR9dZqJ2m7e6/KAmftGiYAA0RhEjkejyZ1muTdu8tlXVFozYurhTBuaz1fjk8Px+NxvsxzqYos4zRBrUyE0BcfjATqTtxLYFjNCIjlOmQjIZEwMZLWWtx1GACVL5djIPvwx5/K7fDN/TSbf356bMVvdncxUaswlwufW1lnRnYz77F3RzRGDOZgtVqrbtc3nWov6H5xlRKaw8u3Cl5MfFdapL8IrX86tBDBCRDMGwLkpT1+fhaB85ytlVJmN9WWQxyYg7Vq2lSbWQPXWjKoOxIgeWcLgrOI5qUsc0wDEL7MZxnAva1obg0O59y0AKGBPx1OlzULQq216doUliXXqoxiTbvZhAABvF37EoQRHaw0BaAYWN0qoIGtuQiTK7iqe3VXQ23upfmWZEhbtc4raCUby+Bq7kLE3VTnjqpeq0IKAu7WjMABsTUFBKa+n0dm6d/3Lk0Pg4SALGjuXqnlIsKIEIf4/vPT6bwgQAj0kT6XWprq+XS6nM+ItNsMEpK6LW0NgQBQ1SWJmXa4DxGDQ4rBwc16s42purCkFGIaluUC3gEKVMpyPtnp+Hyze11yEc2t1BPkXB9e3921mkst++0mxngtJSQk5KvoRAhg/frZX77XwqZ+ChEBgmnXEbwfTNB1dTd8sQ46fHnaOiILzR3BO1y4F+BOU3z6/Nxa1VaIVNVe7V/1MiIHU23gpq01ba5KLL0Dh5AALEjIuQ1pU7RpafN8vlwu2hQRUBXcnw6n86UgU4jh88P88DxP26jQxqYMMC8lK7pjswbgTGRkiC5XL5qhqvYCGLMQRFWbtQqiaqVW5qRN1cT8mpFTV7WqprVWAQGAWgsh1UDuwpFdrU+rZqa11VqZUFwV0FvRappSjEF6oq4Lkq1pCLG1QoyADOBEYgrgGpnXy8xbiUL77QY6LyrQWtr7958JfBhSDDcxxGnaqMPT8dktbLc3QxovlyXn3CepEIOa16rNGjN3ERrc17UScRTZT8MQeJ4XBus7BQRtrdzs9sJ6u9tp8mG8DZFdDcCHITJLa9plKCa6VkK4gpuD9a6Jl7dYtwBe86fdDAgIva+7E426bNvdof/4bWim0C8G6EBXt5+qM8npdDxfTqoVDEzVUKv56XQU6QB97zBLd+2UvOtmAElbrQBmvpZc8opu8/l81eEcWqml6nkuEIaqvi5+uNRKYTUWVwC4LHlpvlZUVWFn6px34K7lKiJdDxBrFpjHmE7LqVgjZIVu9qA+WamaOpgjeFPNrWleMxCYWV5Wd2dBM43QzWrGIoi0LoubbbYb6QZ7MwBiACylxCTdBq6tuaOpI9EwxBgDAIFRa021DGEMGAT4q/tNILrZRXU8npbH5wUNGW27YQwYhG9utu5IDK217XaX0vhAjznyMAytVmbJtc05lwLMoizCoqoIGGJiQEa63W0DSalLy2uIQ+QxCBJhkCCbXZxiLYURJEaojYgul/M8X9QsEH0JOwC4Xcs5vLPzvqBBCODLOw4BVBWZrtLDyxUQAdGvjsA+vtN1lenmBuZ9JG21lZwvl0vfLa6rtuZm9Xh64pju7++YrxzqXifhgKaNWRTM0VpTtNbAjqfHFCXn7GbuiuC11JpzU5CUPl9KrbauTaI0bfNp3Q2x82ertvNaAhMSCnNfZCGiI5kjgHV6kyBu05gkHhGduDbLrV4nyg4afeGGqTVyrrWueY1DrK0WNULKaw5m6ORIpWlMw7BJH99/yOsaWITZiYk5OiiRiyQmVKtubH6dhYTkZZth8zq7eQrRCdy95Mu05Vd32xiltOat5hlbMxEeUqx5BbQQAhDdyt7MQ4illCAmFMC5mSq2nFetDZ2sOSEyUWCKwr2Tg8jHaWTkUvh0OpkVbctuGvIy+7KmsoaRJNh1TePGgjVbzsXBidntes44ApGBm16vid5H9FprPzv7zhvMu67Vr3vXorh+LCGAY++Qht6VAubQAACxN4lBy3O9nHUtIvGyViBrZiybzTC5aV7XYRod4Esn1PUR5+gOhmauDFqWtbUaxHOem0N/z2Rty6WM47bq+unz0twNwbO6OzrMa806BvRWMxJyRO6eMmIiBDNCIkRHqtYS01Zkk+JFSzUw4NWqAwgTsToomvVkr5m6jYhJvf9arWqtVURabYRYoJhjbSYcZRs3++35+Hw6lk45MSRg7pI4XGE6ZiGEmBhcial3sLemvf6kqZW2SIjM3NoS02YzimTEmx0hldrmywWs3d7s0mZAhCHFYQjYDXymsJla8/NpNSvdu+DW0Dv4tAVmJEoSwCEwjWNIgcawWRZkcgT7/ruvt9OAVpZ1zvPJV7jZjarWfK5lyWsu2QhwiIPby8XOQU37HfAF23e99DGxqXZx4b+8MPZ/9sevB9OAXtoP4RrdoaZ/muLd/PD0fD6dAMjczA3Qm7XNdmemnz59AHAWAezr22vWvJ+lX/hb6tpqJYBWW8nVDK0bMMxLa1iyalNzYnToSQ7sf7zDZbnfTiQi2HqVAQGAKwEzc89IqqupNQeNNLd6XGY1q/qi8fb4/cs3p99av+zgEb21Ol8uuZRxGmMWd42Apag6DoO52TgOprqsqxCxgzqqGbgjCgE4Ag/DGKOYZ0Agwta0tYo96ed6FQPdHKTkfPLjZrPbTbvdZhxCuMw5CQ0xjEPsLb3glkLo34Wb3e58wZyLjWFMjAT73eayrGAMSDmvKSXGq6lhGOOQWIRqbhl9k+QXP/v+zetX5JXW592QAKcA1Q2YSFsta8lLUeCUBpHYjTnaOoHDr8nIl0fq5f758osvnmUzEX55C7K7mzVA7xbILzvEfmH+onK5uTe7nC/gDuCmDdHXssYhquvHj59ZBMEv53MaBkY2oP5AEnM38/RrhdVMZAjWitZSajUgcuDLUhbz4/HkkqYp5NrM8TrZISLhec2OoGjCiACdXkLQmzHNze2FYgxE51osq7qrO3pvmTIGEKKOpP/y1XejSLguMyEs84WZmWBlRBwQuVUjia2UZZ6jSGCxVuWq3PTrmIhaE+lP1YBgTEG11WpmoM1DIERUdQUDU65eCrNEdJjbqba22dzsN0OK8Wa/bSWHIBQDYjBwJgzXcB8L78zA3EspvYTmxgwMaq3M+940rGqImGJKKbS6fjx9SoFDxK/f3O43cX56FmjRIO2Gm3FXl2VZ5lrKNI5aCob0+ttvIIpqs6am/fDoRF9/2R//6fm4agfXI+qaSn15hrA3NIHbS+L5RQ7zq/uqm7EY5Xw+1ZyFOZdq3sw0xti0Pjx+lhD3u41qvczr2GwcB0SGFxRwKerYu6gtrxmhAXheluVyIQpG0twvxQ65mVFdVglcGoABE/f9OSI6c24emcmtd7MgAAN4J3vB9VOBhKq2tNq5GHBVoqgbtIWvm8Ce4+nfEBHR1tDhfD6BwzRNhYkJRAhQ3MjVDs+H4/n09VdvzWyZVyHCvpUlTubOzMO0iUHAm4TIEk6n59aMkFg6NR3AzWoFBAdkAGtmZq3pslzyZXGgkDZItFxOVTiNY0gjx0SIMYR+2I9DAEQ3WAmaYVMTJ0SKyggegiCRAw0y9Fvqhw8HQ91uhu/efP36ZvjqfjzQ7nw4jkTn46FeIBKUnDudeC75u5/9Yv/mzqChK4D1pY2p9qwKgBERtNYjqf35Mu+3RfNeZIPXBKuhEiKqgKt3MZHYwACx/+zcHVB7SPHp+VSbF7OqBqqBOS/tdD4hyXZ7a+CH4wE8MmdhpD7eorhZzjMyOWCrVosygSqc51yNBBmdqum6tHVxSVRUS2mmjkaM16sJgoOyuyERM0eAxEJBXFurqldsL6qrNm1mhAQGxISgCCBM5iDOKUZiBHZEYOS+owA1VDOrLZvEftZQEDGD1qqpiNN8Pi3reRpQXc+Xi1yrkoGYewdGijG4FxEG1GXJqs7M4Ni0tZpFYmvamvbvfK2Lauv+NmZe8rMaCc+tttpyCJLSkMZxu9/DODUpKUZ3L81iSoI8DcksqJkT1NoQgpsOMToCikTkvM7ny0VzuZl233z3+pc//uzn378WmN/e7Q5Pz6fnowMfn59BcJy2JbeHp4e5tOn2FYXo5m4GqIju3nrOEP40PF1dyHbdGH5Z/9mXz3Gftey6a+nBQQDofb9obvRiQCXkWurxcKy1LmsFYmJa87qujXkKKYWwWebz4fB0e3unNawrDMNAgM6sVVtrAaWV7K7mpsWWpaxr7XsVN1hzLU1L82w1hqBXTsSfDs7uVCRGQw8JIgeWeMlrbrVfau36XvMgHEPsfwkCYqaX4CUOEmIUIGfpZSK9Mruuebme4gDQoKcEzL3Wqmaqzcy0LfPx04c/NJFBGKWqETkzAyILIoFqZYLWelYOUhp68EFVibiU1ikGfbnWmiKSO6qqG5Zq6rh4bSWnITIzgGvNZT65VUWqMTBxUz0fIKVxHEYWjiEUrRICEwqTEDZTB7W6el6Ct9c34+vXr//JX/x8O6XX97sx7rwu+93wQayU8+3tLq/r6TK3qrlamHa3X38jYTAnwCujB6+SA5pbBwXQ1Z18TR1+ydJ/8ez5P1ro9G46RulDLXQbaTdC9BsnwuVwzJeLNm2mIUYDr5olDu5MHIZhcz48HQ+HN6/fmGotJcZISE5Y22ytqjdrtdViru49hxebFgcvteSszdARq3priszQqaeA18YRuIp1DBQAkPnd02WpWQISQOjkLhG5+q4NAQl6OoQQ3LUFwe04EDkJM/cqUGTuAdvWtAgHN3NH1UYq3ZOISLX4drcjbKbr8flhs7nbbUZpqoGhjw/9ngIApni9TyGA97Zg7JlPM8AXJH+tzQ0d+jzEpWkzV8WqDRnjNMYhBRF3rVrYJNdqTYZhRKSOV2ylmFopZV6XEJmJxiEJoYORYEC83d1M03Rzu/n+u2/GGGNAXY9zJvC2GadXr199+PD5w+f3IgEcy5qbw3Z3M93euRM6uiOCmBkAI6KD19q+nE/9AOv/6mbXmPPLdOX+xTUNferoUwDxyz3zyyobEBHny+zmOedhnIwo19y0IQUmjmlgpsPh8zSOQ9zM86KqK6/jZlL11tRM52VhIm1tXVcCcG+I3QlY1ZhYHKp2RVUd+6Ie9GUiAn9h1BNAkPBwyh/PmQJODZKQe0+AQau1h9CFuLviHJwZhs2wSRGtImGM1xpz4usmtI/gX/gW/YystZrZupZ16T03RkzEHGPa7W5EtUHmFFroYby+wLg6kAzAmcRMAazWhogsAQwcwVzdrTQ3tyBi3ZdEWEt24Jvbm5ubvQQWlt6VuKwlt0YUL5esqmteiVlIoPhlPV87VGIcYkgh7G62u90GvKGXu+3tq9tdYhgFmdBqcabWKphupu2v/uIvOE4ff/q4rkuubVnK2/3t7vYWmL5ETN0NEdys77IQsT9Q3Y3QOSW9VeP6ioQvjSl/unv3mu8XjYsIyB0BlEARyDIup3q5LLmUm/2r58PJGgQZgAZEFsb37/4+l/yrf/KXT4ezNmXQNa9pGvvOW4Qvz2dzS1EWpFZrKbW15v0DjUS1gFYAMMSGJszWXRFAAE7u1CNpiCFwNX64zBAA3VXByAHdtTJSZA7EgQKzERFTCMISkMiaVoc2hDEIEyNzQCMgAGdwAFAHIBQmYgB2t1KWXA7HY6l5uTzev7oZxwAI2/1mt98JswgJMxABkhGTeyPo1GQkpqtbwro3l13R/OrA9KuzEmpriN0ZgbUZIKUYY4wpRUdHJWJZlgUcci55LaWu3dGAjkmSNi2lumkQc1UXiiKpZ/wJJUVh0lKPOd/e7gGhlBKCXM7n2S3G6eb2VV70/Md/6KWjKab1uNZzTZvI5CwREZq2F3AkdRxD/6N34yERdyH+RYB4iecgImJP0dB1TeitNWayq/WU+jlxOJ3WdT2fTqZa1rVn+Xe73bJUYnl6eHh8enz71XdM/PDw6fWr23U+rWW9e3MvkoiZmZs1FjF3YmqLmnn3LLlDU1B3BUDiL4oXXkNrX0Q1BIBAGGN8uqwFPBAFgE2iIXISHkOMJMLCJJGxtsVcCdCtLGslgjSkYRjSmPAFFAoAxIyILEzcuR69YBZrbbXUw/EwL4d1nXWzub0dwUc1PZ+Pu5sb6fJXv+wws7upGooRMoA3baZea61VEdF69s2M2GvR1lwdHEGY0zAIszmMDgZXwbe1ZthR3WwOKYXWjIUjxmVe0J2JmUlVtRkTezNjjWFCdyZMQwTAp6fnKQpPYwzhcDjEJCzcagdEL3e3AXvPOsGS1yFN79+983/9r9/++LM3377hgCOHPoN3b2RfCRJSF9js2tCEpn0bfSVqAl0rH/90Ie/mEERQ/OKx6SJFKfVyPrdaSl5DSODKTCFEcDLzEBDAUozTZj/Py5BCEDislxCjtgockKm0FocBEfM6cxB3SGk0U+8cK7OmhhxaaQBAcBXbGAk6JuBqNoQhkDme1gpI5BgH5kjOXIFaroJ1GiLr4iDEqq2uuQpDTGGz2UgI7sYhsHCMoTumYow9w0xIfSBwh3leLpdzCHQ6P9c6BwnjkFxNa0tTOh4ed7vdVTEqVXFpAKMIMaVe3GhmaFhKbq12+CcAACgxIBFS5wH1izpdP+7Wzzxora3rKiEAuTYvpSBRCAyg45BKq26OVfsPFxEdkAA7yzOlQITgHoTjsCGmvlom5Mt8zmXZbDc9JJ6XuZSfFsWPD+8/Pz30P8bz0+Oqfx3GxIHffP2mtgZ2lTEJUZtq087BwusR1Q+AL8oDIKH15SAhvMDWXu6JQIQIjMB9WjCww+E5xng6HtyVsHdso0goa9PWLjUL4TSOw7Q5PD0I+/l4WJfl7f7WDBnA3OZldncSDiEiwDhNec3uToxorWkDpNJabdalBXW/gk9envZ+ZkXhZlbVCcjcz6UcC5heGVTTQPdU9ol2aS+MEdjHKOQiYRiGpay1tUGTCCOiiAwpCAsiijARdpevtvx8eD4cHscx5rIEEpSIL27um/3ufF5AmyARgKpbbuS5JZCYGAG1GV57aFwk9u+p2RWcXiqooUjQWt0AnVrVvmBDAlLI88JMuzR0jG5rdX+zl8AAzcyZg0hSLH2CdkQnNFA1RUpmTRLv727DGK2iqT89P7Ry2m7v1nUlolrqZjMi03G5nM/rcqnHx6cyn4KIQirz2lT/p3/3r/9lGiSkm/ttTMlfLMj9+mT+sgy8BmLR4VrAdH2EAHvgywC7copuguLObvAn1zzSfD6mIa2nspz7H8AJsOXazBwB2df55GZpSOuyMDmzHR6eailGEGPM83x4+LheLoh+u0lFDZrH1ErNBGDN0ZEwNNO5NLzyyKDvZ1Cd2Lv1AhESEUOYS1MEuwZB2Lq6C0hI2lyrjTeDY6vmTBgjB0QJMcWICJWrtdrQNYkbIyUH7H1bDqjqx8PBXT+8/7is8zSl7XYidAB1L2qFZZvCABPWUkStuRohdCHfzACC2VWbJuaUBr/G4bXHzVrTat6R7u4uLCEEImzWzG0IsZg21StDrLXaGjOFILWWZVnB0IkAIUh0s9xKaw3diUCEWJgFxykM4yBxNNTtFK2diZmZQgjuziy16jhuY9wgwrqsNXtKY4jBHUhYS/ZVfvMf/+MPuW22vwox9ruemaXIHajc71L8Ii53Od6u/zT3LzA/cOtLHvGr1fMqRKhqLpmZN5vtw/vfIVOSVBXcjdiCoJWmVgDAXRHMreW8xhCXZQakGCK4f3z/U84zIu32Ow4BSwNsMaWQczfdd1CSviw9EaD3KDo4EnC38LkjQBB2xsua4XoNcVAAB+5rRXcCF2LonBVEIe6IQxEJIXDgwVOtmQgQ1WBtSoHGGJKpz8t8viyPD5/B9fHpMaWIOEgQAgRHN2j12sq+2W5ybkLY1/8ETogc4yAi10+19+NKSqnurnoFeBARA0gI6L3RHgBA1ZCQSZhFBJvWdV0lBnCVQCGEWkvJhQBrUyNNMWlVZFJbzYzQAWwYx800AnqrbRjH+1dfPT0+bPeTYMrzKcR4e3t7uVzWnM+X5XzJteJyqc9Px2WZ0yi73c1lyRJMiObT8TyX7378BV8bTqBjjPjKr7+mAv80/PYr5IvAcN1Jvyyk/zTXwzUNpqqmllICw9rq6XxOm0QIsLTamgirQ+uQOqZaNOfz6+1uPvVPpQ3juNvdzpeTlnW33ZAwIRMycyi4gDkRibADghb1Vtufxj1hbD1wSx6EzZ0RCUEYi2k1Y+oYQnd3oavc5uDCGISDhCBMiNxL85C62b/rTSJDX34Qea1FZASkp8Ph3bufatNlnl1bjHEch1zWkkOctkjUb0bdrzyO436bBAnQAAFVtVZY16xaOSATmZsQW1MAUNOuchGiukcKZt7qlQ9zNQCgsTAAMAuzNWutVg5IjCGFL4stZWemZZkZJZey5tzHqcAcY0QEU19X/fjhw/2rV2+/fn18enh9uxtTKDlrayklMV8P55KbA6zrWmpB8v1+x5Jam90d2Ul6C5e3UkD6Rg4BXlb+Zv/FU9WvgYT4Ik/RP940v8hacN35KxG6owRx8KYKasuybHabGKTV51oNia21LpP1/1Vr9XR8MlMtdX+33+/vo6RTPd3e3tTWTsfztNkP4+DW3JuWNZSS17WLZ8RQW7Pr73R9r5kbISCCECMYgwtTrkV7wtaUECQQEzazYi6EQWgchsABOtKyqyrhek6DQ4yBhdxAWIjcFB1I3T98+PjTT+9jSCJMyDFFAKe+sgFkFuvG6tZUtdYyjknAkRjdFABNqTVFrECRmQMzAjRyZCAhdCdkcA4cWzVta2Co7o4cYlItAMDsquaGTNCalbySsTvu9iMCVsg1r3WdUaStDdnLZekc2DSkKfGQ4jAOZo2FYoyX0/lnP/wAtQAhAu53u1zrw+HIyEy8rqfj8Xw6HZvmlEJRXecjMgaIiLCubUzy8O4fGtnXP//F61d3rgbW3wA98NwnLHMANwRozEDEpkpgvRrEAYj/NLnDi1yBZIjqTuaNGFt1dLx7/Wac0uG41MtJYkCLVY/Yc24OKURtzd0NwZzSuDmdzofn47qe12WmMN7eJQSs6q02MA0hAJC2FpnRqLcQXSs10P2FfUmICGaqHBiBWm2RwAibISIkhjHQ2sCbEWESGZhRu7fMkIgwALKplZIJlMiibOKQkFkCQOQ0jmsunz597m8VJicmQGMR4UE49bd1v5iqaillGJJsRmlmkQWFW23gYAqYWETAHcyRWCg01cAE14qK3hpTOQCAgbmwIKE2vyLMiC7zwswhhKqNCCIgAIoEa3YsJ3NPIh6xrkWErVYkFOFxM4UYRaIZx5g6geN8OTPzsi4Edi6X7W43TZunx8fLZUaiEAIHkRhLa7qsIQUCRMLz6URIy7r89m/++pvSfvyzX6q5GZDDl9tf/+e1sIFfAILmSAi9WgaxA//wJQP9j3QHBwIEBVMArLWGId7c3ex2m48fPj0+nYWHpTaREcVaXogRiEKQc1l7WJ6Jnh4/PT1+Ul1ikGU51PZ6t5skc2PKa1vWNYQ4LysguqPbPxat4IsSwtz/uCpMZmCmRMwESi6EU6DI7AYGRkxDREY1L+DYswxVG3RImA5BABEyrRJkShsJSBxLKb///e9zzjFEZjZzCUjIhJEwMo8hCImQcJfd1dyRYpzIAHLTpkYvIlarrrVZ0xfQgTEBgosE9/6kGwWjgI5g7iyi7hyu2VcmdvdcKwoP48gUmMPlsrzs12mz20+bTRqGOAyAAOASOKVARObQ1Dbb3TRumUPfEV+WxYHef/hsIGqEQMKSYhrSkPO65lXNG5CjNAVzVNdpM4qwanW3r796G1NSA/NOsEH8k1kP+2COVyfWl5byl/z4f2ne6l9EBE4I3BuOCMgR7t/c7W42MYZpM8YYggwpTfd3bwDg8fFBVbebjVtb5tNyOe42k5s+PX1elxOhudd1uVzOR1XtCzwiNLVaKwKW0ogYkfFPb+frY9V/OkJ9cuK+DiUmcCfzyDyEgIiMPkYapXMIa7MCZgTISDHGaRw305iiELKrIah7q201VwQspZwvF3iR/vrnahhGluiASIwUiQQJgRmJSQSIkFhqtXFIhAyuSEi93QtQruFSBa+qJswOX9a3EDmVokCQhoiESCyBW3bVIhz4ynQuAcK02cUQ++cPwHe7mxSlWQOgUlqphQhCEAmi5pF53GzGaSMS9vv9+XR69eb1BNP5dCpVPz8eWrsyxC7zWdXneVZtzUzSEIdxSCGvs7szYHY10+3Nvolf1nUgmuclkrAIIqopvYCQmfnamtNX+gDW83H/KDtxPahepi7wAE7mDd3dVUK4f/OqI9qAMA6JiKYpNG/LfDmdDm9fv3a30/loWtEthGCtgWsMJBRaKW7+/Pz86vXr3knWWuuGMQcA7F4lYCIn7yATA7ta8s1JgEQICQBFpIdUzVEN1MFdORADNlU0MgUFD4PEgISY4hCiCJP0/zOyECQGDtFDwJQCp/gXf/EXH3766fnp0d3TkIYxpiGqKQKKELKQMGBFIhLpnXLNqoAnJOktY0yg1nJpPQBmTmramjGzA+Y1I6DEAETsCA7DsAGSeVk243jV5btJS3DOdTNtliW36imNtdmyfH79+m6YJmJi5VI05xUA+Po98XEcpmlCAAlCQRwor/r0+Hx396q1U63ayhwDt7w6VCRtpUjofXR+ucyl5hMTB4pEJIiExGJmZZ5bPmfGv/27397e3Pzw858TEAKCAyGD95egIQhBBEAkAVcDQEdUAu4DPQESoOMVwtZ6ZK0bAFOPmrk1Nea43d4cnkutlzUXLXlKQ4xRNYNWYSYZDHDJ8zAlQi95KU3BQUs5Hc+73WZM2zYvi87aKoGRqbsbOBJJoM7VRkcGdwM1QERhYuaqjdARQN0QndEB0JnQHR3RvRk0kxjcvZkLAOayOAphwhCDMJKRUEjDOE7M0RFrbofDcbPf39zdm6p7a5pDjFCLOzAHRmIOgRJB6tMWALiqPM+VAm0TOhoAdsCTtmYWsHN5SHr4hBAlRiDqLooQUxzGXFsahmEcVBVw7BmVNGzW4jlb4EG1Nm3u9LIzcSJShdPp3LSFEAkhxYEwpnGSGEteY0rjuHl8PqD7w+PjV19/G9M4TRtTz+uadpEQh3Ey7ZUW1FozQKYA5KYNUEputRZhQm3r4fT3v/7br378+en4vN2MDnotu0Rw6xnRq1dAAfVFKe0Rip51UG0iAo7mxkhMjNij2wSAnQvMxIhAyEMaS/5kVuf5eDlfmCClCKDLuiK6uaY4tVbny8xIzFRb7QlHQpzGMbCc17Vp6ymPZcmAjIiBqZpRb+5BQCJB73DVXuiKfXNJ1N0SjKCmjqBqbiZEDqBquRRBEHQESCEMQxjHOKSBemULe98ShpAkpE8Pz7//3d+fTqc0pG+/+e7rr78j8sfHByYIEnqkIqTIxJvN1OeFGGNHi8n752Uu7aubOKVOACdmNLdaK1FkFkJq18YqBoBOukJiDpFEsPk4jWYAwJJEgrmjqd3e3D09Pq9rQbI0oJrN82Wep5QSYjse5uPhzAzEFCUQSQgJkSUENTXA59Pl9ubm+Px8uizn8zxtd+fLAUzRoJRls9nmXI/H8+U8L8tiZnA1gZiD1dwIjMCZfbcf5tMjD8M6X+bz0f1N89oroLo3rmnumVwiSJGHJM3NlbDHR5EMvNtMHay7tToT69o8cC10AiQ01ePz08f3H9f5MqY0X7SUM6CzQC7L+XIigxAF0UstWguLWKsxBNXq5ptpZIR1md3U1HKuHXGTa9G+FK6GCFGoqbnqkCKDmVXCHsQ2ITZUB+cg4EZRDLy+5CtbU3cQ5DFJZ1HHwClKCCQMMfaSwJbSuNnsYxpK0/cfPjx8/hxYrLbz8fiTw36///rrb031dHzsQNdpmmrJRBRjYpaUEgCam2SD50trZl/fhfvpiv31ly++IiKus9ea12YWUxQJzAKAEkRYeoIqpIEQk2NZFtU2bYbL5ZJzvVwuAGxq5/N5t9s9Pj4cDzmGJGKqlQVFKA0ChCEOcUhpHNfjPE7bUhpivSxLCmm7282nzzkvoK2WQ0xjSkNKw/F0IiIFIMLtbufgXkorWYTGNIhA1Qyec7m0WnrfJBK+MGSg1jWXvJmmp+dPj//64+3dXYg9ECAhpBAiRQ4huIuEiIhM1Im8TIyECNeXac75dDg9fH6ez/PXX3/9/Pw0pADe8roiEQszU6uFUHpDURDp2K7uJDa3w/NziOnbb78OMJqW1swU2oBe61qbm9aiKV53smotCguRtr68uTqZWlVzwEDaTM2yOlw7GZsZEIG5r2umRoGxd5n1gZwIh2EaxkF4MJPzPB8O58+fH4KEKBIkDCmdzodlObtrlKjqImEcx75VdL+2BXTBXJsKAtRmp9lFKDDdMZoxouXaDDA6RAmqhkjNrJmbm0gAJEDsr29CIgpmlRCZJQ7IgdfLJec1CBEn5gjASNi0HY7H4/EUJBGDuY3TKIHSZtrc7DebLbizSEobs0uumoYoFFIMtS6uut/uz1bPp+V0qQAzIgThcTthsMuyqKsw1ZzdLA0joQO2IOOYxv0ugZtIEGJQR1UUMyRXWM5nMJtV59NxOV+eP3/qogIxdaIaiIgIizCLEwW6ot47LC4NMQ40Dps1l+0wWc2/+LMfHx6eOHKIwizmhupp2tgIl3YsZRUKQgkC57yQBNeK6Njfa1o/f/7Egcf9/sqwZJGSfVm+ev36v/lf/sW//Q//4XSeycEI3U2Qqrq7977sqnapNTdHdEYEJEdLMbgqmEcJSKbWFIhD4CBOJsLCTGzMzFEwxqfj5f2Hj6XlUgqCS2IE32zHNMjhXDa3d8tyeV4+bqaN7PaORILQaTaIQQIzARB6ECYCNCI+LY3QCGibsO8Nia5rAVUl5PaCOei3KjdzNxZ+EQ3Z/IqfYpY0Tmi40uLoTV3Vh81k6Mfl4kzAgIz77e04plJyjGkcN+O4MTMiVDNVe/z8uN8NcQgSgpuupSjouJnWvG48zKd5XpbWFEC0rUJCQJfT3KEvCKCmwjSMY+BILGY+xriuS22ttkZBAaCWXEubz+fWNIZ0+83uRdvuQDY0N+9sXOhtf4De3Ey91WzamoO7KjELB5LwzTffsihRE8T5cgkhxBDN/Hg6C4lwMnaR5IYAPgyDuyJ6kHi+zAh4Op5oWb7/2Y9uLYThMn+srWzGcb7MP3z79X/zv/rLP7z77eFwRAyOICk6GPSsAFInoYYQIUCDXt7uHc8UJYaJEN3MElESEWZ3r0XneQHwgWKplbKqV3dS82VZXIFJghAhjONwmef9fn97e7vmufMWAaDWZqY97WNmDgYAITCHJASOTLU2QHy6mOnyZtNuNkOM0ifZZVlMgQiA0czSkLrW2+sFhaMjMwEj1dpCCufzmZjdnGOi0hCxtlxanYYJCFurIYYUQ5Sw2W5aqyyBJTTVabOrtbp7zm1dslZFaMLby+XcVzKA6o5E8dPz+8PzIefmjktbTHEaojCoNrwuvczdpmkXQgBEcBKiIP3t1V+FjgAll+1u9+233+XcyzJ64zqWmmsrPU2qDt3op2qttRcARumfMPBO1kN3AKLT6TAMw5Dk80+f3D3EIaZWSyklUxARLbVrrXQ6nW5vb4ZhOJ9rGgYH7K9CMy+5xRiA2ma3zXluzUKYiHhZHr7/av/b3/6hoatarTWmECSoKwI5iTCrqgAIYy0155UZNltqzRh9TIhGbDaIhCCIiMCAgsQpjdO0QYohRIk4jcPh8UHVp3EixM1maK2ty/rqzT7GRAygrVtretmWuQUJCCDCTWtMMQQRYWzmxNyTHk8X1ere/GY3JOR5XkAbU0gpqrVhSClF1f5ed0ToDdUIANTbnSGEsOZialpqq9pU57yUVg3sdrebQtLWAFyilFqJCMFjHGIcRUQklpIfHh4AcVnWGOnh4UG13O73bs1IAc2BquNxXc6nNYQYB4iRx4SlrIgYhGIQdQ0iMQyqljZpt7tZgL56+2Z7swd0Be20wnEYhiEO02awLTMTBemfZvRmVZjN/RpRB+ijQ3dvmauZadPWCrj1rQia53U9nY4Pjw9uGlmqgIRozTbbmJd1Wc5qNRfYTLdINM/zOKaUhtZqSinG6ADzZTHDcdxUgP3NzbxwWW1p7XCe3e2bt6+//fr+b/7+gRxAjQEhBHRyFMQUhM7Hg7oNnLzpKOm//W//d6fz8X/4v/8/xwQ0cGBMMW1SFGFmYgkpjCkFZhaJ47RRt6otJjZzQmJiCTwMY60tpaSqJWfkq8Ujxth7welqn8ZhSP2WEyL1HEZ7WZ6BAxyys2iKzmQQXFBCCNWqu8fETas2CDK02jiwu4mQOqiBiPSbs7CUVhzACJY1I9N22Oa8Hs+nGOIyLyPRdisUgqqCg6TBOVzWvL+/v1zm59O83W4ul0/zguMQHp9PTfXuZm/Gy7I+PR9rbXC9+ANiQIRcCjqOQxImRmTw7WY/psSCu90+jIlkuLu9oRDBgBzNFVVRCIG0uTubGWLNuQDYC2HGzZ0pdeIy8xftmbqAGkKMw9R5yYBmTXe3d1999/23P/zsP/7b/7h+OIpdSs5AZNpOpycCDyG2phj8q2/fPj0+LsuSYsy59BrbvObnp+fj6Xz7eq/kIY0bYgnwn373NxQkFwXWX/z4tlU7n+ZpGjoYEZAYgwASgDDlZT2tJQ3x//C//9/+87/44f/2P/yP1WAknkIcmZgppTAMCRGRQKIMMUzTKDFykHWem6kDxCjdws0SSJIgdzG5tdWzujWAGEMUJnYEMCbhgBSFwxDiCELSs/p9NWZgZh4Cl+aHS7YGm03EFEq1UvMwBICe+gpIvQqWevCNSGqrjEi9Hd6dAVAEwVuKbjYMgzDXmnPOZjqkRMimui7LNG5iSk11XtYdIBCpQkrjtNlc5pNZE8Z1vjw9PEyB13U5nY9rnptZ31j12SLFROS1VkIRkRBSTERBx2k0y8MQTUaJiUIwA23GrN63hYj0jypOugmtL3ugZxUQERmusL/uCW5dhS+lgFdwNFB3raVejTQOQOxgaRjdvdSVEYcUtVUimjbDsiymOo3DfJ4dXjoT3bXpEOOQBlM3R0lDGMbH949Pp1lSfP/paRspMr+53Y/IyLKs2ZGAiAgD0TCkaUyKttlu/uqv/ukP373+47s//vVv/g7JdtN0t9+gNgCfxjiMqddaT5uUxoElmvnxcPj4+dP5cllz7mcSoG820zCkXHyeL2lI6zr3VHCn20/jKMLzfCEmJibk7mbL51kQjKnLaOAAHWC0Ol6gBYNgYEur3oq39Oamb9NIsGnhmIDIwXPOIRIzgzW4bkaxWCulqCq6hRhcWwziYK5WSlnnZbvZ1NpKzuMwYc8pmwPgZrNL07iWOm12eZ3P5zkFAle39mzNTFurRXVZslW/2e+I3K12sSlOQ2RiwpQCsmIgp8BxrAbEokSIpKolF+4G/x4j7vkAhxeppRcKoLkCuJpec1/aa54IAKGzN7F3/2BHm8YQtemyLB8/fES2X/z59x/fP/IHtLWZqWnt10wiikQfHx/AfbfZMnMQKbXEEDLmIKHmrBWIEiIB+R8+fFAAcv83//Y//dk3r7zUfJwDsjvGEJAEhc0hhTjFGJm/+cUPb757u5u4LOe//s1vH55PIdFuCtsxqqJrAyssIQ0hSNzuttM47PZ3pZXf/d3fnY7HNa/uQCiIOI7TOE2l5M8Pn4YUJeBS6jXTDwgI8zy/fn2POAFaTAmASinzckJF6RUdQpyrkneoHKjCXGw0iDVjYGAYhtQrKjv+FRAliBrWVg20KQCSEDJTa81qtdbOp5O7j9MIpjElcxeWuV0A0MzWZWEmcK+tV1CZRDCHvnB1AAOPaQBTABDB82k5X+baaimZCIXkdj+FAOs6uzaJgiTMZKYxpiEFChjjZrv/hochbHcrwFprBCyl/s1f/02IQZhjiBJlt7vr8gcyd0Yhd92JkBiv0YqO7YbrFhYIO20Me5a1b4Wano7nUsqr1/fTD19b06enR7UGrq1kAKutnR8vt/evgoTtZnN8PuR1DXGYNlM5nHpt8bquy7KgUwjRAYDs66/f/P4fPgnC6Vh+Vz58e3sXORWtS8nZNMUxxKFpCYGFCFsr5wsBLOfL48OH//SffoMk+93w6nYXA8o4piCEsNTZTMZxl4ao5j/88Iuq66//83921RiCubsRs8QY12U+nA+mioimbRyT1trNWCJSaz0cnvc3O+YwDAMCikhMTEZSiwH0yhpnB1MlIiFY3VeQHXiXQJRgyc2BJGAcCAQXdTI3dbWihs00ppBkIJbHzx+tNiFCpBBCT1CZOhlGisbaWqmtAvYKO1uWWUJAwrKuDvTx08eb7bjdDsKpsbtVA43DePl0+v27BwC73w/fvJ2I8XK+uOVpGsdxMPdWjRlRyJgCDjHujDDGlIbNEMavv2q/+c1vfve7f5jn+SqYxbDf3w/DxIKIMI5JJCJxlBCCsFAIzMwSAgdBBEZMKRFzdy0zX7tKr03miJtpvL+7C5HNyvm4Avg4xsv52M054zTksh4Pz69fvWbmOKR5XXk973b73XY6tGbgMsTNZhOiKKirouMmDdMo4+52OZ+++/Nffnv36t2v/7pdLpHxtByVaCQAtaWobHAXYjmen//44f3T5/ef3lc0Fvvmdnu3mwL4mLir7XvYrqUE4cvlrEA0hJ/+7vfLWpADuDOhEqRhqqpWyiA8hYRg+XLeTBvGYAghBPfKTK3WVnWz3RNzCBLSmKaxmUmfr1QNesstogM0d2Q6a90iJwWt+giWa94MaTMMW5PDsihdhjSMwqXkabcJIayzZssxUpRwOi9DGlIceoiaGWvJ7jCMgwRpNWupAjSmxEDLZd7u9ox0Op32N3fTZjo9PwbcMwVgfDqczufz6XAotZIQIjan5+Oa1/PdfthOIxICQgxBVSWQSEhxs5t2TDBOYbvbNvdhGP7Fv/wXv/zVLz99/rwuy+X5cDie5susgKfzCUDXdWGBzoInIDQnxpSiqoYQDDymCAAxhDQM1OPqIQgzSUe2MhJ16ZmIcllbtmVZN5vNcplXwHVdlmV99ep1zqU3mU/TtK75cpmZJcVxHFMv2D48PYLrtN2kcUzDECUwAhMMm9vDpb55zeOrW0Na8/pwOJyfjtPrN1GSlgpVV6gq9O5v/u7dxw+7m42kccL1drcRohRDTDINsbWchmToVYuqOUcA+Pz5c601xsGshSApRAAQYQUX5lprkDBtJhGBZj0p2AdNB1DVziuNQwrDEIZht7+VENkNSjFTVwB0QAc1Z0JFPKNvXaL6sfkcoLivTT88PZ2WFQKnOEckRtjMbbMdo6SSM1EbhIGDIyMFIG+q6EAitZQYkoSgkYOENAzE6IA5F+D55v71uq7MZ2au1ZbzesqHpbZlWT++/7Su6zDKq7v9eZ6XZWUt+zfbaRxCpLzMOEYJpFbTMIYwINKaV3bjZTE6DNvbdV3WWkIMt7d722/g1f3T08EU4jiEGLqHlhBaa6U2b17ysq4LuKNBM+tOu1rrsiwll5p7g4M5WNXSi1t6j7Wb1dZevXmbwjDEgYnHcbKmbtZUa603N/tlWXPO4zje3t7knOEaRPNpjOtlff70sa2X+P3302Zj5kHEzQ7PD7ubb//4xw/v/vD3/5v/5r/+4Yef//r/+5+/F5mXVc2maTO9Gr22b/7s52Ea/h//47+CmM5zJrT7/WY3DSEIsxCLuvdY7GVZhnGQEGMaP33+PM9LCMHd+meGBPKyOuh+s29tYaZhHGIKoF61TsPIX8oEAFprpkbMm5ubzW6/1qJLEXdzIBEpqlfQExIjkiMgrA4Xt4QBmhd1Mp+XxREMOK96WQ0NGZEOOfBxt5mCsHAbIqGDk2gpMbGalVw6AIy1taYsKMINHAwkiCJRTPOyEtOyLB8/P3x49+nt3c2H4/Hz0xHcwaxWHwcSgPvdfvs2jKKuBZpVqMw8TAMThbCden2BZqFEJFdQAHpKcW211JKGAQ2VlFIMFIaU1Gop2d0IiIjHNGiom90kQswcSABRzWprm81ms9n0NWMpxc0drNS1tubuoF5zWfNaaiNJYH45X1r9fHN700pprU7TpM3O50uPX9daifC6/a211NpKdmsMPqUYmGrOAXgzbX/x85/9T3/3m+fDR1BZ8/pv/v1/+Ob+1WYc/vxnP5zPl1LrbrdLKV2WuQj+9d/+7SVn1TYGGmO83Y6BSBBDCDFGEQRrx/N5XZsINC2b3S0zpZR6QJyIQwjNM6DXki9wipEkcK11mS9CYm4SZByHXqks3M9riimFmCTGxGTggsitWetIp+vCpkcOnJCK+hPZBiS45Zb3TKPwubYVwJld3ZoWcHdgAvN5u5mo+FxarXm8lLv9brIQY0IMa14JMedKzA5cq1VrCLiTMQ0jk5hbXtrD88OHT4fPz+s/vH9qqlXdwAW5VZgGVbUoSAQGimilrhF4GKK2SoLjOBGgtjUEBBowCBJSEGQp2iRIbfC7v3//04efyI2Bvv7qG0AQkWHYuCkTI3AIQ225ttWBTK1C67cNM3t+fn5+fg4hVLXdbmdmrRa3hkQpRpEx3MeehEMiJn58fPzxF989ffiMpkWrrYWu9vqC7OouEJz8crkwi1Z7fl6WNUcJDLSe5+hMxCGGP//xh8P59IePn5rnuE1Pp9PT09MQ4+6ndyzMFMPjc9NyWVYHOJ5PZspom2m42YSv7m4iGoFFTmStZus+nNvtptWqBLWVvMy5VgWKIQ5DNG3kSOAxBkQlJHQKzNhxL4SOLoFLyaBNCDebabffbTejeT+WgtYqPWJqqgBfQk5gag7OgQkxuz5rqYyYgYvtKezDdCzlUy6ZCIgJHBFEGIMclwxmSEBA61JKm9+83k3iEkLsrGl0JgeHWhXVhCmvswRqFd2n58PpN7/57bsPn81xba4VS3NAb1yZsDW8LNWs5mxDwNvd0C//EgSJYuQQEKC5K8voSCwiYUjjliNz4r//+8//l//z//V3v/v7UlcmjCHspg1HSWnYTRsmHgZhkpjSOA4SKMUwpLTZTmY+DMNut0mpg74txAGBhzTiMHWWCTOZubp1LEVrDQCIaZyG/S9+HGQ6Pi1TsqenR1AT4hhCNQMEQfHmnz59Wtfy8PgsEu53N/O8GGIcR9ACTbcx/q//63/+73/9m1//7W9bXggRAs9lPS+ze8fkoHlFpBgSAKLb/f3+7f3d16/3ExcvZ5aIrA6+rHlZV/C2G4bz89Nws3fzw/Pz08NTEBlSRHBCB+KuqjOTSADzIMFMwZxYpnFCQDCjIEQ4jMPN7X5/u0XW1qpwChylfxYRgK/BMri2sSOaKQMq4smbkVSCmeBsJYEHAFGYmzmjMDm4ml2W3NSaQSAaU2CRh/M6qwkdg/BmSN6qkIsgAQFgGgchzOcLIRHxw8Pzr//6t+/efzpeViAhpFwrAKRE40jedF3rnNha3o1BhtF6HCiGVptbQEpm3tpKJO5kjtqcw+gcKQ6/+4cP/91/93/86d3TbhpDZCPSZmU9IaM5CAgCOpSOnHJwIgoi7hYkihALhsAhhhgjIm422xDDNE7jNI3DME1TTInJJfCQBmKOIfU4yX6/C5vw8cNPN2kz19zU0KwsF4giHdGjvpT6fLrU2tKQvFkn+AYWRiBX1waAm3H85//kl1bLr3/3O21GlBCRAtdaOw2gh7lqmaPwfjN8db/58etXUyCrqzMAOBCo2umcn49Pd7vpfDrHmFKMBPDpw4chRgSvbe0r53VZCZEAgwRCksgxhHVdiDmEMAxJSxVmIdrttjc3u1rzh/fvkUmBGNjUBQCIUDo8zbTvYlmYEdwMDAjJmFSdDQDRGBctpdMNHM1AwQBc1RkRnBCoVG2aiREJL4dsTVPAKJdEtEHYEDg5Bam5ttq75vhyKY/Hyz+8+5Cru6EWTcmHAYYYQsAxMZgI8eE0e4L7/cgcENs0TR3/Qtxb2ltrLUgywyRRHdRBYgpp89//9/+n3/7u6f52W0rtLihhEHYSckNDDBzM2NAAHYndyd3AXJsyG5L2AgFhISbTjy/pVvQXPxP0cJkIEYtEYWbmGIe7++mH+3vJ8v6nDw1aAJ9P51PNyiIcDfl8mRczNZskGNh5WdLuRq0/UtK7jUvOm2H45//sL4Dhd//w7nzMjmDgaEbeXaXAyNOAb+7Hb96+fnVzk0QZlAiBI7Eg8tPh8Otf//bNV/er+vp8ur29lebLPNdq6Fhbdmtpmjqvj4hSjMM4uXsgRsQYk4HHGJZ5SSHFENMQd7vt+/c/XfIiJFpVvQm4GgoAEHYGR+8dtY5pECLvGU+wfkNEAFR0YydHdTJA6H5+QCJwUHMHIDARaaqu7uYEEFJA8Fxs9bZNaQIG1aI2wxqQ53N9748cjqd5blVdER2EjQliFEaAptU1RRqCb18N7GambjimKMSONcU0SrRWmzbEwEEcuTQLEZAxpfDhp4//8d/9501kKxkB3cFaAXUngIJgyOwNG6IBuXpDIO6JImLAiuBEcKWmkyJCkODm2FH85IiuaoTsSNYyIq2+AiIjl1qm8VdE+1nPKn4D43o5MwRvy7ycT+c1xmG73QKqga1L2U7jcV4wMke+XE4yhJhC1SXwwOjbFP/lr375w5vXv/n9Hz5+PpzXixqqmghP026Thu+/vr2/ife7Pahbq0aI5mouRDWX03nebqfdfvfrP/5+crp59ea8FiQGQFMgBI6JmXNekWCzmcZxImAw6OwC4UDsMbEQjOPIQm+++urb774PSRTMzLTqus5gWmqVbtXrGWFwYiHqhDEARCy1IVIQVgAjqODoEB2LA7wUF8ELO+CKlHM3d+Yrtw0ATPuRZu5QagEM7Oitpe24m3bHw5pz1bUYuhCaObzg1sEMCGOgJJgYvrnZINGyrEPk1692UVptOaQASKV2EosjIVYFzVMai7Zl/Z+5+q8ny5MsvxM7wt1/4ooQGZGiKkt29/T09EyPwGAGYgdYrBmwWBDk4oXkA40PND7wL6LtP0CD7QON+7AGo3FBGoAFBiMwerqnqrpLV6rIkFf8hItzDh/8RlYBYWmVWZFhETfv9et+/Jzv9/ONw25+9s3Xv/mb3w+uA7Ccs6rkNOekpiBFcskiWaRIhiKlKOn9BVlEwNBMRQURiGq9YIT+nuRH1YWCCESKNTOTwBgdewAjcueP39lkiaqkppqpaTfb26btWte0mdEIptSRPz87vntx7Qwb5jSn0guik6wJUwjEaCazluLJHp2uzo5/5W6zf3V1MQyTKXR9t1ou+z70bWBQBwiMWUxUAzdAbrcbnGc0OT89bskd+24Tx22anhydeB/MTElE0DmWIuM4tV0TmmaeZ0fh+OjYe68qasU5CsH1fRcaPjo+OXt4VkwkaQXZkucGWzRpLLgQDvm5hOaY2iYgQRJLKeVUEME7B6poCAqChmCNEQIY1rZY9a1Utx4aVMOnmR7+pgq3EStMFQgBTACdqD46Pw+u+erZq6xSr6MV9xVLUQEy8ExmFphWHS9bn+dhuVy4hStpytl3beOZ5xhVK+Ub+0XX9ksRQ+/aZU+hE5XN3V0X3H/3T/5+xfLmUrU6JNkYGQANJOU5pyQZcpaY8xynaRrjPOeccy45l2EcSyo5RtEiWopoKVayHqLXRAwwWzFTBkACAUPklMrbbz2d57zdXa/7ngkkTZH8i+320aJfZQuG0zyTo4bQqZwfLy+ut8uTo0l1Eh1yTnebBw+PHSGZ5Gk6JKwye+Tz48XD0/dKjTs++E8TQmHg2mGhKtNA510Tfb69vYaSl4su76dOEJeraRiO3n7PPMU4qkqN3mAmJGAm77x3/vT4tAlNHUurUQhhsViExi1Wy3ffe+/45DQsOiICrfzgklM0lZLFMR18a0RIDFmTFVVzUoyQ2BGomBkiLxtfcsmmBsRqhqBqqoZUWZx24J4o1HPD1O5JCFXFVKlOhABZJSs0i8W42xPXuBBwjgHQkRG7mLSieLzn4LnzTtJsTIZ6sm4IOtGy2e77tmWmlAoR9X3rQ1OKqGK/atn79cnJ6viUyZ2crMdxTCo5gytGSFLQU/FsPjBRIFqWXBzTQdDIKJIrnYaIRXS3HdqmlZSK5JRiilOKOc5FDeacSlYRKyrjuJvHIaeci6nYMIyPHz08Pz1Zep5221FGjHvs1sa02Q8r3xlTdoAq5JyUvFo2y9QNMWWmm9evpxQfLFfdMAZuSCWluWk7NGDiZOaYRRO7SskyACBw1Y6GpqCGaExEjIYyjFuVsmzaNOzjIB64p2Bk/XrV9u0wuNu760qxEZW2bVertff+6Oioa5tx2LNDKUJIXdc1TYsMl5c3n3zy/51TMad91y/a5froOLSNd9x33aI/cgRBsQCUEJgAimouqiUDoPdOTQ1AzdBKv/Yl4hiLEiFyVlZUA8N7Rot9G+937wi/J64KmICRQjGqEMBMIDmzd0DYNF0qMzHWOXfwzAxqxKTOKzEZQN91c4wicbE4app2GqaKjh2HfduGtm37rmtcA47nVCRZ6xbLxRpADcQ74mr/BmT2AAYwIxgDkrqq4CUDMNOccxq7Rds3fhpnAiJ0YOnh2cnJ0dGLZ8+OTh7FHOmeSGMAati0LTE1oVErc5yncZh3ezAjt/r6YvPV6+e22RPAXsrCt6tm8aBf3Gxu2IcF0W3aDRJb6Y5cS4Bn5ycvPv/GuO3a7upmq0pHR0vVtJ9zaBs1qfYiz85AiFhKARUDRAP2xGQgOO4HdqxKKSn6JBYlp5aDU5djFM3OeS35weOzYoma/tHRWwqw3dwEH7RoHxZNaEIT2q4pKRICAIXg2rAAomEqc56/+OrLly+v7jZbNTnEWuiBpYKIDXkHll0FfYsoABg654y44stNDbm6vUBFvXPoMWWZcs5oDFQMrGpzD54q0HvWHBwSvOvVqbLOLANmIDIFhJwzBw7BGegBbkKEYN4xqZrhsm/WPVfhfZTSBF6v+iY0TRv6RR9TGodhfbzqmtA0DRHV8z7mrOgVSVQ1q/cHIrf3vh4ZphCaxjtmBEZmdqqqggBAzrWeffAAuOoXAGRA1LfL5SLF2XsmxpZb77yIIELOpYg1TeiWC1MDc03XHK2X86KJ4+Rx8fzlbZlSH8LNNLy8G37p6DiP+5VnWi5QSkrzOnRWzAAVcBpj6O3xo6Nvvtks16eL4Dd3N8Pp8aLxqsmIDb0LJGZxmprGM5MAVFOxY49kzlMsOqfMojHl65tbRXCNtZ4QnKkzomymJbXLvl+vpnluY3rn6TvvffDBqxcvh91weXFpIs5x13YiEkK76FdF9fHjtzab8f/3b/9dv1pN83R5eZkVBLgeTc47OlgbAQCyqetbKqWoqmSthsGKxLjXSRoaBOfMDFScQ2Tk4JyRjzJNOhUrqodlRXXUeID+EFa/sZrepyIh7nK+BOw8jgWmmE4WPTv05LSUVEr9Ss+hDc0Uk5b88Ow8p6g5Obbd3W63tdOjxaJvl8vFMa/h/Gxze5NiBGMAPyfJYmLmF468N0ARIVZ2vu07MWBp1NRUoRRirHLs6vkGOyiy6gmIZs5770JoG+/dMOx227vlqj8/P5tjIUeV3jbPswmErnXeIWLOEQm0lOBOpF/cfnN3Yv7D7mTY3n15c/toedplsJIfHB+7Mdj1lhFbDGHdPt/e3sl8GsI8DBTc07cffvP1i5OT1aJvv/rqq4bfcQ0aWdZEuSCiQwqBVREQyHGa5lzkQb9MKQ9TTgXJbIxxM+xzTu+/+2Sax1m0Bd0NEwefSjxadC54770jj+ROz8+//8Mfff3FV2B/fXt7HQJXx6wUGab4y7/y49/8zd/6+ONPvvzqKwUGwCIiZmpGUDHHisjMrt6lK8TLgLGoIbPe5zWI1rArc46rG/iwa4GhaWBqQNsWWnK94TgnBDLDXAwBCA4GqnoKOs+52DhnAkBG9Jga8q2f76aUS8kxldS2ftH3s6SYsog0wXVdYGLU9PLVawJ9eNS//fgkna2H3eSYpeRpt6s6Aik2z6Wk0XA0grZfhK5vFksjyqLkyIXg2Be0ksUAEMk3gRtjJOewiBYRzy7nVIPnwCwwOcIsklQhztOY1cQ5IgZVZSJy3C8XUkptTQNTfXKIwXlGxHHYr9cn119up/2IqaDBLs0dt8r+juSbq9cd+bPQmUBomgQ2SlGUte+Zm+vd7mgdfvij73/88efn54snT86vrrdzmrvOL1Zd23fO8artttu8XC6KCADcbTdt6HS12u/jdp/jmC9evxQozuOThw8Wzhdsr7ab18N1y65hCos+9F0x671v2oYcs/OL9Wp5tDx7eMIkMUZA2NxtdvuBOZycPZpTbj33bZiTFjEyBVUwETuA/MxKzklEENGAHQKDKiMQG5KL2bJAKUKElctYJAfnGLDUvPUDBcihaXCGAhyYHZpZKnTgrapibYwxsici7htOOSNB14S+aQDN+5nYnCd2OM0zNz4EhwAlWnDgHTSMgCHP09Mnx55kHqemcQ5ioHXDYY5zLsUHj6wcfC46TAOzAw6rs9Xy+KHvl9w0hAqKRqwm3wV7aB34NI0DBURVJe/pQHQx5hrcVxDUAQC07HgcxjjNd1e3Tds2EHY3NyJF9dCtaRtfQSsKRkRdaLTgbpynEuMwRBF2TdM1Zvlm3A8l+oZ3nhx3L4e7aR76vr/Z7j+9fH12fLzul/MwnB2tfuuXPvjk2dcXevvw5JQAdrud836cb4+Oj3bbfdc2YtC4UKTc3W3fe//k+vbmdrOfBV9dbjbb3ekqHId1p76MZd5Ou+0IZg3jarUSgq7viUgN2QUwsoIxl6Ojo+P1+mTZiRbftIrfl5KJ3H5IH3/08S//8IP/w//+v0+ppKwplZTiPM9JSpxzzmWepxSnGPNuN0QtjhgCewRnWk0oCoje13BRqdd4QEglV803G5YiasbkEJAJwLNzqCpIoKKiisy1D0mIrCV4dgEbRwC1KUXFFOoeCt4Z+dZPOTVkaOYcmkiOaR7nrm28s5OTRWCdhuH9979/4/0wTsHzatHlUhyjC/1uf1fU1ut1SrkYN/1J1/YNk3OMFBArFYscHcI12DkmapqWmSuXwcwASxWNAgAhi0p1C1Q2vfMBYD46Ou4XC1Mlz2ZWROrsiwmJwMQIyYqknBAhp/nrl7/YX+8b18Y8n/WtUXp2e/VoefZwiZebu4thF4mvp+FR25xSc/Kwv5qmaRiOH/SblF5dvnr84OE7bz16eXl5ffV66cKjkyPfh4vbLWxhfzct14sCKFaJG+H2Zri8vp5jXPcLdvHkYf+gWbhom3EuKV7e3AGxJ3j88GEBCU1AgjoM9N4750opaZhNsGubPA1N47rON22L5A3AzunFy5dffqq/89u/vdlugalG9AEYIhtgKaJScoolyzTH6+vXjlGJ2BSzWS6xYsbu8UtmZoRUSkZCMDLQLGJ64KuIGiB6BiIkxBBcSZKSiel9U16YyIERq+SCRKagwEQcWrcbpsAOmY2UPCMcpOSqUrIxQWgYtf3681dPnhwvFkdffPn10XrVdP1uHIEhNO2c8n4c7+6m3X4EltXJyX4z6Ho8f3+tYCbqfOfZGyoBi0hRJcfs2DlfpaFt1xlYTjkQmWrl09e3jSMEFVFpgweRNE0PH567EIrWuEYIdDjuc4o5zQ4RTQGVGZh9UbnY7DHnaZzHnGKeXl7dnS1WGKOM8bTvEtKrly+e9kfvPji5G7ab3YCGzodUynq17NDFPJnK208erkO7u7yM4z4nXmBwyovT8wyyH8aXV5er5eq4W93d7KYkgk3TLc5J51Jeb8f9MHZALVobfNe0j85O2RMinJ6dAJQiiWhRIwJKyVrKze02iq1WS1QxLWWemUXUXAh5HP/gz3/23/1v/umyb4sJcRARqYYasDaQCUMXDMw5eufxkXOOVE3FVMV5TwAKUIrAgUVmCHiY1RDWjB2iGnUkwOyYDBRMzdSyOvZKYKUA2iFPEdgOXJZDZqMSOSTv3XY3mHLbdpr3pACI3aI1FQDLqSBSmuez475fdItVOD1Z7Tb44uUrBHDOFYC2wBzjONj11X6a0+psKdx/dXF7UV588Ou/cXzcMyUiFjUgY++IyTlHNZgImZgRSe3QHa6567WUzCkxcclld3fTBr7ebBxgTEUBshRBQK1cF6tcGiRkJikFAM3MOeKG9jvk5u2y3Oy/+WrO5dObF63vHNOsezW1UY8C/+Ds5Hx1avuxEW58m+cZmV7fXD9YdBJsVxK7UHa7qc1HD45LSpolDTHvBulzWHfGuO7b1vE4jqDWhbDPJBiS8Yub7WY3rxeN97Zqw6Jp+3bRN0223C1a1WKaVZyaxBi3m23OQoR/8+mzZ1998S/+yd9J013FM5oUArSsm8utMzZR84BoYOaYg/dobKqiWdQQGUnNpG07R+gNEztQZDBhJFUwwiJS4XeH9jlwddo558w0p0o+QVUzVSREYzVzDM4zEFbSoqoiFsAaJUQqQIweSEGDDyPlMcfFchm4cyLjdszOdU1wgUSm/W4yo65rHr+9Dg3utvvFolssP7y5uskmw5Qub4epuJRwMsrEJ/3p937ld39+8Z8+/+rFLz67+PDR9xeNU2WwqGKq2jaBvANksBo6WpP2XNN2BRUQFaXyKb3zQIhoeRp1Rku5ADVdT0xF5ID4rYwnBEQgJqKQWcA8UzCYFfiP/+SLCEvu3Z272KcN+67vljOCo4CqwG6aJ1SJeeqIO9PvrU9Sl7PZZTeWOGhOCNA1fkZ5ttnadvv0+ME6cEekZpPI8+vN1Tism04oDcPo+7YJ3bC5uWGdslxupwcdP2rCyYrBWd91gHyd9o6pE5dTYs9grGo5x3GcHLjd3f6rF/s//Yur3/t703tPH5ZBAEG0gNo8zre3gw9LA0hxMgDnvBowOecMGZlrEBlAtbIBuBhnJGNiR8jGtecEzAhFRQFARdAMTADUe4cIalCyhMYhcP18pZAhUtMG55tSJKU8TaOZKBiCOefgPhlQioxx4tB459quAzMVDSHkEHe7wTs6OzozM8eoCldX22Xvn759bCK5iPdudXJye7ffDvHl1fDydjtlWSz69dHxTW7+0T//P77Yu5/+P/7lJx999ju/+sHR0kmcEQ0ImbmoOTAmU1MmU1WozCYRQiB2xQwMakeLAOdxbKszugliMIqxc0WVCGvPFoHAqtGwhmq3hAyIzq3++q9efPnVhQrNmndJp2JNszDBidCIixQymgQ7v4CChal40jxSKgH808VpXq3idjBVJ26Xy7XkhWuG/aCSGIxCwLZPU4pFRywCZgIYxXXovVt3Lc2bX3m4fni87hEVJXsbpYCZc65oAcTQhCraIcASU8IhnJx8c7X56WfPBmv/+GevfvW3ftmKgnNQxAP99C9+9vWrV7/5k18/Oj2lAALI7PXQjELNETQCpZIzIhMHQ3DBe4BS70s1ONjUPDtGTqYIxo5ITQ4GUTUFLTUEsSAZIyy6gAgxivPBOfaeQwjOcSmplFzdmCqlKtlryJ2a1i5ZCGGa906jMHVdY5qmaZ6nqW/9yXHjubm63N9c7wny06eP1kfH8zh9/fzVq+v08noclIo542av3kEDCV/d7v/pP/8X//Jf/o+ff/b5Z89u33v3Hc7bIup9cN7X8MbGMxoWLVVTS4DzNCLSYu2d5wNcVHWaxnkevXPzNHSNd03XIvumEVM6BGBZ7d+AYRHLJTnXIBEx77byh3/4keMGHQ1jzgZAngrOMaait4e7JLSeg2Ngfrm7c2anoS05td45NkLqlos8R8m6bhYr0axijpFcKkms3O1v97k0IazXq5RLs+xQNOW4XPZnp0cLkp5p0bTzNFBo2FsapkW7cI6cOQWrQH9EVDswVHbZPv7i5d02QeN+9ovbVy+mp28vVdE1YXu3+/3f/yNTw4DUBgyuazvnAjvH7M1Yc5yH22nY5rIx0QDovHfeMXtnCkW0qEBRJCAGM2BCVTTAAJiK5CIEaAiMGAIRmfe47PsQOOcEyMQuhFCkEEO13odwiBiWQ7KCqSogdH035QwAi8Xy9eZ6EUBVg+P1uk8pzdO06MKyb1Wg7ej09HzYXm82+8VyeXJyvLgbX3/54vldygCOoW270HVITER/9qd/8n/5v/7ffvTjX/vZX//lX/7045/86OytVUCS4D0zOfKmIjkRgkhSIlXsu0XXtrVmB1UDUykAGNpm8fbj+ebOJK/Xy1fXt6vzR+yYKpWxXnvBTNVUPBHVjG4A77uPPvrp6+vb1fHptJ/cATBvkDMyEtM45eC9oWWzgiA+QNe6UhhYXRCWDPvge005OBLCx83q+OT0L1595Zft6eJ0P+y20/BwuXjieo7CTNo455wVfX59c3K8ev7ymUmZQ3u7H8HhuvEiSnDIH6yPsw7gfPBIpATk269e7n72sy/nAVZn/aur7V/8/OWT936YpxEsfPHJL25fXa7b/p333j05OxtySSUXiySFqRB5RPCr07A8WaynabyTNDKQQ3RW2UOVZktmakXFOQyhlVwbCKQIBsqI7BlaMqQiyXloGteEzrWLxiBO0TlvBlLETAmhCa5aWVRRBRAI0NhT25CSB7TdZnvgbWhhbsCkbV3KAhZ9w2dnx0fH3eZmB8vFdrdNz/WTz77ZRE7ALgTJ0QxiiRxdSrFZLD/69Isvv/76n/33/+Kvf/bTl8+eff75q3d/6x2tnWARZiySc5wdE3kmdqHv2Dc1qlcqU1FV1NDAOQeo7WqZY7x+dbnf70+ePDUg5ppmjXAIr687rzrmouiCe329+YM//isFJdQiGUTRIM4xhG5MkYlD63MubduL2s2Yv3x59fTxyYPlGu527JAW/mq4DXFeW+ddaDtWKE2gHzx5mHLcl6lQWS2aDhonxUw2MX55eXPaLnvXnB4tht1uHOc2eDEDtNaHKSZmakNLjMF5UIVs3DpGdkRMHHy/ndPXL+fbvd3trtcP3h/H/R/92S9+77/61fWilzl99fkXJZaH7z9+5/13hpiQuG+aMU5mCiaSZgXwTde0vfch9M007Mq0JzIjsMDc+NCEwPebfI0p4kPSJjiGxvOia9oQVqvlyenxarkMofHBh7btuq5rO+faGIvjJoTGzIL3bdN450BNSjFTZkKkGmvYtK2BDcOw6JemZgo5y2LZd70H1M1mb2aq8fz85J13H7uAijDs47OL/Z/9zctXl/sYEwACcg12VIWm7Zu2+fSzz/7ZP/tnDx6cPn/+4vJqux8n0AiQUx7HaSilABGwa9tV162C7yuFx0BFD3m+hISMioaEIhLHbY4jgLrgDvkB9zTvQ7Yp1j+T8xBC+4d/8NcvX94iUvDBe7fbbed5YiKRolIzeQUAx3GKMaWUN5v54moLwfNRn1svwTXLJTgW74rjQfJmHnbTfru52e+2oopEnv202d3d3e7zlLRCb5Fb6hY9kPVds1oumia0XUOI9xYa33Utu3uMH5hzDtl7711Ao2aeCzhOpYzDFkH+8D/+9H/6n/6D4xPnmsubW9+1f+cf/YOTJ48pBHAsgG27aJqubfvQtuycaklpLqYUun79wC9Wrg70EC3nmEquE+rGeyLRoqaCqN6RcwzGxNw2ne/6gqYa4qyiwM6pWkqJGXMuFR/ZNe08DqYSnGd0pcwIgGRFgSkYkPPt6YNue7dldtS0gSnFGaDzHtfrpsQ8jOP7HzwehuHB6enD9OjzL59d3+S7mQo285yQoIbP1Kqo3s+Oj49fX1wUkX/+z/+3/8P//X/4m59/+Xd/8uh4YaIt8uFm6rj1Ibi2NQNTKJLFChGB3jP51VxwuSQEmna7abOFnNGFpuvtYAWoOicQOcDYAFHUXIDr6/2f/OnHc9YV0DTNw7DLkthR3y3mOXkjInIuqBQFmedpsVh7F2638Sbq+XrlVBFk0QQwsIIZEIwws0g5Xq+QyTG1IYBaaltVjVaWwN+nY0ylmCFjEzwqLxd9Ljk4RwCAejCjV925c20Xur6rAWbswvUmvbgrl3dzaPquW+13w8Pzk1cXL/+Xf/MH/80/+PGPvv/k9OzRD3/4ax/86i9DcKHmJqjWvkIphdk3zoFqKTlbQeyZfb9+QPtpiFqmkmKJopkZQ+OZ0TF5x20TvOMqD/eevOcieb/bxjhX83kRiSmqakpxngfvCUDqjb3iKOu7ujJzK3UjxpSzMDsx9SGoHjL3mDildHJ6dHTSL9d+t9vt93HZH6csgDxMus90vc+piHMESABUaRwIRMgG6Ji99x9/9NE//m//8YMHZ988v7i63tZeS9etlstl2/a+adh7JPONc3zYokytiEgRrhjmlB3gvN3dvrjQWCSbGjftAhEqIRLxkO1L9+lGAOpd+Olf/eLTz74ep4HIGdh+2JWctWL1gl8drcykaZqu67uuWy1X3jOybof51e344nab0Yi9I+e6FvtOAlPfctew5+A5VN4Qh5QKBVos+6PFsuucc+B9m4TudndI2Ped964Jvgm+61siJKzkZiDmpm181zZd60LoF71v1n/18es/+osv7ybxoV+vztOshBpa99U3N//Lv/5Povzehx/86Dd+4vpGRCXmHJMpqFXChZvnWLKAGVlmjRJHyYnIuaKMUpObLDhnhirQhEBoAqVoQTbPHgHVoGgsYsStR3I+lCxqmlNWKFbyPE1gBj6YKz6wWTNNc1EBJEQlRiQHoCqSmDrTlNL6+CiO093tHXedNyRsnW+dh3bZF9VXL185xsePH++3s5q/2Q2pmKhiXa9maFYDGs1s0fcAuN1uTx+M758+/d3f/dsf/fRn28m5rk8FK07c+67ClUsqUrTKvU3AOe+oOicyGIbQOofj3Y1nKs4hQw5MnivisYb/Gughot0U1cwsTelP/uyj3Tw2XQMoTLxcHMd5FydXw7ZiSUhWcilF27bJeey7lr1XG3/+xTeLBt99++HxctU43k1DmuTRWb9aOQ6hc05zcr5hxhQjOCI0UxUD5IYl7WO8vL5drNtht3twcuxD6LsG0ZA8F0k5qWHTNG0IbdcjYTF1YFeb6bOPLq42RUQ0Z+u6rl9Pw904Tuvl8sXL23/3hx/9nd/9zQ8+eO/s7bdNDM2UjJ2riRiSFQH6bpFTiiUSKBmipTzNOZLLCComUhwzCjgy3/qqi1AzZgfgvHNaw4UUyFFKWaObY7ZS2HHnXUmZVHrnyxzBIErplr2ZsGeRDGDOuxITETlPYpDNtsMA6LPkxdFyN5w8fP8tmPebq9fDbmxa6EI72uRcu9kOqq+3Q7zdjeS9jKJmdDA2YG0pIRExtW0Xmma7295cX88x/sN/9N989Dcf7yYlvyQdVS3ngphq+ahSkBQPGYjBAERKLbFCaIgIrYAYO44AhNC0HTMXKfehOghA9zlPZgbBh1evbj79/Ms5zd55RBjH0TmXiQARkIpoKaXGzDKDiDRN45xj8qKIQrsJ/uaz68ZvCGCeBjR8cbn8wfeevPVogVqkpDJHryQSRUQSFg6u7dgilKmxdLrg0Ld1MJXEls2SoORpRoS27bz3xI59Y6oEKGLPXl1+dbHbRtqOmdyCQUWtDe1yfSJy1wfMcXh5dfM//r/+1f/pX/yD46fvO2LvCRCc86CiWlLK98VlgHIIkwE1IpOS3O2c2ZDQmmDQUNu08xwBzHvvfEgpgYGhOEdMbMIpFzAchi0itd0idE3OadF3wTvJtt/vpZScMqIYkEiuYdUA4JhySa5pV0dH0WDRL774/Ou7y+kf/Nd/XzH8zZfPf+93/7aZbTd3b68eDroxdJtd5nZ5vU+X23y50yHPVoMf65blmLwjZgMj54i55ExEt3d3u93u+7/0w9Xx6effvB7Lr/Y+IXgDURFiQsAQghoaYmjaQ/XtWKUa9LyhOiAsgkTLk+NpPzZdf/BNENaUUEYyNq1QdjFu3FdfX1zfbrxjMKuxVszkmxadjzmKAJGTIjlXnrd6X9WChkSKDKZqEucEAAyOkF5v4u1fffGDD6aTZdM46XyDBugCgYmWYUpLIsqbVqbApW1hips+NEzOrMRpbtrg2Lm2c84hooJlUaQ2F/vpR59vIu1m240RKPSOVEWKmIdueTSPwjSAZnbk23VoF75xVbhWiqQU0awqRVXVwNh54i7OaqDsUIoSkbsbxAE7BCQIDe3H2dLcdm0giimJSPANO1IocSqqBdnlkosU9p6Do+C0ZCUwAnJIjmKeEcEhUBOKKSJ2XbffjynlUtLR2SkHfrRataFtf/A+KmiK7394OsX8b37/T37jw3PKLGLgeFbbD/vLYXa+eX6130YokoG880ElV/Ze/WVo7FzbttM8Hx8dTdP0+vLy/Xe/tz45fXG5udvn44dNiRA8m2llKrGrg/1giEWlLjWpHDVidry7ui4ps3PsfUml6xeqqiJwH1HOPnjnzEyEhXLbtV98+WKOpe3apmkRaoJyZmZAnGNm9p7dPE3OBeecaC65xBhVMoAYMAKyOr2P4lQQAIoZf/75q7cfrt99choamlUvXt7mVM5OV10TSHZBJ6fJNDaOl+iLFjAnEodtVD3uQ3DeaSX55rwbdrf7Egt9+WoX1aUkBND2nRVBMSkacwzeU1g+ODv6/jivjtff//B7poIa05wgBANTFRNTVWKmyp1hJ4qh6UqOJUd2ZBDcPANhcQ5c9jLINM2rhriBWERVHXtAiDEDWioxNE3OWlTIHaBRzsCHlsllFcmllKImbQjL5YpCL8aM2rcLybDbjd2iO1qvutUCyeWUu75lcikV2g2/+r3Hn3mcEj08eRjjyBiGWO4y7m8nojTEkrUmQ0jFsh7izRGZ2OBACYvDwEdHrfevX79++vbTx+cnz16+ur3a/+DJg4wDSAAkIEAmc957D4QqQMAAKAWRA4E6jzINabcLwc0p5yLmGx8aVENiBFQRwFRStuyxCmR9ublJf/qXv0hpbtGH1iP5Mc65TJ4dGSMymkmOjQ/OeTFT5KbxIFoEDZiBDkHVB3kJVGAEESW1Vzf7cc5ImlKZ52Km0LQfPl7S/ga1aKVNopLNARChZLUeu7spEINmmGUeJ/3qm5vL600UMwoxgyj44JncHCO7TtRyiZgseE8UluvjH/4y/PVffXZzd/fJ5/LDX36KpnGMyIAY2LdWxECBUE21VOY0OReMWVUAwRUkMM3ZYCyqERG9d0MswBxzDiQNk6iIlBA8KJeYUaHtQtv5knNoGu8dGErOOaflstddrhE3jNB6D1ZqMEZowoPzs37RA2KlcVZHPzs2tRiHp289OFquzxfdxTe/kDROUXaDJuF5zgYINayr7hbMTFWpCjUXsu3aUrKqjsO4OlpdX1/vh/3Tt99+dXf78uOv5oX6D090FA6OXXVIODUDMSJXLSCHDDBAMN1s7pq2U8dd47uu3+4G9l7BKgWTyYlYitN2vAVTAFgeLb/48ubrry/SnD0Hx4EZUxYV3Y/7qtL23oGWrLmI7fcDIDsXmqa9z/g6RKcQ4ZsUOzxEhNA4lmmIwJUUywj06Vc3Mk6/+YgJVBERSE1qBEttVLGzzX6eBI4WdDemTz5/cbuJWi25kAkdE4GZqDKYmuaSkFlVQ/CILkd499GTP4l/+fXX3/TuvYuru0fnS9DKsesBvHcmJjkl1cLMqgoGKgYA7Lzm5BTBDJncnFXVnKPtmEwxG08xNo5bx7lkIuwQp5RKzKvlom1CnIa+XzFi4/3t7V1Kk5n1i3VM8ziM4zS0Znme0EyycNNV5HopxXFwBzcHEfGcZ2Yi5FKm222Bsi4Q0BuFfopbY1fs4INlug8Ar/1JJCJSUwJcrVYAGJpms90en5zM83xzfdM0zeb6trC7/vzVow9PFGsTns1ARWoQMpghMRM752qg+jwMq/WaVedpyjkVpih6ulwRU8m1UcIIFpwLq1U1+LfeffzzL4dxMjPvPTu+29yYSZ24e+8pkgEEDoRoVlbLbp6Lgs0plVLoO/+ow+WgLig8hDkDMpADUCSrj/duly49wOOFWRaraguu8lg1QlAm9/JquN5fH/fdbpg3YwZyVmm+93NhQ3XOMSMzikqKMyLOgR03R+vFL/3gaRPw2TffsIWvnr373ruPt5s7kFJKadoeEEqa4WAiNVU1Q3YO0VSKobr6goGKqqpCMUkC2wK7UcysbWmHBcCCp1kimbbBIbs4T97Xa6ft91swWy4WaiJSuq73rhHJ0zCUnB0RcU3Ds5SSa0JKiZG8wxqh0jQBUeYYCQkDfv3qRbq7G8dpTpJVANE7JyJMh7RaIjpESSEioql57x6eP1wul8H7VxcX+/0eAV68eB5znm42dw2/vts8nJNvWyIm9oBYNB2ITRVhaBDnaGCOwHtHCGrW9MvApJrS5W3oOkAMjZciOc4mc44puLBaHSWcwPSb588NNDS0XHUqcb/feO+d8zHHcRhD45vgHWIpJqKBPHOYkhbFIvKdXMRvQzeJyNTeLC2rvjoFAkMVRhDAaMKkpmhWU+9qhgYQIBjPiS5v03YoFUtlpqaMoEioFaKKVKe3qodseZEy7If33jv7ya//8K0n/fn5yS8+/2yzSb/yK49/7+/8muOmqMQ4GnjvOyYPjhBSfTMgsimoasXUOQWQXFqCo5Nl2zerPixbrwW3u+ny5nY/FBXzLc9FS7EmwEPWMsemcwCgUgsOW6/XxJRzvrq6RgfLvtneyVwgsHnHhpRSbIIz06YJilX1rMS+OvNUoZQSXJeTvLi4ub26jVMsCgRYRCppGA6mNXhDlyUkNha187PzvmuPl4sf//jH/+//z7++ub5ru7C93SwXR5NM0yjNyZPp+evTH3/PEjEHtULIVgzMEAARpnEEw7ZzVAnJBsiuZlQ17aJZLMAxolMTKcmhovNaZtFpGAhsGm7z65db54LkEtiriEouqEh2t7ljcsE5lZjMmIiAvONpHnMqBkGgIj0MiGt0lJodCOEIAIRGCFptUIAAiAIAJvMMG1l4jIwFIAsEEnRoYgKkO8VhmlvHRqCHYxWoAieQD1MpM0IUlZwioXNsOcWchmX/Xho3oT19651H//YP/kho+fHHL+9ub/tVz+b0EEwuhMjMKlwh+HVmSkjOt2rBdWRvvXN2frrsFx05dsCgoGAnp8ePnjzY7cfr6+3l1W0WcI6bNmQm7tsmOERBAyna9R0TA8But51jgoyqNhQp5V5RCMZNCE0VaaDzruRsBmbinDMQEen7htndXN6Nk1xcDuwQieRg0raKhTisKYQKHa3DZVU5OjqSUtq2/Z3f/Z2PPv75X/71z9559+2c83q1Wp4cb29uu5/8yvWnf3LyS29LEoSMRA5rljoZMbvQtB2AqSUzVVDvAhMXEVVNUyRDh16KlJwBiB2lOBN7RCgipvrFVxe3t7uSc02gzTFpzvdSemAiBBTVnBITeUYppeTkXYi51DiPuprvN9G6dx1qr//iww4p9mGKup/dSRvIpGpgAc3QilLh7tUGtmMy4hp4ZgZmRoDMDEg1GQ8PqREqUlSFPIiVvmm//73307xrmH/44fdNIKX55aur65vx5PxcBVWhSFFNB+e7iogUMzNlIu8aRCJo3G/86IPT0yPNU5Fckhg4RDZQJmoc9Q/WD89Pzq6Onj273I3DOMXGh+v9iKuVcxg8u6Y1wCnOYjrGfLuL5IMTmyLGKRXl1dLt7rYnp2dt10/znLMGRwDkPNfTmZgU1QDGON3c7X3bAYH3oagaKNJ3Ir4BD3npgGpGAMTEyKoa57lpmpzy93/wg3//+38g8iSl5EN4cPRg2O+mbjG+3r6/24lqnne+XbBvh2kuORNzaLqDIY7RTIskVBHgmhFvmkGKQ0AA9oEQi5SuD6KRGEGQafX69os5a9M0cZ5yzsVxTtF5V0rynnPK4zRXgSEZON8iWNe0UywISlWECmCmb8Kq69lSjY73XbtvT0kDI5disVebzfvrXsbIjFDDuk0L9Vs7/vTli0NrBN48f1jvO1YdCQhgVkpxoYYy50zEDJvN7X/4/f/wj//rv12K/OB73z9eL8ZpvLzafPnV5S/9+L2SM6ArObKR96HeNgi5FKnRWgDI7IrO7uz0KOciwgB8IPohVtMYAaIpFHl8tj47WV3f3bx4eTNPc2mX26hxu+u7dtFI13ojAwTfryfZb3cThwLodreTlBCaoMD7YS6q8zwDu/PlslYMCgWAwBjAEDjO2TDs9jskAFUyJRQARqzXNazsa6RDj5Qds3ea7fHjxyJ6fX39+vJ1bWdP01i7RMEoa355czds9r+1i4uz9TjsNCbvfN/6wpBTJAEtkFJZrI5ymomx5AEAgve55HEcr68v3h7fAmRiFkCpoDpEFdCcV6v1dijOBTALIYgc4FJgFuMsJatCjNE7Sim6vkfAFJNjXi687ie5z1R7YyO+vw8CIFYRfe0/VIsRItS5Ozn48pvbDzp497TVtDdFIEZA8ovPn20u70bn2KC8WVXVmw5m7D2oHXa+OhtSAVC1IlJiGn/+6aePzs/+9t/6jbfee3p2/uCzry7vtru/+KuPf+8f/qAURfLOM4LlNKWUQIkdY5VEIYhkRGQKlAFLjYVCRkNTQ7WDugIdYCD2ZspU3n548hu/+r2nTx/tpvTFs6uX1/HTr+9+8ez1i8sbLTAN83afmn41JtkNaT+Oi3X76PzUN9365KhfLn3o2TXTOIEqiqEiwwFNWcU5qhCH8e71NQFGKVnNrA55qaZFcm1j1Ggog5LSbnPXtj5LmXO6vLn96OOfX16+Xi47UCulxHlQKEQsRZ7v0/5qbI/W7DwT5DiXnBChXSwVMM5znMZpdzfttyWn0LbOeympdUgEy2XvGxbLpUQDaRpHRIheldXg8y9ffPLRF6tlXzNgCGkYB72PFHDsnPNAmEpicjHm/TiPsUwxEVrbNialYi8IKwdFEdRAgO7zwrHioMjuFxwBENL5gxMO4Q9/sfn8GswFCo68H6z9i6/vPnl+BUxmgsh1FySreIX86OHpydGRmEINZiUEUVAhsoO2TAoD/PlffvT//Ff/LrTN+0/fyvMUy+aTzy8uL3akAmbEdcUrERCIaVEQrS5n0RiTGbtSir2hWyDWbjKY1UOHqFpZDMBKEUR+5+23um7x8Sdfj2MmdACwIUWcXMCXFxccOufcOJW+8z/48K0AUsSqxkskt23jg0cgYkFSQFQpCAUMHPFuN3755YtaOX17/OG3H7XUsjd/ZYaI77/3/vXVlSi0TfPlF1+M43i0WknJWvI47FXFVIZxGIp98eWzD//BrzfLFbtgFaatAmCLvl90XZxjinGxWiKzMYWmMfFgKrY9Pj31YakgCJrLNE0zkWNmdvj48dt//uf/6+effvnWu+/McS45I0LJGawgQtd10xwZoRRFhDjPxOy8Tzl7xuBDrPAeQLj3oNdQmTf71sEAfCD22H0hBqnMxKsPP3j7+YuX//7j658fdf2qKSXf7bbXMwF5hvzd1gwAmJQnZw9+8P4HP/34UzOrz7Gq0cHHfFAEmWnKuQP3n/74rz/9h7/9vQ+/p//6D0tJF5c3+4EePzkZx9nVof2BoWYKhOygps42lFORkp3qG1gyHuya91ewAxcEwarykxkBVcvjh8dNyxevrsch7od5P+ZxvOlWC2N/u92rkQk8fHDUeE5zYfJMRI5UFcDUdBjmYunlq4s4l6dPn/jgzCA0/vJqWwQ8k4F+ZzkdGl73A5xDAfvttRzp7/zO7/7HP/yj68urD957T0ppQtjttmD69Vdf7Pe7B49ODfWtX/rhZx//1T8q6LolIacYVZOIMJBvvYJBSm3XdcuFgAE7QGLnvXd6feN950KPzsgKRFMlACpFck5zLJ988qXMstnufOOJYI5TjY9HwHme52nsu5VrG5GozjnnVCSlhJ5FJKV4qMURTMt3V9Wb1x4Odb0dyq1DfBTeXF+dHy2+9+7D2/X04vlN2k6AxESB8V538Z2yzODB6fH77zyZ52EYh7pf2OFiBBVhH8KhkBUpBshuEWd7+vQtQkg5X99tvnlx9+Pf/nXRm5TGqBkJQmi0GKg5DlmKqDkkIqea3OFqcOAt4D04+c1DAjvk2yChAYJHsFKOF4vj7/Ulp2FOOen2bnx5dTPmLGpSpOv4/MGaEdn3ZFZBe4yoCqXIZrtN2ZiWOe3+0598IgAI2LTNNEXn2eA/26X+s7cv3W9XUHF/2rZtSmm/2wXv725vU4xnpw++/vprBFgtFi9evthuNsxcVJ9++P2f/6d/e3dx3Z0d5axiUJOac0y77a7t27brTSzGbIwOHDPmIl27UAtdt1KEmEZNEYmZOwR0jG1roVl+9cULKXK33QCYd+wcO4KcUgUCqoiqaM5I6r0zA8eubVs0iSnt94OqAR/uevCf3wNrNGJ98usr8uYJQfA5xXE/htXi6KjvF93z59f7MSI7UyECAzjsRgCgenJy+uGHT5sAF9ebpMW5YIcebJXAaO3TEhEcMtulFBmn6f333ukajCnux+mTT7/8p/IPvHOIQUVTjuMY29Cw4yJSs+iBOLhWce3qY2VmQmLD+oDqoVxjysGE76EG9UAc9qNzXi2Hho/WnRmePzh58vbD56+vX768xAY/fP/J8XqZszinBEbESITGYKogMasKg9Gjh48Xq6Nnr17ttkMspc5pFATuT0KonQb8z6YcgGAKdbazWq1L0Y8++rhpmpTmF8++fnB2VkrULBDw1avXzruuXaY5XX/10+3rq5effv1L5z8BAnbBchVqQJE0jtI0jecGmY0AsCiYmWaJc4rIMI/bIqWUGEJDhKZAHFzDL1/t/uav/sa14fZu9i7EOMQ4u74zNS3FI0QjAJEy9e3CwDa7PSCJFC1qpklZAQm0SlEJ674ONSH6260LgPDbbbp22RXo+m7ftz3kuOi777/31tcvr+42M5AzFNUDq8JMjo/6tx+fBBBQl1P19327iA1ETUQdgmdypkXBQDKDgMl6ue7aMOZc0vDFl1/Nw74JDNIgWmvtPE7TuHc+tP1CRRAdUUBq0NBVkgwAVClfbffX+0L96YiAVQeOWES3m900zc6LmeTimT0RqJW2oe+99/DdJ+eiUp9651gVCbh+L4WCjvMMIoSIqnmOqe+6H/3we5eXV89evtSi7NzB3X8PPqq/VSV6fZAVjAQGzLxer8zs7u727MGZJ3j+7At2tlovtnf7aRpvb+/eeffd9dERSvr4D/4dT9Nnn3z2wW/9cDcOi9XSOeehbduu1GTeUtCimoqV0LRKjMSImHJ0TGDiCF3TSClTjsxsJR316z//8798+fzVh7/0AYAMwwgg0xT7rhO1IkoVsazFOfLBpxgXix6JcwE1jWlOKd8fdvbd7fnbffqQpAL/2V8aKCgRDsOQSz5etnkeQ7f44ftvPXt19fzqUoyYmxra/fh09fjsQefBSgp9P88z1EPWKr1FCcFMU5pLiUx8WHMINedYwcizxjmX6cuvvvj5Jx998P6TnITv4TBN8Nv9MIzjerU2EGeIDq1ey+rxJyIIpGrjOOecALSiLBHRDsUdg0H1ZIpaUYtJpSChJ3IiIBkJAkOL950LIiJyTI7ZIXHMkDIXY3Ke2BtyjLnE/O47b//Gr/3yatmJZEfo+JCW+91Kq146TMRUmUhN+647Pz+v8U9pnrrQ7LfbnOKLF8/bLjhPAND1HTsOnk8an/bz9cvLzjXINI2jmAEH9A06r8jsGwwOGFNM07CTODskFTORNgRGBBU0RbAa2asyM8Cf/NGfaiUUquaUwSilXETFTA1izkWK965pQoyToeWcxmkwBSZqWv/m4nRYMKr/xSI7tJ/uq6U3l5j6R1W7226RXBMCg2meHhw3P3j38XHfWYmB5N23zt5/cu60QMmmIlpinO4dpFonO/dN2ZLyiEQArhL4mF3OeZhmQ67y9tvbzcsXL1omp0JSLMcSZyllvVx2bRdTjPO4vbu6u3q5u37lEEBExmm0Am3oqvS2hlEfVsZh85CcEyKenB51sb3ZbEoSQyiCXlxt5wMDAABVvje+oQ7X01eNp0mKkGIpGZxrRAqRY4B5mI+Pj3/v9x794rMvPvvsKwRGDgdFIiIiish6vW6b5ub65n5Ea03bHh0dtX37/OuvS5rbEDYCOWYTKzkZQNu2D05OQ3BF7ej4bGwvfv43P7+7uaHONS4gshSd5wkO8gYCBeeabuXytCeV4F2M0VQANMZccrr3L6GZMfJ+N/7Zn/40+FBSQUJVMwPHPE+RnRPVaU5Vc1FKbkJDTOMkRDRNcdl3bRtKqZKEw7SmrjAielNraS2sDs0rlMMM6jA+ZKa7u/3+6GjRECoIKGp50K9W760vri/bwCfHHYgiGBgC4m63mefJQGs/rMq+kAnM1DTnuFysCblO/rz3RPT85WURFuWSbZrKi+cXms1KUVPkQ+uHANvQJEmgwABaBPNMJjIP4+5mOw7jMAw5l65rgTCrFNOiWsRUCjPGcT8NW0BdLfvzkwesYFlzTgZmBoSsYICKdMCrMntEBkJFKoDjpFIAUQA5qwkYMTM7cp49AZhD/Fu//pu/91/9V33flje6GgAwBStxHuZ5rjHgZsVUTk+Ogw9dv3IhZEmIADlbyetFE5wnCn2/OD4+bnwbUx4No5ZXL69evnjZtW2RMo/7lEZALZKIxCSVrDGJoQ+LdUGexnHebQKTgXnvm6ZlF5zzlVPQNd3ri6uPfv5FG7yNk6hYTW+NaZrnYRjULOcUU0qpVBtJyVXIwE1waBjLPJUIQGCIit+5LZlaMVBARVQEqeKc+v6uTQc64Dh9Ed3s98hujhOqefKic+vyOw/XT85WKLPKGBo0TN5ZLiXmgqYAAmiAqigGgohgknI0AHbOUM2wa9p+0V5c7BwHhZIkJ5FXV4NIAgYjEjvA17Jm0VRrFiRgB6KRADCE5uHDh+dnD1arxWLR1veJVZaoKtdotSmHKo4zy6XUtD4DSDkjITtCIq5+5HvUPiKyY3SsAHOSmIvW09sA6YBKcs5557q2C75FpJzL++9/8I//yT958uRxzpFI6zPJzCnF/X5fT47amluv1qriPa9WSynFOVKVHOd1vzg9PgrOtW3r2E3DiI5vGF8O+2mIly8vmrarih1VMxFPDFlQDmIvVVXA0Pftos+SqyRFRJxzFX50wGsF/7OffXFxNTgfUoxUimeKKVJgMZ2mSVSccyE0fbdgdojEzGAKkvs2hOCCD1LqGOcgB0JEUzMzOkQ3ANQRPX57g6Ea+Wpv2nnudjsaOEKfYn11QUuBXDRlB+TquBAMAGKMUqcCCFqJmIAIBEBgVCeGiFRf/RD8OOWvvn7Rdj3cDwVfvrpOubjGh6bxTeN8630DQMUO2wQSk/NhsSLnuO+7vu+7ruv61ntnYGTIyGjkyBERAE1jYucql7JIAQQXvCEU1XGOIiYiOaaScnAOAJ3zTK5m5phhjFIEq6XGsWOsEigmprbrurZHYEAvShcXG7P2v/0n//xXfvRr85xq8nK9YdQnFxFUdLHoT06PY5wlp6PV0jGbFiDLOQXHi9YfrZehaUQ1TfO7773HZw+3wMwhD5GIgBjr8LnrTXUcR1Eh5iotUoEYi4gO49i1HTOL1mu7qAoYgBbv+c//7NNUQAFENG92FjMCBO/rSGccR0RkYlUrWcdxGqepCU3fNo4AAbQo1ms4HNJ/rV53v3MffHPy1o83y8sA3/QLppg2w9i1HRGJiJmhAQGYWJ1qmBoBllx2u93hJnSYrNT7EKHVkWsRKURMyAAWmuabZ5cXl5u2W4CiiRS16+vtZjsYgCEQeySH7Ng7qJw955DYDA0rhowYkURKfSOoqSo4dlXSrKC55OvN1jenoXX7cSii/WJdj/8icrfZeGYt4h0SsSPfte2hXGBG1ZSLCAKxAVC9cTJWj573PgTPTOyCGQ57KepijlJ2v/3bf9cMP/74Z84zVDUJ1iYXKcrTp0/ff/+9i9eX4zx1PgTvRErTBM/siTXn4EONAkSAgHz++OlM1OciMXv2TdMykRqUMpvjsOiI3rBMRLKAyqT7OE4PHz0yUxUppXjnYyyqojlu7u7+8i8/JoL9NJ80Lg9TJlTvSNHMDu8fAgIU1VKk7xpDIwAEKaUAogl9pyF6GNfgG7ouHviD92fgQe0IB+1M9TIYgRno6+vXj1bvN03IObFjI0Tkan00racsMmHJWVU9cw1otsO0qN7PDMlECjMDcPAhNOHZy9fjlHxo6gxcFXb7ebPdnz8+zklrpiyAETIQV+g/O1fMLEeHBtWI7R3lItc3myzJofPetcGLUtOGOcVdHOGGnzw8W/arlOKwG6QIMZloIS1avMFisey6ZUoSY+y6FgCIXIm5FAUiUCMwZkKgwwL0ru8b5wCIBHiKNidjx6i4G0ZV+O2/9bvs6ac/+6nnA7pSVLumbVzbN8007EgVzIyZnW8benBy/OjsDJiSCjoPZlJSWCz3+935k3NsXNyPOYNDFJF6rDC5JrSq3qzstzeAHJoOHZJx3zWO2DdBUkYrIojIbWhySuz41evbz774wjvYpXzkHCBx0d0Um1VaLbo5TnUZqImZEldteHFNQ+RiLAYxYyhmhxgjhPt5Td2s6HDWAaEpmFXdX92iEAFRCxgwETCUEpxXU++scsLB1BDNIKfi2AXHZmXZwg/fe5zSs21Kh0MQAypXgDqCgmkuI6ADCkC03Y4vXt4qWEVfqZgZTNO82Y6Nb3IRMAQCQFYzIocgem+hM/I0zTuRKBoBtQnh9PQUEGKaY5wr6D3GuNvtgg9i8vLq9fVug8GHtiVmO4x8EAD6vlssV23bHR2tnWMzMzVCco6DY7LimRwQViOa9965vmu9d8QeiOekKSkAqaqaScF5KjfX29/49d/8u3/v76aSFY0YVfKia99//71+0X/zzVeb7Z2JND4sF33w4fTkZL1aARgYlJyb0ABAkTzP08NH54uuL4IXlzeXr14ONzebi9fz3R1m8UiBKBB7csuuX7Tdout9EwwxqyLznOesAoSl5BoQ5EPz5RcvLy83zlMqpWatGhIzjrtBSiHmw85MVHIK3onkqg0XVUBQtRTrC3xfSN3vSfcDB/xW74Df5srAoZnHAEzAVtL58fKDp295T4Zacf4Hr6Np23gEDY7a4CXFRaC//ZNffnTUaypIZCRGxcz0kHpkOc1q2TlCgsvL19vN1kBzKXg/qI0JX7y8BfTfbYjU1pIehlBkhkjsKmBIRM0yIvR9//Tp2zevr2KMzBiCL6WIiPPOe1dKen11vRun89PzBw8e3F5dT3FGIimpadrgu4MdiFlVc86lFAJbLhoCmKJkQwVANse06NuuDYiAzs2xjLM4amoJwUgApIo527Db/+ov/9CT/f5//H0xY8LWewZbLbtpGiRb47wD69pG8siHLVsQYHN3t14fee8QbJ5HRChMkd1ff/zJ4n/+n1Mszvmae8mO2zYsl71jF5q27RZt1xyfHIflIgS/Xq2KFJZSrQG1/btYrj/++Othhm5FudisYoiG4JTyGFNMrvFmUBOdg6/6NibEnDMTqar3ToiJUApIhZre3/jwvjtcR221T34vVq8vZ9U6FrLy+Pzo3SdnrLlkqQ0vZhKxOM3eYeObrvGN86ZSssZx8i2/e360H4YhCwWvIIAIqgCKqDlF57z3hAgpzmo5Z9huNocCVIspffnNq1K0ehXrsjqsePT1ZoBIOYMj9GZM6O8vCtp3nX/yaNjtTSWltB+GXHJoOk+4XK26rh/n6fL6qvVhuViQ4ylHq8oI31SRSy0wmTnGKJIIaLVovJNxzkkV2Jrgurbxjgwhio5zUmvrw6tN9moLYOcWwcs4/eRHv+KZ/82//1+J6PzBaR+aebdD0D4sGEBzXi76eRS8p3Tsd7t51ieP3iK2dtm3XTvP01UckTkbWC7zPDFHqMMTs3pgIaACxFT6ru26drnsm65Lc1yuV0fHx0enp67xOcZ53JvBL37xda13ilkxQ6KcEuPB0GtmUhQdIyI7IiCs3R8zNRNViWKuBcAar2BvSnWqG46+kXhY1T7cPyn186rJeXr74fnTh2tME5oh19BTzaWScgjRGM0TBc8laQEE4pwyg/7y9976+IuL/SjsnIFVuyWZqmauFFqo1wib5/n29hYRCUEtGdowTlkKERVRQHBESGx1KIVVUATE7OY0Fi2Og4g4z2vAxhOZHR8fzdN0eX19NwxTioaI1KCw827lVynl/W6vot0itMhHqweKmEtu2qa6/QCwXlIQoqmoive49D5nBaOmIyYzBFGapiSFmNFAzYCs5qyA97bswTsA0HG3/fEv/ZIq/PSv/2K16iVmKbDs27Oz9d1uBzot11bdEmsAAJc7SURBVCdlnkAioiji81evj08fPH5yvFguASmqXN8NAn6EYa9ZsrQ+EJGaIaCZOtcyU45ZVboQfPA5pe2NqG2//uxz7/1isTh7ePb0vadvv/vu4mhRiv7Np1+Dgyq+yUkCgQIyACrmuaxPl5vN0JH3gGZE7HLMuWRAEBN0LsaZTB1DzG9Gy29meFUTYEjfqmjMVBAZCVVEytHR4u1HZ8vWQ8nIjEAGWgVYJSYA7LvOE7SeGUkkk0dvnhiGKGO2Bw9WP/lx/9kXr2/uomDNosKKWURE71oDMstgNuyuctzXHgciZJlVzCGI1UO8mnK1mp0IQMQQiIjcfj+aja4O6RBSjF3bAICILBYLH8Jmv2ciVck51xZLCKHvWkaYxynejqFp1usm+CamFIJH5lpP1+4tYyMipqhSELFregQmbgzIlFLMU0ymDKRkZGaMQIYMtOp8F5DIwCzndHd7+eHbD89Wv/P64iWAOOZF701jmgfJ8cHpsUp2iIgwzzHGuF6vg/fL5fJus51jlCxALgpm42JmNXUCoGm6ks07FjFVQCQpBTGLiJTC7JrQAcB2sx92w1effd2v/ur7P/z+6uztb755xQyqBohzFgpkVeXKttlsz56cOFKi3DQLACglM5MBq1lRLUWdC1XDdGgdodGb+/93hu7f/aiMZwZ49+mTtx8foRYokZEJyUARqgSYyCTlzM4I2ZTqNp4STlGR3DcXd9d3u4dzWq4Xj956PMzP9+NcD1lRIWJVYYcqWjSb5WHcW0VUMCGiIcZY1NB5J2pV8XKQZhgQo4kAGFPn2rZv26ZKPGJMKcaDQku1IHZd9/Stt58/f14bJEXE10IBcdF1DnCYp1zKxavXpyenpycnBhBj6vsFs1cV51zRoJoVimc0A1AhJodmAHOMBMYoWbKhKSoTESpi7ttm2TdoSbMBqORoKgr7hvHR+endZssE8zykuHdkXeMsT1oi+gAAd3ebYRhrRTmOw/OXL46OTl4+e55zQnSEXlXMrGma6+vrnGSaYillHEcp0nXter2UkuoEvk5ISymIxOw9+xzLx3/98SfP//jmds+eUVFNJi1c7rXrACnq9m5cLBzxG0eEqqlKAapBNMCMjEiODKSO0SpW/00h9aZx9e06MySgt58+euvxuZWhiCFwylBKBgBRLSaay/FqsT7u0zyxQwUIngvATz/+8upu5uBy0Sy6f3ZJ9JqIiJrvSKIP0C92YKZiKjLO83S/qskAAF0RmlNpmQxqU4xr1K+UjDkzk2lOc3E55bZtUop1NNf1nerh0I0xAuLD87N5GrebrQKIKdbeFyEBLPqOg4+lgNh+P0jOR8dH6+WivveYWUUVHVgBAMKqsAaTombsA1NJMS0bntRSHoQ8B6cGnoAp5pjJUKWoSi2ZiyQx8G2zWh2lOHdNm+LUt6HvG9NiWpzrSpFXry5FYb/fff7558CUi3jnP/rpzzRFNkPV9bIfp/To0aO2bY+Oji5evxYpT9/5vhZ48eJ5yqVtwsXFq65bdp1XA2afc0olCSghLhf9xau7mM17BEUDFNBi5hQEteowrl9vFx8c40FNZZoNsbqfEIzU8NC9ZLYqacd7M9K9GO6NMO6N/MQAEOnq6ur68kLM7ofxJqYqogqGQGKr9u7XfvR+ww5R2y74EOYoYzZue2LMeWTvmNhATQnAq873zVh07A8/UguAxTjmFA9ipUrCRRrHiOicD0UUkCqMHEEJ2awcbNXxzo1xtj0iQt92gUjg0FcrIkwEAKWkJ0/OT4+Obu624zQ65xd95yr1xXDV8ELDPIuIqerd7UZVXWhCaEyUEICMGBDIQAwKERCxgZhOTVCDMs1x0XAgGUux7FzwnWcuKZVIhIfRGbBBiLHsplRutsuuX68XBrHtgneMACllM0Tm22F/dbc9OT263dwNl69D056cnL54/myKe0E2zEgyxsg+qCmiNS03DbfNMucZjR8+evDg7PTm+qrbdaZ2e7ftuq7v26YN0zywsXMkgDe3g0Gd4BUgMsBUofhgRugCD8P86nL/5PEKKnZN0czEwNSYnHc4l5kNgmfVGpp8GCrc9xTQtO5VelAzACCIGAyzvXHtFJIqbEJiZjQA53Eu5WefvfjJD5+uWiilgPdDTGNU8GRGaMRGBKY1rBlK3Y7MFMERhsMQXLJqjvOgWg0vSAe4HaSsRSD4DkAMDuoIIhEzMwaJJSbT7A5NCDVmFpVhGPPRsXckpbimYWQEdkTNsluujqZ53O/2OWcOvr7bSpHGh65xMeYkMs/TZnMb0/z2k6eLrgM1Mz1Ia/WQ2axaiWeWcwaz4LiU4j2uAqtC25BjI6A6uAMQAzU0onCzH683U3CtSVz0vmsPHRAzK1LAlJlfvLzIOYvqze0Nh5apXL66mONMjk2yuy+Szezq8vLh+ZmJEuJ6tfrq669NwHtXTUCnJ8fvvfP+y1evL16/HoZd8L7vejQEk1zg4uruwI7AQ+daigkBI0LtZTPc3OyWC3+07EQzIqoZcyeSc5kQHCOVkoP7FkLxRnJlZggHtRO8OQXvj0isniU1JALUgziiSpuQFICZN0P6q0+e/faP33uwOjKIt9fXqgZqIunQNrODVfM7pdyBX2f14FZQLdMUVYGpbp9I4MCgbbxjftPBMjMVUS1wkDoQsrMCLoRQi6r9fm9QT6oS2NepY87JgSM6XHeXfbfoumEYbu/uACCEAAolZ+esCRwoMOocxzhNz549W/WLRd9zveZpgQO/wwAOqb5MZCpm0gYSUyRlbpAM0RDpTbarIppayrLZp3EWbEydlpSw62o4qoiqmvMcU3x9cdX1XdZiKTbIu912GoaT9RHF6FNmIkfsnJeikvNms1n03dFqPU8TqBHxNE25pMePzgmsaRxY+lu/9ZOXL19+/Mkn3vu3Hr0NDndjvt0NRPcp6qaqhIYZlBACOQRDhpJgno3IEQkixpgBGQ4SOyEE0RKcI6oyg9oBwsOO9eblPSy5Nx0suO9V2j0K9dCgRiRANoSihZzfjOmPf/rZL3/w7nvvnE9JQZEQ33jB7oX29EbubGb17CUEkQJEoppzuV90CACEjpAXi9Y51IN0DBAMavh0fSVMkJxvTqhtW2a2+9iIIiXlVEeGBKglT+N2s7mZ5j2YSsmm5Wi9fPLkCQAMw+CcY6SSc06zaekXbdcG51lFbu9unz9/fnFxkVN0zN9aA1TADM0Q0DvnHZsWsEyWSQtZzTW2emMqCqVgzrDbTfNcj5PUNExIUvM71Ygw5+K9v3h1sd+NIfiUc84lTlOaow883dzunr0MZqQW3GFg4Jzb7XZd25yfPigxdU1LRE3beu+3m+1qtfz8s1/0fRM8SSm/9/f+/q/+6Ff2u62UvBvibs7MeCh3D/1LUkMxyyJmRoxqMM81HgxiSgCqlhDB+8Y5X9OLvHdMpKJvuCD/ReVu3/lk/UF435esUhz6TnVfE9cUECyzw32xP/34sz/8q89u9qmO8muYIBEh1G7Zt9PJKnkQrflAaqYpJin6Rm3J7Bi9iZ6erLu2UVVCPEzl0SoFAsBURFQN1aGpSBZVYPbsPPAc43q5yCWHEMZx2o37OEfAu75tlquu74OX4Jr+0ZNHn3365WaYuqZxxCZFYhJS74jYTWMmz0VkO+13w+5ouV4fLRFNSyK8x0BJrVjNMYqiSAYARkX0iCgmqjgnjrnMcU5JQAoR9C0vF2yWcq75XGBgYhlp8fXnL2S7G5rQrZee1PK8dLzZbTYvrjzWJqUQQuNoLgUBAnuQ4h3OOSqh81xKBiRi7heL6t8fx0FF+q57+vTxou+++OLzr15sUhHvybRSraC2ZRkQiMecCdB5YDYDG8dJJCOZmngXRAoAEjOyK6kYFu9IBBi92hsOJRDowZD0nQEiYxX8v6nDyAzNBNGqhVcBAIyI0ARMHRI4/+L1NRORQ0RmMADUqre6NzHgvaKz8r9Es2VRctM0qRozGqMRkmMgx8hn50eu8bkURGCiiscHEM1ZpTCDJ8yKDhFLLsAkpRAAAcY5ilkREZWc883NrfeemfZDYsam8RATCm7GcTtueXZ92zXBo5l3jsjYARM1jVcDYgbJpcS77WbO83K5CJ4ds1k2MQZAZDNAhBBCLqaqIgVrIAZQirbZDnPSnNV7F5z0js6PO8daSnRIc67hrkoIu93+6vpm4dz+4jLf3lW+0gyw348dMgQUlQq1TymbGSGpqffNNMd5nNp+UUomADBYLZfr9fro6Hhzd7e524DhdrcFKItl//Sdd//Vf/z3ouDvC6I3XU01EwBkzkkKGBIyA7HLubShKaWklIlI1Sq4FABLLs4RRrXvWHDqJf5+04I3m1bdxd8Y4A4b1WGxHfQOtVP6Zo8jRHLukOVWq2vmN1dO+E7PDLEGeKOZiYqqpRTrd66PgJgcE6Gdnp4Ak0YF0rpj3hebKpIRSQCYO/puL84AiChV3WMpU5z7xeLRo8dtF4rGgw4d2LmGmdbL/tHDE5Vyt9lc321u9sNmGFOxkk1K8cyr5fJ4tWp8w74BdnMuV7e32/2QSqmBswb45j1aSiEk7xxXDlyaS4lgBaCUXBDYTJ3TRdDg1EyQqIiOMSliEXHE1xeXaS45Za+Ac6I5wn7iITYKvgaPm1mxh6cPHj582DQdkTs5eXBzu9nvRyJeL5doYGoEsFott9uNqixXyzhnKXZ9fRPnqUhJ2e62Exy8Wd++JNVMmosQMzoSwyxWZSNt26oSWLXyVW6b1NPHBx+Ct1qj3G8etaauX3B4cWoHoq6hb62CtdTGygUH5PpI6rp9Mxuu5RchV3SqmVFt61clGNjhHLR7+6mZqKQc1eTezYkH/7nmGCcEOfzwqsUGMIOSMxF670LwiEY0ORXx3mWROqVCxFIkpiiq8xwXi1Xbtm3LKbeS1LETMUQGBmf8+ORk1a+fX1zdbjbMXkVVpHXcd8H5YFLI+aOjI9rvt/u9qjLTME3zHNvgVoslEgFhKYWZAK0qroiQCRG8ghKVruMslGL1fwMzGFop6l3YD2mKqV8s1VREL1+89gYAwEzMDFpt0ygogpBUgAhU1svl+x98sN//zZynGOe+73b7QYp45vOz891ue3x08tVXXz958mie09XV1ao/HoZ5nsbNxoWmu7nZvb7eeH8QydaU0Trdq94XUUVirWN9MwQlMiIqRmrE7KqSQE2ttvYIAe1gWHlzQwP4znAXDq70+82jruZa7xsaAMG9i+mNJr4WRmpaYwcR8c1qBsQ32ECzQ8a6mlU8jqqqSs7pMECkOprUnPJ+vw2r5mi9rEb5Nw+2/kgRRTicsSZAKc0qAgbVPEgE7DSnmYlyEQVTyCbWh8Xx0fFyuWA64K1ynmOc+8A/+t47H77zxLHFnIdxHuY8RpmmJFJMopgSUes8Q518UTEbY7q+u9vsd9OcS+VUqR4c5KJVoM+IiOpMjzrXNhocN0jsCAGmKY0RLq+HaVYGAsTN3bi53bcNM0BAdGIiJakkFTQoYNk0GHgFZ5qncdxPKoJgy+VqiiXn3C7C6mgxz/Oc5q7tu371+ZfPXry6BqR33n1rvV7vJzk7OZoVX+9GZBIArdIDACAEQjUUIBVwRt7AA2QxM3AIaAVUmDHnlFIEoprNrZpySVW5dSjV605She4Idm/f+C/crG92elAgAwIlEMMCaAAMEBACgkcL9+58q9+2fmdAJYamaQ7nmBICMyijgNVVZUR86HsBeCaALBLbxp2crYEcoQdgs1JR+yDJNJEjkWxaiL0j5KwJiFSFmFS12sB98HGYdtv9YtkhiGgBUERHxCK1dTSXks2EyZ4+Pl+v+ovL62E35ZR320rFobZpFJWYnGMzX7TUi0kBULM0zj5JFxp2rWeuXhEzYz7oblXNkRGU9YKB/bA15xc3t/Fus++XvN9ORyfL2j25eH4BIj5QY+RMZ4EEVkBNjQicqaodhUbSzEgl5iLyg+992DU+i6QUu65jopySqDBzzllyQYPFYjFP43rdVY1bCO313ZCiNv3hOKsVcH2ZxRSJRO0QfaFWu6PM324zzFRbmpV6aZU+fz8lBPj2pPu22w6HnFv4rmzrvnbBQ/6PVVGJmFUwyaHsPxydVAVjdOBxEBiZlrOHy/0ANzc7BM+MiKRqpdQWgxHV5Q50YCipiLSt7/sOtBr7SERKnhEUGRBZjUSBgM3QAZJjLyC5ZGdO0ZxnQKwC0d1ul3NaLds2MBHW+PGSC5GJSoqlaUhV4zw1jO8/fSzFhilt7ja7zWa7tTk03bJ7cPpgz9tpnFpq6lM455RLSSnleRaRXHLXtk3rq32q2gfq81hUCIkAveM98m6Uq5uBiRoB77nxxEzDbn794nUgdAbesBiNKjPWMHMgg6KWEPeSFex6mKckRLjb7SQH570VWayWwYdPP/sEkaq/o+RMiMvF8smTRz7wYrG8udnFLJsx1UeHCIewv/vmExIZoIIVKcGhIFTvuhgUEWKfSiR2ZJZzJkDPPpVSsiI5ADCwquZ9sy0dhjlvPnHfkPy24qZ7Fdf9f/Cg1To0U+Hgv8BUSm0Q3HdZCVTJ0ofvPtlsBlNF5Cq5SakAArs6ohEmru1GQjSD1bpbr5eSst2zIXKakMj54IDUjJGrodTVV7Ft2rTdRUmV/UEiud7jAWNMkue2dUfrpQ8O0FSLKZrhNMZcNHQdI5RcdE7suGupeXS86P04zotFd3R60jRhbzVk1ZzzhNg2HgnFdJzjPOc5lZj2TeImuJpcolIOj7uUSucokqdZ5jRNqRytOzUJDS8WHglfPHtVprwM3qkmsRFtNpNDDYyCpoQRLRNGgFdjvNnN8zi9vrh48vjRq1cXRLRYLFKMpZTlYhVCE2Ni4vPzs9vbO1E5XqwvXl1V/9GLV9eHI7uCXdWwFvJqSChqjFCkOEImMpGDsBQwJQGAimY87DrVgqtAyIZGdu/Aud+66jL6dgP7Ttn+nTMRmA8ETbIDhMPssIEBHja8Nx2s+3K7dK1/fHb+6vVVLtaEhghFSoy5FO0XbduTGXTdYh5GSZnucxuOjpbLZS9W1VeIRCE0akDcAlbtqoCZqjgwBVNH3Xq5HuKkYGPMHaAjRgBHhqyOWcTGOS4PIylUtM1md3O3OX1wFOeRiYkQfeUPIgEulsu+XzZNO4zDdrvr+37Bbp5mkzqcMtNCgOu+OVktYpJ5nqZxinOc59y2DaMh0ThOouCBXCDnPeEcYwEi58PN3c458C5Mw/j62QsmTKKzajFMAqKoDHR4/x56AWqWCF7fDJurm64Nb7319jgM4zR5dgY2T7nx4Z2n797d7CQrIRyvVjevb0w0x+SD94Fvt/Orl7fkQOF++IEgh/IVuLbiiZSwGCApIQNgFgFwQOCMQdQziZZSgWxJtXIYzLBmqCCaai3FpV7UDqxJQBOsZhQ0A7p3Ln17AVSj+9cb7KA2VsMagqTOhUNRBq6gnR6v97v5y2+uODjFIubmrLmY9+78/Hh13DMhKG/RdrucipBzSHS66h0VxKBaRJSImu7kHo9rpgLIAEpkdXoGeR5X62NDUC0qMs9z4/3RcgVmiNa0bclZxUxJAEpRUc0FtkNE3q1Wy+ADMwEBs6tPuHOkYiLatcumaY+OTsZxnOcERE1wjr2apphSTuM0M/k2hK5r5pjGYbjbTBVDOA7RzFZLVlVEAtRSpvXpWs12c+7aMMy6uXp9t52RSFTMQMwEQCr9FmDVd2OaC5OAkQIAzHEnNr/99uPT06Nh2FSbA7PLucSYpnHa7Xdn52cnJyfzNIfgi+h+v7+8uuoWi0noxeW144Ov4b7WMaRaZt8HojArKBqqqfcBrKRc8KCBATNgYmNDojzOduhaaZ20WL1wqd0Pf+r9rmqU7+MFUN8ciPd+xIoZrbuVILg6yDY1BBQRqP8L4InAtHfec/j062+EsSESUzUtubBzDx8+ePTwoQsY5/31zQWBM8OSS2Df+Ob0ZJXTVESaprND902q5Z25RrKpIao6tx3zatFmibvdRoFNxTF7ZgJrG88IuRQmBD5UdnOcc86mOEcZhtl5ZBdCaIuUaslDrPx0cC6E0LgQRDTGuet6YjfOI2IB9E1ovG9cis+fvWjbbrHsRHLw3J0ezynthilnFaNp2DdNA8RFbBznJtDJenlxfWeAzjcx6hefP0+CBpAVzVCqtgOtHi6pFCGKZmagZkaQSkbCEPxms00pq4L3LjQhRevbxWZzd37+IMa5lHJ5dRljIueatiV213fbP//Dj+72k6uKSfi2K36ImEMiOsTL1O5IFo1T6jsfXC2KD3ZnJipiyC6Wymw8tCHvB3mGiPrmuMW65hTwAHICQAKywy3xjaoZ7r9MK8WlThrfnIOISKgI5hBb519cXE25OOdVVU2KqJn2i8Xpg1MAu7u6HYa7klKMNk0ZkJ1rV/3y0flJYEhWco7ONQiulOKcExFRC00DJiLFtNCrm/0kiK6JOXt2YBDn2bT6tLRpQte2aEaIjlFKVC2iGQm3+03ThtPTsynmXFQVpFjJqgI1TFREUsq5zKXMw7CNae4XCzWdU0w5ZykK1rbt9773vbfeemu9XnVd6xyVkoKj89Ojs5Mjj6im0zwDQC5lc7d3zs9TLDE1npddd3N9+/puFCIAzgJRUBTNsCLRhXDUktAymL/n65dCiP3N9eabb57nmJHw7Px8GMdXry/YeVXLeVYpcZ5DCMvV8uc//3nKeRznTz//8tnFddJDTfVmkAdw+IPeN37k/vJWRFPOiFb1P3pwvZqaEJECpqJQjYRm9w1PuN+lDov2vmkKZlCPzPse0ptORF2OcLgB4MHUUztkZnZwPwMgQhPC9z5437Xhdjc69nz/bygivnEPzo4R4Ory9bDbEnCcYB4LIRFy8I0jeuvJOYKACjsyrSZWA6gFNKiqIYqBWqH9XC4u7kzQIRFC13VEvB+nzT5uh2gARvXOyUhUiqSUDV1WdezfevJknOZxioYgUpNpQaQcXAMqqqlSAkqKw27nnfMhxCw5SU5FREspAMoMTNx1Xdc1betNcp5n0Hy87hddm3PaDbtxHouIc4wgjaNFwCbYNy8vM8CoupOSDbJJQRUCqRx4JmXIKmio4AwYM4R+8Xv/u//zow/+VuHjYZwZ4fRkPU/jerl6cHp8tF7llL1zR0fLR0/OnaeTkxMB/+nnL6YxAVRLtL555etvWKmoiApar/ZZRMkEIFWxECjetwOyWU1eTylbUcZqTL6XxFR1MeHh4ATEylMCQnSqAiamAijERqxIxoyVEWxGhkTkTfD89Oi9J0+1BhABEBmiAKAhXm9ur66vm8YBmIKaYREAwMWyCx732+tpHrPKMKdYiiAqIBEUyUTy8OEphx4V2IBAwUQ1xjSJJpWU5hFEuG7KwfF+P72+3rBzYKXhcLp+wOSGMd7c7OOcCZQQHQKBm5NtdjFGHYdpvT5KKcWYpGjJVdKoIgdoeM6ldnpqM09EYxxLnlfLhWaNMdYvqMv8/ivBe9+2bdu3TesQjdz/n6w/7dUsy9LDsDXtfc55pzvEjYjMyMzKsebq6marq0mKTTXFlpu2adEgBNM2YMGwYUOA/Qv8N/zBP8C2IMOwDNgGbNoURXGSxKbYc41dVTlFZsZw407vcM7Ze6+1/GGf896oVqC6Oisj4t73nrP3Gp71rOeBxXIp3PSH9OryarXks9NW2BYLePPJacr55m5vhMl9MM82b7mAAxowqnvRqQevF50QzPTDb/763/4P/qP/0f/qf/f+9//7qqeRyWzftO2bT560XXfo+8Vy2Q/j9fVtyqV4+K/+63/tqO+8/eZu38PkvwJze+W1Hq6163Q4uDKR3QBVK+zg7h6i1MgF7sST9e0RO6hYwCTPOQ+LmOvCe12EB6pOOUCIcBQOhcqJRlUswAwom2b1a996z+yA2lhBoqoeLCJBiz97/rKohRAd0J1y0VJK24ZIkPtdGXtT3e76cUgsUlMtM5WSNuvFwwfnKRdzHdNBLRUdpteuxcGKpjENZoUICMBR6MXN4fKuJ4mpFELcrNYhxD7lu/2AJA7kwHf7/m67v9nuL69v1H3fHw7DgMAp6TCMVa/HTOduHNyhlJzziMClqOqYUx+YYwhjTYZazGzy3LBqmuTE3C26tl3E2AzDaFmbGAlJiN56cr7shLysl2GzXnz11XN1UEd1NEOvctRgU3tEoADFHIzcseLYzLjbHq5vbjXQxTvv//3/+f/67/3P/jcHP31xNa6Wm6dPv1QDCU1sWnVQtcurqz/8N3+4294+frAKbH2fK6/uOBieSqL6P+fR52RX7pCLF52sMhEQ3ZmACWMMUonlVfR8HpvAPAGcc6JP/IOpwwNCrrIXeE+wqd9XHQqAojlZ/tZHj7sIN3db5qDqTJEoEEWigCSBY/0BKzGwuDEjgQo4FFP1u7u+7zWr1zRHBCzsWpZNYAIzK6X0/b5uiDDXlS+sHZu7jmkwzSJMZlDcv3hx17Xtg7PN9nAbm2a9WVxf37y6uSHhNjSqervdFlMgkCAA5AaE1A+jmYsIeJ4z/nSTK0JWtFQZ+5zHiiWvlqv9bjuOQ9MEEyPkSsI0cKj7aQ5EMQYah1fb/f70dNM0IQRYL5fDMAQOp5v13V3//Pk1MWoxgEk1sFYkzEhC6m6OBsRYt8iREEXk7m73R//NH/53zh8qBid8/zd+cP7W+7tePv78j6PYerXMOV1fX3366ccvr65C6D764AmYCvnuoLv9QITTQboHMqf/5ROf1GdU080xZ4VqHQ1eN6SZ0M2L6zhmRJzYnNNTM0So02KYZOuouuSoIwJoKVyly4jAlCabWapr9QGwa8OHX3v8wbubFzd3fY5KGRFFIjMREddwLmhodZkgFUUEYRLGYj4c+sMwGjFPmsiAVAMe5mwPH5x3bRtCZOKU0zCkxrlbNNU2rL6AqvHkqgKAxBQRVfWTL14xh/WS7nY3y8V513T9cLi+3TruaorLKTMzTOxeSEXHksY8IIEr1jVrcwUQAjYzAMyggYGQzSzlhMhN24qEsc+ly0FAYR7jT1N6d3B1VbCkvhvyCULbBHAdD/22z+ebzcli/cd//uN9cZmtFxzM6yYNYV2dAXez2giZu1PFBwDd/V/8i3+x7Bbf+/XfWJ+f7/txcf7g7/8v/7cf/+KnT3/54+vnn/d3P7v97FkQee+dJ1bKmPOYE4j1SW775HPhfKTIHcvs428QYkAAQAMbRjMwQnEvIQStmyrmLJBTcVfCUMNZDfGIRBjMtTJLCYEQzNDcRPBstTr0+1ENuBqtA5C4ly6UB4/Pz5bLi9PN6dmame92oI6miQRZRLBhIUAdhkO1Jcsl1+lNHfMUg8Ou12wADIZEFeKgyikEB3H64P33u5POIXBsu9AwJzNXdQK3St4ErF4EgC5jyrPkk+SUP/n8q69/8MaiW6bxcLZZ9AOSyGEcUs5uVZSn1EbD1LUyCFVzLuTuwABV28SQce51rZSRmBBJVYumAGGzWb14fplSDlECkgNWx4VpJRimXmZ76FMq5Ay15UyjmEfLn3zy5cefv6iMaUBlRqmOYETkClYH+oSTsdc9YRwAqofFn/zpnyW13/rtv9atViWNhPDhN7/3wbd+M6dht7sbdtc/+9f/n8//7J+OaYSswXXdxU++3B4G5UamUc7cT92frflbVGuTqVU0MwMreSbQVslgU9cxK9X9ZcJaQEwXDIGRzO043qkZMRVfblbf/957d3dXl5fji6vrVBChvPfOg4/evmB2U11EiTiWsnr58kBECiTCzBIkME++1NWkrSL7FYvPRS1Z5WlNc0lE82IORCQsABACf+1rby6Wi91erc7URQSPadBV1dWIUYSLmlStnJSMmYl5zPrLz16899ZDYdztdog05iGXbGYs0d3UTADcQWe+mqnXQqKmhIoel5KZK+HDzQdmdoOKYjPhctkx0zimxaIz02kzZGL0mqs6YFK9ut3lrLe7A4CqGSIvuoCh+fM//4sMHmKoPTcTCCIhgCmCRmE3K5Pu1EwRn7dfSimxaZ48efv5sxe/+OnPv/HtbzbLTg20z2CJQticXKxOH7/9/kf/FPIv/pv/YtkJOm9W65dXXypABLc6a5vhg/sSvlIQqkia+pyvHJEclQi1TNPFknSAPBQFYLc5YOHk8gWuVRgE5w2wmQUDnzz9crOib33w+N0nenm9fvrsRX8Yvv3em5uW+nEw4jaGJso+obBHMQRqYhdjRAcA3263KSUkd/eaeVRNVd28VobgdfZsNZJV8Txi1lLapl1tgpYiHIDBFKHK1Gohh1IKAjDhfr9r2yhBBGZyT9HCzCxhP+ZPv7x8841TUxv3h6Zt1Axm24L6bkIIAFBMSylF1UqVwfVKfCZCRFSrYodYdBRpAVBVzTSNzsQnpye3t3ellLqSb25VWhfA1BSRq2uuIh5yComQKDDG1erjF3fP96M0jFBqVUMA5uYGXOev5uCgtcSjqcqeKiEEAB+H8Xd+52/udvvt7e6w34cmAgsAIlPOGV3LMMrZww9+6+98+ZM/RM/j4XAY8IvnPXI9ya+rzR4ToLt73aiqS3i1yRtTMfUYpFhBJHBUcyZO45DVAs5EVIA666v1mZnTrA6MEwoPCMZN9+c/ewpWvvn+o4uT9tHpe4B0suxySgaBGJtmhUgxwl/9rW/+qz/+yd12jLFN44AIWjSlREQAhgj1vfkkq8+VATEvHfmReR9C3Uf1xWLx9tuPACDGaKAw7WgVmJAWADMk7rrWTHMapY4QhLmYFVUnQOJtn+HZ7eOLtTS873uJwdFR03xB8bXwNElK1psMyF6TIVX5VFcAAEXITDIauiugBhkXXTjsOI8aAjmAmxMxOFlt06lYya4Kjup2GIcobWzip89vfvwXn2OVVKwAEpg6MpITONaxh6tztmIM5BMCeZ8K3caSEGGz2cTQpDT2+32z7IDYjQA8D6NaOey3i/VDCGF/fZPzaCjPb/saqg3q/x0xb8R5yR3nzGVUwS0s7rkogaZiJVf1Txd0L8AOwJMcO7gDOBK70xEUBfdqOqOqiGSODEYh/vgXXy278O7jtWVtmpZQADQSgCAIW3GEYgrXN3uJ7aHfjUNPxEN/OGIZOOnZVPZOnUybgwGBICNSZWVSJYkZZOBVXCxizDZKRg+NWqoBm4ncXQS8AILHECWEvr+TYyE67SG5kRNR2B/yF19cX5yv2zYchj3LpC1AiKXofW88tUToBk4TSdpMwY25qhH5vPQG4F5KdrMRsVvIYtEOY9+o1Pm8O9S60h3MGByJIcQwZr+62q0W+OXL/sX1jRN4dR6lSc609mCMSG7ktRQ1h1+hoCCiu1Z9s3EcP/7lz8296xar9YZFSCS0WCfVhHAYxpKgjRjiwpyc5MsXN7f7PdMcsdDBgfDotzB9h/umcAY81SBljUgViwFCcDAwoKm1rHXVce+5vu/6aCucXesEM6BajoEj05/8xVenJ6fnnSCDkSdNZr7gFThSIIfm00+ev7reY1judndM2O/3frwEM8ehfsgjx6sSCQjJ3ZkAEYIIelQD9CyWqZgWy+lAYPWdgjs4zVesPl3LOTHH+tGruuGEytSjwMxD0c+f3S5a6RYhsCiUoipA4K6qU3togIimhkeKfs2J4KoGQEhu4KVK/iNk95xHd2WRtou7/XYcR2ap4pFTvW/q5ilnIpLYvrw67Pf56u7KHCQKkrkb+nyqEKDuSpszOFT1sUoaQNSiVSqjzmsRAYxE4na3dcfKElFVYg4xgBlU1BFgd3uVRK9ut9k8tstt6veDUoTq63Z/Xl9n3U0Du/tu0dzVXM0IgxBSLXVKgTr2wYk17FNLjBMwVmc1Ey0FsUosodY7RMiEMmb84c+f/Y3feD8Eyg5p2lQOKN3Lm9tffPrZz37xtKirHeryexulmGnFkKfnXNGN6Rcz37MDEQg9MAtTUXeUKHDWcAvUNItsPZIzc8kZCM2UiJDEwEAtlwRgIlHmM+uM5NP3ALMqR4OGtE22z/1iDMuVlKzFCpiHGKr0Fk7mhs6IblBPHVVEz3GSebK62wssBKObac7e9/1qvewW7eEwNE0DwPXUW93UKeNu14OH7a7sDgWZCyo7uhkCMLFDNbh2mA1h0IERGVGBDIyYzHymu9WdnImtFmPdbgAtMPaT1m23XASWSiYyzYfd9SdffTKkYdEtV5vN7f6rpNDBzOqsN35uDSvDsm653Ace90p9SVm9cQIollUNa8h3N3Oaa7Vank1xyyqLoX4Hc8hqWouwKiGLRg3zs+dXt/s3msw/+clnb7zx4PHjR8n886fPf/gXT7eHtB9LsaJWgkwqnVzX/2oEgfvlnCP07+6T8B0jEwozOqr2SIvNenW+WuyurrSUYTywJeaACKbmjiIdEVc2B5q7lVJUapgFQDNgrJf/qEJR9cTBHba7DOhtwySIQObzhisBgOdUlAmouBsLMjm6CTd1GgUIAHnCZIAJrJQ8DEMIYdGt97urvh+6Lpo5MbmbenHC7V5f3IwQiBjMFa1qBtVWvJYkqOaESIBoHhgjkAFmNSAkoOIZqqG2q6MyoBAnKE0Mk+4UVl9Q7/f97ma3Ot3UjGBabm9v/uhf/bP+ZvsqHeKLy59//BwIFNim/RYHx1oPQa0t55G0zwS9+g8AmgtQZMupOshh3ewDYyR2tjny1b9fk5G5Izhj9XgqdZjh5gjVNpWChG9++O6TN9/4kx/+5Ic/f/bps5fvv9+X7K9uhuKYStGKgJoDQTGrJ7ca8uA8Fappyh3QnBHUDRCYgQnFkR2zFUNgKZ6THw4SWpXOcSjZS3GAClvgOKiEAO4G6prACxEKzuq8FTwlYjOA2v1X7HW+kcOgq1WH7ne3fc686FokMoBKxoX5Exc15jrLwibGeURhpRgihRCSKxiWUlJKITTr9WK/33Zt464Ok8pvzv7yapvNAzgzgar/yuLdlCwUrFJFA/No5gRqPoIGiTaTWhCxanrXAlUkLJcrAAwhVMtWUxuG4fr6qk/jerWMUdo25jLu9ttF20CAonjX97VZ84lWNQle1Mq7Pp8jjnUMBmYGiDlr1ZFiiWieVSsSj3W6P28F1hNat3kRnXjiPRwjSv26quqgIQoKf/L0q6fPX4YFJvMf/cUvu7Cg0BTL/VD9gRyRTO04D6lbXPPHnudR0+OZLj66mymwAGIp6oA55zHtvKXb59tvrR4jLBmZMSBW2YZRTRHRXM0UTEse3Yocy0wiKEWJar85CV9P4dgMAHLxV1e7KGSG46gAjMxeV6xA0Y2A3R3Qc1YidM+ARoQiUqVBuBqmIiGQmo5DEh7arhlG7vs+RnGoQgyw2w3bPk23u/pog0NdEPJpIbNCiG5QSRVIlAy8KDcBCEytTpjcCNlVnRhz0c3qpGk7BGqbzr2eFVCzvh+tWD4cVuvFYtU9fPTw9MGDw6vbRbsaervZDcTHwcv0zl6HRfF+xXR6YTViaSljzrlohb4mrYUJl/CpfCDE2vWgTjY87lCpjVNPU0XhpkzCRP2w/ZM//6EIqqEDO7hEVrBc9uhoaqUYQAWrpk81r6ghEddvgfNYngAAnRErGIcw2TxYzUemiyAXjVx++uP95RfYrsZSAlkIDXAgkskYtvaQpmAOVgTurzUieq2tZmoYzOX8BNOV4kzYtk1JabvbG3nOBgDmCq4z/F+DK6BbzlrrBhHBOXlOXH+HlBIzhYDLrrvbbi9v0u1d//Zbb6wWTd/fGRCx4SRRQMV1QqDd67Wrn5yJK2EHzMG8DYGZtTJTpvW3WpgQAKhpaBozGMe0WmGMoXLDHDwToll/KP1h39zGi0ePNpsH/+j/9X+7ONlc7tPukJjl9QWsudM8hpLXeei/khbHpDaNirlYyUmBqTJOq8KjaZWOgXkGOYGrEy3UYc6qFYlAdyMGJ8EQMRuY1qVEpcSEeaCc7X4TsVZvSDbTyBDcvGKNk3sKTtGlUiTNwal2ZjAZKUXGVeA3Hmwuv/zinY++N5qCm5kSMrgCKGCp+9YMZGoGKrWqnx4JoRCoKRoCgKoCVFJ1jaOOiONYwInQR82aEKzq/jhAAIBp7ZImsV9HBKxDICdhBzdXAycGNDD1cUzMsFguhPjTz18+u/UvXuYP335ws0ugRQ0QIYpU2ZPaOHkB4PuEo1CICZBMNUaWwEWnS89Tn2sEQOhYlxeLgvnhcFguF00rErgUSyWj2uAZza34i+cvnr/48uvf+t6LHfzo55+NaArqij5fwAmxwol9AADgVIfQMNUx01DZHVOx7DkiqbmpEsGuH19c7xlJs017qKaExNUJxgEJCKvArFMdeanRRB+d/Mapgp5Fp6G1M9cip6ib12UZgMry8FrSSR3xujGBudYXBfMmLCIZOCAFYeI6PncHdA9LTE2Ax2+/kw53d9evVg8elZKrGrK7gZt7chtNASiqFwCXY9yemEwETDRN/KazPPfTEywLKRUEYMGmad2r+8rEJ5sKIKuDZALGCh5lUJs2bsFqLUHkpln1MIxA2HTdowcXl7cvb/fjH/30C2DyKfVZLqXiPRO8ZwAAxDjpwqnWtQImZCZVfS144Gx1VNP9tChemToOHkIgMmLL1cSFWF1JZLFcvrz88sMP33/v/Q9/+vP/Oiy4uqAe0YUJZ68Z0OZIcx+3HAB52mPzXEwNgL06miBQKp5SEWFHRDiuCpo5EJKjuYMZ1s2+Y9uoahWU8WluNAMt9+ETzSCXo2+KHzkYZlYtJ+fgOr8pAHerM0E3dXBmkiBmlksGYEZkgA4JkHm1WCybl5//8uTsJJUhlcHBmJcIoLk3H0VETd2Lm8vrbaeZwQxHEWGlmLm/pt0LtdJ3Vdgf8qHPbkDEde5oBoioarWSMjc3Z4aixl5rOHOHCQSouUmzeXEAa+WtN86z2y+eXveZzJ0AZ0ByepHM6I7AgK/BR4xQz6kIWTVcqNpu93IX0ykzN4AaIawfhyGNhhCbCJirOQoRO4C0cb1Z5Tw2sX3rydunGy7UbPe5NqNH4cY52dms0jFvl4Mfq1IAQAJV74csLaeScnGkkLMCYnFH0Nd2nCcyMXh9zEx0lEcA4smeBOYtsSlwok7cQ3B1yAWLwhGSPH5SRDRVYp64PVOZikeHRFWtq0FMSAhJdSr5kaIDqSWnIni27l49++T6q182J2vT7ACMTBScPA3JXRnIrUeYtHpn9GWufhDB3WZjwBoDqndOPeng6BJCaAIhqFY+DFRki4WgivgiqpmaG6C5p1SZgNMNU/dD3+/7vh/Gfhj7ccx5fPvx6tsfPty0GMAqR7ImmpmjAlQXKIlwpisJs1TbmrllfP2qIJAbudNRBUiEQ5Qf/vBHn3766eXlpWkhhNjI9NViaLq2WyxfvLh8/vxyvdz84HtfX4aonq0ObY7PCueY4TYPYaZeFf6yXAymbOpKQu5u4KWoHWGGGRauTKZ6vGqonoQhJnzP6zeY50i1ojefMM9KnIeU7+cARzR/PuIVUuc5++CR+AVzw0gEIly9g2qAz2bdom27lrvFcrlk9s2m+eyTn0A+RObAgdkRVZiWywWToBk5gGUBxLp1SYjzW5+w/xnsh/ohfP4BHNHdhPjRw7MXXz0nt5LNlEAcoDhmIrEZITSDKrLmoAToVitSPOzTYZjcSJl9lWNuILZgUE5PF+nlPhWtJkJ1SWFaDHCF6dziDHDU8r7yOvEYUeZ3Xy85GqCAuDkRqpVffPqL84uzw+Gw3R5iZAkCxIQsTYxtu73bnZ6fq8nN9cvTRdSitUaYJKimZ3SPZhy/XR1tAQDcb56iedECrcRdSkKg4MmsbtLMs0aanjnMc2iYz9003qk/hU9TMrA6VCnF1Amrig2AKVYyxaT/QDW/Hj8IqBkaMolOikho4Pc0MiJiZ8actCr1oxO6dycxCrdd23TdmH354Ozy1au7y1enDx+V8dBrDnHZtBtmdnaUFqFFOwjMgfi42H6sPWF29T2Okxym9oYQ+3548ewSADlItU+yPCIqYCF0mlaq675oqSiPqiNwLU84hpBXwzgWs7FYn3bkhmKGlC1MsRMnkBtfu3lT+IJKXPHpJc7R9fU8NT8vnKqN+QB8+umnH3/y8dtvvfX9X/veoe9Tgs1mvVquc9EYApkfdnePHp5rwQenm5efj/2YKq53TK/3+eXoqD13iPOBuP+07lCKmaOEYOZjNlVHRFOrKhVQEYf5a84/4v3xnb74tNRv01JwPcReHQ/JzHPR4ymHGfV4bfvZAVFVCZCJDMzA3IxxWqRmphCofloWMXcACwSbVduJ82oBEhy869aPHr1x/erq9OKCOTigFfWSc3FENQAz1bwTm/duYV5pOgb8OU/PXIa6VVzjGwIhThWoY2y7YcwIyog6cbytFh0hcP3cboZ1l8BVHZjx5vbu+jrV6XETQ4icM+4Po8M459zazU+fCeaZCdTiZv6EAMBMOeuxVj0er/kfEGqNhZBSev785YPz877vt9ttlFhyWa6WIsIhlpzSeEDLBPzy5UthUKeUlYhMq17B/aF5/ZD5dP6PFfGR/QeOMCYFrDMVdph3BitLjI6KCvDaZ379X+FUZFb6BqAD0EQwIcCJFeeTchIjOvGENRy1Hu4nzQRqygS1u6zfhbGaR1YCmdV5BiIWzRebzZsXZ6HfNeenslihF0Q/Pb94+fKnnnWxOsk5mxXNY84jWJFAiM7gQtPOm0/3GgFeGx7V1mZGOfy1x+gOBO7dopMQ7nb78/MH7rmUbLnWRj5NORxFqly+l5JLMSIqRmqpWzXXt2MXZbluCb0363fZ3EVYi/vchVVFUsbXpNBf+zX9gSly4DGKHN/6PZjihujC4c03nrz9ztvnZ+dffvVVv+9PT9dvvPF4HEeSAG7bu9uvvny6XDV3t7eH/fZufyg27cfY3PcdS6hfOWHTyNCpmqngtB6NiCkXc3QwJCzqdQhRY8rx53FwpsrnrpDpffNRQURzq6jpFATuT7YTQtJpDOiT7/3rIX5SzfLppLuWQoEqL4TA620nBwDJuVS8y00N/HTTna4WKfcnjx9J26Xd3ZDGyLRZLb/47PMPvv3AvCCQlh6tMJiOQwhMFISAJzRiGny87rxYk+D8E06AzfT7Do5E+8NhuXqyv8uffPJstWpX63bVbcAsayk5TcbzBUZQt+zqiKQK6kUknG66w3Z89GATAr+8Oxx2yRREWERyyUjuM48cEIobV3y61lfgiGS18gBU9SnEIQAeNTZnQLV+DQ4IWNL4tSdvfOvrHzlRnXelcby7vXt40bhSKeXZ85fXd7ebk7dKHm7vdrfbPbiCkyOC2+sZ6vXjNRVGiLVvmdQPCdEQXUuCUgAdECwN2QyIp8asmErVZngtzhk4OiCBK6g6IDkCOWF1RoF6czirqgILKHjW+kimXvA+20BF0OsUY7quwFy3WGv1QIRkwJHAKRUT5mprJCCVKm9Oq4sLMy+uRACoDx6f//RHf9Fvb+NiOWYNQQwSou+utpmISGR+ND4NcOYkWMPBcUe3lsg2t2fTHyPMqj/9xecx8NXt/vJ2RwQny/bDrz1pY7QoOY0lZ0DGabhNAEgoHddLGU/XS27il8+vn18fWKgKKw7DOHdN08gdoKo6Ta9TzV4rGyrfctq7KrOsPMyPdToEEx3FS8lPnrz55Mmbv/j4Yyc6W588ODvr2raUQsxjGi4vXy4WLSEdDofbu7t+zFCrPZs7/F+J28dTVb+tA4CZEyMAmBkBIWEuRdVjYFVUT+CAyOA+Q1PoUKXtvQLlDlOwm643uBkQHZW3kYh00uUCcNKqBDzJRh5b4nt9pSlxVtAMvKLiTNOWQc1STDIOxcwoCKKjY5Rq8Uvbvt88OJf1UnQAL1lzu25Pzk+eP/3Zh7/2V9UNHUoeUSGEBYGHLsr8KV5jcEwDhKlumD7ca0QLr60hgKlJkO1uICJnAvOseBh0tVqijWNKcdGBtaW4auIQKjwDjmzeNGG3LbdXt0B4tR1CE4URAFJKOec5ZjtW5LZW8pUe4dOhee0OTKvrSD5nx/noz895ji62Pll/8OH7773/NQe7fHVV8hgCs1ApKbDc3Fyb6aLrEOH6+rrv+1JXr3waUcKMuVeZhnrCZuEXmMssuK/DarhVK5YbikXLOBYkhvpGpw4OjsXZ68XW/Zc4tpzgbjN7wuqNQgDKWbHuj9SMCfcgqs+UeXA3MGZ2NzQn9LqJU6l6MQoApbHgvGGBbqsmknsuxk1cXzzE5tHydA3g5kXIP/ju2R//s//sjVfPuF0gIjuZ6+bszDQ7otQPfq9KOUEaU6Uy1StTT/WrPVdNh6pCVIl2CMhIrp5zOt8siXC7u4vSdk3nENwTIlSp0hC7ksvnTz8rSW8vb2NgaXgcy3F0U7/BkQKKAO5WyY21anntDUzHfaZkvkaZm78UItZPqOqr5fLkdNMtmg8+eG+zXj97/uLm9na/3z9580kp+csvn3ZtE4Lcbe+EebFcbXdDzfxIOBei9dLPTeKv7oH5fDh8bjzcAc0Ow7hYNLvdsN0dQEIl21R4cBaMgRksxHnMN11ln2Kjk2OV6lSbdNTqJzF1JCSi6n54LO+OkRUQoSJ9ZAhQtcrmmgtEMDDnrGpewUhTY/TNqtNccionZ2dvvPN23bVFADIv4wEI12ebT376529/8HV3NMsKpehITEGiADjWJYaqEO5wz+qfG12aKkZ096qv52jgXMm+alZHqA4I5KPaLz59Ht9/1EZn4SEl1bxadE1TZR09RDoc/Kc//rTfZyLKRZuO9ynnUd0dudo3VGmvSYrMp3q8AlpU1TEAFGE+7TjZ0YB7YNaJblVH9/PmEIA7tLEJJCUlV1t03cOLixcvXhRVA3j+5VeH3f7s/PT29u7y+Zd/9md/9id/9vH2kJGttnI4Dx4q+lNfez0+OJEIoKbM2QnHp+Ud9LGAGjQLiQ1n9ar2ADAr9E+XhKBqmtjxS6MpzBJIdQRbS36qDRIAqRpiVdCasHmH+h55emkAOgVxRjekaVnIAdyAhZHckVIaEYERwJEAukiE2OdcSn7z8cMugo83ZSzueTjcsqOn4dEbj37+J8+8aFwuFSS4Ws7j7jDaQaZq7rUWvRJKcb4oZnDsq15rVdDdAZ05oirW6wTu6Ih4u90BPYyCp5vOFRGgbSIRoBOgXL68/unPn/aHTIQOJkGkkW0/QiX0F4U517lPN/g+OxxbHZyCK8w9qvlUkqgZ0DwAnT92Hd27wYMHD4go5wxAInKy2RAisxDis2dfnZ6eIOIvP/7FF5/+8ic/+fEXX7ywlh2o6ooBmOp9fJpLq/qRqI4o5kd0H+xr8zWO2d216FwwzoKT8wWmSXXi9RoXZiGuaWh4rOUQqJSiNhM9plrT5osISFwT0Rw1/bUmrFYMTkQcmBBYoKjloj7/QrDlcsXEY8o55wfnZ2S5v/48jda2nWtRpBDDMp42m82LVy/effANNUa3EBtggVxmKfC5K5n1bo5PbWp9jwFsft9Yma5B6OxsdXLagitSpdfiMJbtdly2q3VcnHbLk8UqcgzUlMF+/tPPfvSjT/o+I9WeDro2Pnxw3jLXIWKVDn7t+MJf+jXDEPen3KdbWjkMdYPmtdcPlflj1Rr+7OyUGIZhqK8BwYXxwdnpy2fPiDFEefbsq88++/TpF593bVws2ItBUbSjfbzD1JTNmWpKY9MhrsnRJ17K/O8Mx6HMoYWmLPXaU/Xjfb4vdWHG7V7DEesXtOmc1XhWBXwRnQHrPgzWgIheNWOPUB4iAkwDLpg477V7oHruiQiRwE0Y2qZZtF0Tm2EcH5xuBN3yoHlXxl0gR1c3JebHb719dfWypBEpGEhWcAw4LVNM4N5rAYnQ1I6d6/HSz7dzivNNE8zSarl+8uTJn/7w59t9RiIBBJBf/vJ5enVTrbYlRCA57Prr69tdPzozEpgCIDLp40fnGOjB6ap/cVthvPknnBl+r9d2CMea5hge6u+WYiLTGuGUV2Y7K59Bc2b48ssvvvzqy48+/BDAASgIn6xXP/nxjz/97PPzhxe/+MUvnj376osvngrR7/67/+5Q/nN89hIQh3Ec1ZK61/H8NGJxALoH+O6LuukG2uzsDAApFS2aUlY1r7JpBj43evXvTNGCEByIUNWmaFO3CQDdnIRqYW4Gbm42US6QgIBmIJSOoLLPNWe9fjU/ugExIRqAEQsA5FRqyq66zotFQ+iHw0FCk8Z0cXHOiMPI4DAMfeDCxCnr4Gm5XAjC1YuXTz741piSGSo4RhKfZgKAkzcwIYJ5qb3p1M9XhG3u9gGw1GPndHa6HPbDKi6+/+2vvbjcvrw57LaDke9KublUtzLtB9flQ2ETNnOthBy3d548enB2enl9dbKR2x1d79QJQasEC9ad4Ho2aDbH8gl1n6ocR5tmZTiJxh4jxxQJZu4vgXOQl6/u/o//5//r7/w7//Zvfu/Xcn/YXd/8wR/861d3u7/xu7/781/84vbm5unnn9+8uvr2d7+3OTt/sOmenL5RlXRiXF/v0xeXL/d3Yz8mB0CujaETEnhdRsO5tHAHRwJ0IkAlUDMHw0BW66TajjnRVN6jgx+7FZ/LSpsAAbG6UTp1IV7cVdF0igIABA5aDQkN0Z2nDsDnDR9Bp6o4CQ5GXispQmDGcSgTMIlIzIS+7Bbksh97z0lwsz7dUCDIxYujeu73FhoQyuMBY3j45lsvnz+7ePQmhIYYDNhdj+tff1lAnAi9/mDHSPbamgAiEHNOul7FtO9/+Gc/++Ab7zP3KZWpJgAHnnYe59yGpW6WeeXc2eOHy3feeXgYEoA1Ia4XbZ+H/XgceBkecZu5/fmVtnSODfUPuwHJ6wZ8vzL0rD8UE//e7/3tRw8fdG0zpvRHf/hH/d1dLvr7v/93uvU6xPhHf/iHv/z4k/Ozk6+987XPPvmUwboQ9tttaFrMu1NOmyeL/GDxamvPr7e3h3ECAsEdFcyPiPnMn77PRkX982c7ClSb2+n4TFg9zJA+IqCa0sSXugfH3BwYEHHqIr1yaOvIuWKKE5pdp6jzkZo49TAH+PmJobuRIxG7eUq5hjERQYcmhCCh8piZCEHXi8ZytjSimqZCYGM/IhMzgsPJycnd9fXV5YvzR2+nSs5xk/o9/lIpWnlBtaY4QrQwd9dHOFvV+/3h3Tcf/uKXL/74j3/ULpvDYWDm6hyXXVs81hwGEwmhzl99tQrvvf9YLQ3pQAgEFMi7hvtspbijE05QIbzeLsyTuGNmrJoyx8z0+u/WJZH7xKTWts3JZvno4TkLPX369O2vvfvhu+9dXFy8uLza7Q7r5earL7/KpXzw0dfv7u5+/MM/XbD2fSaicRwdyVwxO1K42LSrRfviZvv86rbyaZAAmfw1h8H5ZM+nCOnqdkBSEqJ7KuJEmarVXtW0rU3a8VlNFPipLvNjIJgVFoCmRSVgRPcKrtq842U0l2hTqK+PkZEQkECESzGt3CbCwBQZlm2wUgQIHYTpjTfOmfLh5jrlMTDrOHpdPkrmoXXDJobNenV1+eLhozcC01gyV8Ek94lVOZ0qQnAPwuDuZsJ8PHb1mR1/PADc3hQr+PWvP3n4aDOOmQlVjZAMsLiDAyMSQK0rAbEqLXWdfOMb78TApZSckjD3u4OXHIREZl3MqlL92twLj+IYx5c3v6DXg1n9M/cjwvmva9Gzk9OPPvyQCYfhkMbh2fMX//Sf//M/+/MfErFI+Kf/5J/86Z/++fe+9/2Tk9Pr6+vLl5dWsoIf0phdd/2QhxKANatqAjtcbPijt08enTWrSGLg+pobzvx9p9VHBAcncqLJ6HP+AzD1iHAsDWvDQZN7tN1Dp/dTRbeic7+MUBngXhEsADwiojUdzwEfHarUFTMRuQjESEQ+jsnMEZgZRXzR8qLlIMFn4ZC333q8bENJY/0PE5iWknof+yoUPo7DZrNJw+GrLz62MjADkQgiu98LCNT/BqTVsiXmm+3enSoh6R55dEJycwOB2zHf7Q5vtpsPvvbmO2/lV9fbr57f3e4OYO6ByKvxKzpAcgAALXZ60n744ePVqhlzSsXRQn8YxrsDQSABCRhGrCp8UwasFxentIHzvhpOnQW6AcE0kD+Gq/oHjqSR+kaI8OlnT9sgsQlgjq4vX7780Y9+8uGHH3322ecvLq/+wf/4f7JeLX7+Fz/95ONfIDmHkHKawhHkGKMjImhWLaqIuF7EtnXVNiW6Hcr2MOx2qUKBBASOVrVJawtXCRYCDpOeiVRxvqlC99ek/QyxClEYOE2C3/XszN0oTA0pADg5ErL6UYO51ns44UjO5kY8xTYiZBTAIgCW1YqTiwOIeBRcdQtGQjBuYjqkzXL9b//gN4L7mEY3JZYQ5HDY5X6MzP3dVegWxBya9aPHb7x8+WK5WkFcSUCZY890Z4iImRFhvd6Y6ctXNzWV03FrZA7KFU3VAi9e7R6dr4PnZYT1W6dvPXrw/NX2xeVlSCMVtTJlMyEIwo8enz9+6yGHyiXiPqWXV3cwjgGpWCaRQK6R1UHnsq8Oc16H0V9XVZwY91DLjnt21JyJjrHBOfBuv/sn/8U/OV1vukUEgJxzGtOXX3z1yccfrzebH/z2X2ujLBbto0cPb29vUh5yyW2Mh8Ph0PdNjI6QTZGppOTghJSGJEIOedGGh48fmNP11fbqene7G4ZsBZigooBoDmgyTzHmeT6Cz6sw+KtN5ev5wWeI3MyYiOYnAPOwASdE9PUGs14kcjMirIHKJ3aaIQkzI1CZsCsghiB8dnpysl5vt9sYBIjOz89iE5br85OT8+31lUsAgKKquZQhkbBAMEoeZD8c2mWHLyGNqetYi82iIHM4migv5p9//oUErtvJpjXXTD9fDSOTnBLy9e1wsx0ehgUoAHokeOfx5q3HK1LDMZWk1ZuRGNsuhKYZc3GCoqAFXzy/vbvdb4Ik1MJA4JHcAx0GB3eYidP3wN1/i2o3n/XpsdbG9p6ZON9vIkpZl+vVX/nN33z44Fw90WT97ofdwR03m9OnT59++snzi4sHV1evqvseV39QRCZy8KwaY8w5i0yLEq6es6JASkMc9qvlqrtYXWzaw2BXu8Oru0N/KKaO7mDQBCGhUZNPotngpkDVKLXm+ntoAOfBkEMF6Z2xKmGYAZgCTByKuog9jR4ryuCT6ZwjIN/DkHVUP6nbmbm55VxdAJyYmhiESZhCoBBEYiehwSD/h//T/+V/+nd/76997yMiRKKSMyGFEK2UnApSikGIUJhPTk4uLy8/fPSWgQgeMd8jajy/OFUjnvyoayifpmHohDPnlyCrf/Xs6ny15E7APDC5FgIX4SYuSITrT01uOWd3ZzLNCOHq6vbVy7tOJCcNJw0TIkFgGsbqhQsVaXwN6PmVOPQ6qEYAR9bI6yfv+LcQsai//fY7Dy4uPvnkl8QGAGfnZ61EFmQOT7/47IunX4rwX/zs5e6wH8dByM1KQHH3wAyISU3NOISSc21fiLmogtOuTw7DernJOaHpqvO2aS5O5W53UIVcdMyqHm53wxxabA4tft/6TsdtfhHz0ToO2aYXUX9kqtUVzl1h3YWZGpjXn8D8d6EaRtPcYpdsVcEVEWLgxaIdh8G6RQyhlAwkREyNXCf73//H/+nt3/v9f/9v/UBzRgCOjRVDIgyoBCmPvHdvmtOz02cv/+L25vbk0Zty/BxVT+dIJDPgOtpENEdDB3AyQ2ZCUPM5Yrkqws12+PLp83fefxxjcDUUIBQEKp41KwGKOyHVIIKoSLC9658+fR4YEbTdNNLGsSiK+4iaiRlAp1kGTrsZ8CtYwl+KWK/dh+OjnMPAdDAZISX94z/782fPPnX3cRgO+/7dJ2+dnCyvrq4uX17dXt+wEDMicynjehHGYYjLDRGNY2KhRoKrWVFwYBIiLGpqBuauvt31paoN1cXLnALT2aZLSYsaAO16v7rbAxEQqk+TvKpO5PW+es0HCKBAE7XLQSt4AXWgiwToImCJJldqxLra5xNih3V1BNDB3MAICazq0YTaDKp6zqYFAdgQHXSxXAQU01KcOLRZt0X7dbN0DovY5tj9J//wvxTi3//tb+chcdOVGNyYo0nTaNGU+xA5hu78dP3yi0/Ozs9kvuFTsTvFg/t+C2qpM88T5xdK83mcug+8urrLY3r3nTdW5606EDgLVnVWr20u1urVhHkc4ZOffeHJomAUWp6sr/fbRbcc0jCMxf1YzyER2dGdYY5Sf2ljAgCYsUrr4vzreMKmllALEzx7/uV+vB1Tr2PJYx6G3lJatLI/HPa7nrDEZh1CuLy8ilIFVwIgMHPXdYfhQO4iUlJSBwZQ9VrC13W/5WIpHJIqEZsVFkFmNUd0VQUwYQrCJRvALMo7gaP1Yfok3AA4d3NzDWB4DE7uJoQIWNiOZdk0TfyVOzdvmky7YHNsB9SiVYR/zqHeNhIAUt/Xe49AgJy1GBFSSGNpu06a9f/9H/+bxSL+3m9/Nw1lsdqMw8Ehs7OZCnHq09i/WnXd9uby5vZSAJAIq0fza2l9wmHnDDkt8ExeMfPrnHKoo6o7U78dP/6LTx+/9eDRmw85AFgCJq5pqnJwzRtpxiF9/OPP0n5cBDbTi0cXV/2hjuHGIZdsWL0dZ5rehLDO0MPxjQBgtVmvCaL+3hFl+G+VYkBEh8PWrO/7YehHcBWm21vfb90R2nbRtStVf/H8yi1vTk4YQdXcdbnsbrd7gCoPatI0Xu3KCcnI3HIuIQQHKMWYGZ3q4rKqOVSHDq2RNwj12cG8Alc1Rk1sPEScdEHAK6X9iGrOcN70TMxWi67kMWUFpxkFPVafdU13bggmnd9pvJizqarVYSJAtbRaxpbHUbVg1/Rp4NgRBolys9ufPtikktMut9JQXP7H//Bf3u73v//X/2oEil2rKmoOJFaqAkNukDeL7sUXTwVfmwAeR84TEH+PBk8X4i/1WfXh1qbfgJRVFZ99cjlu05tvn69OGxYBqNL+xA6uePPi5ulnzw7bYRE5Fz05bbGl3c3hdLnQnHMx03lpczoU022uNc3xfpsBojPfM/jgns3nxyEJ1HVqcyJS9LHfceZNu3rnvTcAyjgeAknVaLXCV6/6u7s7QHvy+KRtyYumPNzdjU23YEa1Sa8ol1JnMmZTt5xzKaptF4ioClO7eymaSyHh+om0FBIRJjBFwSovPQ/y6vO0OfT4/HzvXwIc875DKR6YTk+655e7WWb3HhMGmKTm6gARZtkqqEJw6pU96fOYnKqsx5gIMXYtBQFEdSAOz6+upTsJUfphOJTsg0Fo/pP/7x9Y4r/7t37rMGy7btNtWi3psN85UIwBoaxP1jfPLsWqW9z8eqoiOk6KNmju6s4A0+RzSoj3P62BY+WELxsuQxmgE9ld332+3Z+fr5cnHQoKsxD1h/Hm1e3dbe8ODZMpINPpwwcvDts2Smib/X7nDlYPN5hVUO9I6vHXI1Etc32a1iEikbmqGU0+tWh1WOAIABUoZuEP33686drYnR76/sXL/aEfqrBEKZpGM9cmwBuPTh6erLoYhmFI7v146LoFIhJTCKEq9I1DEZEai8w95ezmsS1jKYwmDF7cShFCAEJkZi1qh2HM5UjDApvMm6b5DNXC4X41ckoXPvn/IsxqvmCYs56s4m2k0QzdDQiQARTBGKvGN0y7KPebLVasKvQwATq7uqHZknlR1A0SOTIqgawWzSi7od9th+3ucPHwweADk0iUpm0sy//jH/3Lv/5vff/JxXqXPCdHp9B2se2GMTXrDt03h1GI8MhhfD2D+Dw7nqQ+AZCqevlrC2Fz5WMAfSqP3zy//uoqZ4sYivrti7u7lzcBJ1PHBJAJ0ImR1FA1nzw5sQi7F/uzkxN3T6VUimY12/RyRJB/BcQ6xrHjJHHeppowH5xaJKiT1mTeMqzbEJnH3f5qv3158/nzq4wIyCCEIg4IzNARPDhdX2xWTYgp66FPqmW5XBGxjoWIVE3N+35Ug6wTDaoaFTjBze3dycl6s2w0J3SsIsQz5lenOKhaasVjdS9jiqyA4EizVNYRUqlVxPE+OVVDT3In0NWiefsN+cXTy2oSiVDKVJ/UB0UwuUsgOFolq8CE0tYJbj25beAWvAlha95SPNmcPXz0xrOnXx4OV2aQUgYHNFitl7GNh353d3N9+/zlH//4Z9/49393vLlNOVnK3HC7WHs0ZThZrx4VlL/UnE8hd+ZBTVl6Jtb4TNi6/6OzncjtftyP9vhrF88+eQ6GgghIBKwIGdzIra5fuTl6KSYtnzw6+eL6VdMIMu62dzZxH4EQihlMgMZ8aH61yztiMz4XucfM6ebm2oisWxZPy1bevNh87cnDl9fD88sX77z7dtKvXt0VZlZwYWyCSwQm2jTterEoY96nzDECIiCtVmsvtlwut5c9IpZK7UKpUnXM1Q8MCMkAXl1ed/ECzIVFxBHRiVJRkSBchpSPnUWVxJpk9QDmQHUfmetpghmMcK89DLp71/BmEdDLw02zXbcvtwMFQVOYZPruJ9NTXTDtnhDOa+UTZuQeEZbuHVjDzI7sGCoSExEZiDwSNO65kUx69/zZ7e7Wckpg/+9/+l/9O7/z240wiyihme8PKW5Osuak0Dx8LK/DQsd35jMo7D5xsOtJn8pkt9eOlxGSgiPT06+ulx+dPnr79OVnN9nrswM0rAL1VmkhDEk1dPzWe48N4LAbV+tVzklVDUgNAKoG7oTVuOoUnV6LWPOzq8fOpsEOeFVpaWN48vBi1TWdHN552HlOAN6E8rU3T7rOHz95kFQ/f751UEEPBKs2ADoiI0tRA3UiWy4ikDchVKOXMecqb1dBbSEiYXdT9xCbnDMCJrO7u+3dMj44P9WUF4vlfr93cBHZH/bz/GWmH9YwVdUx78ujX8n3VVpyPnkABuomjOtVt2gCE5Cnb7//sP/pV/vijIgwEd6PX8onhWeEaa0BAWw6fAbgtgpxg9QihCAbYQePIaS72yckselOlvCI4+YwlmH35eVXw5AVveSROPzxj372//yH//l/+A/+uynniN14GEoum6YRl5ITJqC6pT+BIGbo9T/3uQeqPRfWxDQlTYL6kzga8rRG41n9869uQ9s8fuesBDyYZ3MFAuaqO2uOQ/ZmFd/9+pvdyfr6do+ARNgPyV0csGRnoEAYqlaf+yxrZ3Wn1mDyua6iNT7fggrwMtrFefe9b31wumpI7x4/WD16+KiJbcm63e1SPgjj2Pdnm+7heafgTZTzk0XbtUIMqkO/NxhDJ9n9bju6CRODmoQwjqn6nIHjomtj5KaJQWTZdYuuW3RdjCEQrRZN0YJEsW3HsQdXRgUoYxqLOUm0qQVyAEJgBHZAR7TKUCKoKhpTpqrIliOAo5M5sMDDh6uTVcuMghaFl9G/995FA2ZEDBQAAWjSBzNnBASbxtIOBDYtKAOQIyE+ZF4yLGNzKs1pFx8gteMY9/uLr16sX12vTfvLV1998tPbZ0/Hw+gOuR/7wwimJs1/+o/++bPr/Wp5Il0HQa1sh/2dAEUSGMdfFSSZW4/7wHD8jWlUWg3OKs+6Yp5wX+Igbnd6tx1PzpbvffR4fbYwpuRlVE1m2R0FHj05+eAbbzWb1W3fv7q7XSyXCGhqjqjZtWhsSNhX0TupFMwKAJJV3ddaqDMCuWkBN68ANFgD/rWLsw/efGN/9erpJ588eXx2tlns7rbm3vfDsO+7rmGmYchjsvOTxfk6nC6iCOeciWi5XDCiuxGjBAkSKr1JggAAMAEhC4coMQYiR7QQIyAd+r62EmbWda2pP3365d32bn84tF3DQkzcNk0NV9OvmbSI8xDnPkpN/1Cr+PpvsJ7DAhACrxtuyJiICQOTKVxcxO988wGX4sROghPV1wFq4a/HNnMK+Q6MlNDOYnjUNh2xuAtBZELTly+evbx6+Wp/B4fD9e3L57tXN0N/MDW3lMdD35uhE7DA7bb/J//iDzWlw+1V13Vqetje7G4v97eXpqPM2a2KWk/A6OuwwrG4IQKfqdRYGWe19JmtMgBQC9zt0+MLaLrmnQ/fyr32272aSeC2a5pOmk7ULRm8ePmKiLq27fcHVVe0nF0YY3RCE6YLCftRk5o6GKC6zx4zUySNQbSoF+taaZtus1puFstXz69vb29ioGHcp+zjLmsuADimvN9tWeL1rt/1CRDagIE851RUQ9sQUYwizGN/CKFtmva2HxCRRYwsxJjUVm1jVkrJgFZUmcgBg4iqEuJy1QCAmmnRGONqtUjjMPYHkqaJTS59KeUeQpjQE5/By4nfMP1/w4lwU01Qq1AM2rJpAnrTChFF9kqSZtJvvfcwePijn36FIfoEEN1rok5snnmWWsuGDvDri+Ubi8bNTYu7OdB+zK+GdEAfTN9ZLFa9v9RiFBJRKXlMuV0s23bZdNI0zXp58l/+0Q//xl/5zsWKNStJjFEC0363VaNjjYUzF/lXhiG/csLmxI0TEj+XCwQ1hYMBEh/6cbdPzdlpAWvXYbU6k8AkpGYOpaiyLK+fXx52h5PTE3LIqThAUctJl12IwSvu1Lg3LTqSAhaF4qiGBg7mWq2Ei5t759Cxnz9YYWyffvnq1eV2fRJA6OX1dQzWUgsA45iaGMdxWJ2tfd9//Pmzpm0kSEW0g0jFpYR5vVrmcTCzYRjMdBgHRBhzPvSDuafRQmSiqdw0VzdyMCIahhHRpGsQph2tqnJWU58wcxUwcLtHMhEqBMVMbuavMTjqKpv7pPZn4Aiw6WTTCgIk1dOuDWRWSmw5YITBP3p7k4fhx59fm0SaX6VPzufTCzpGx+T+hOIHzVLEhQIJbXd3u37cK+xdD4H2aAH0jLut7a9MASO4E/OTt94+O7uoGFPXNrs0/v/+5R/+L/6DvyOUIERHROZuubx5/kIq5RAJZ+0PnEY4iBVcIbA6RNYCAIjkk3P2hDFVzqQDADBAcRR5cXWDICebBaArmBbjqfwmCfHy5vrpi+eLxSKGkLSMVogAM7phJA6gxQFdDZ3ciTAQkGAyLU6lQHFAoJwKZl0TLwK2gV3hk6eXr64PDGjgqdh+74f9uH64kOXydrcz4FIo7Qcw2+5KVlx20S2BO6PEELkuDJqlUsYxmw5tJ0NJwzaHEMHJtBBX4hpZwRCiFgB0YZ4nvwQgVXjx9naXcgBzlGDouSSJLNl98t2b8iFMWJ0zIiGoTywuRHEvWgEtAzNoAzw4iW0UkRBZSilOHoOgEAsaFB/1ux+9efLg9N/89GnfK4sYEIEXnwu2aYQDGYAdvrnAjkwhluJd8LNuCbp7Nva3Y+6ZROATHJrYrpyfm4EiMUiMJJygtE1HaiUN0sm/+KMf3dzc/Ef/4d+JTFmJSJhiiJ0A1CiIc2qvkImr+yRcQtPgYZ47oHuVJyQHIOKpm/WJ7IhIITYvX13d3N6slt3JernZLAjVEQzw5vrmk8++DMJtE1jkcOgrFTJPnMhp4I9ggEgz+WjqQ8uURywXUl8HXBMKUj+Ur4abV4cMzGpwGC0Qcq/7oWSldtHFri2pFC/7cTz0ToAEYJqDiGkG0BgB3Ii4a9vD0BtobOJyubi9uzEF1aRa2zcbx8QcmUMpipOMMak6M4UQkEhLUbOiGuKiGoOqmwDlkkRYhEctiPPgfLbPnIoMQ68YoSsSeAHVadOnbZgJJQRmclcrLlGCBCEk5CbGjDkwfvNrDx9sVn/4w4+/eLUz5IIgM7rvPksgmb/N8kYTPI9qOpZSBl8t1rFdHqzkQL4bs8KN26c6nnRN7kdzHfLQrZbMPPaDptzFtqgN/d3+bpevn7/6u3/14fmD2LTEgdykEXE1AHD1md1QL8mU9Il5ggFr7Ha4t7mqI9NjRVhtqwhKtn5QQepTHnPeHfbbfnmy6VJKt3f7/b7v2kUUaIKYainKiMkhOwBN7UyFPuc9DK/CLTX8EpATCjoTBqTkvi/5zvwAJsTubuRZoag1DW0P+WY7crM0ikMeQ8NJ4eX1btmGk03bj0OIMQ2GYLEJOWVGqZFEhNpW+v5QciGKSATF0pgpeBCpApa1pbeqg63lWBtXGeEx591uF0MEmNSfg0jKRWZdV5/xqoof18gFiHO/NBmxmoOCOzijuUEpOYoQAjEJMxiaEghrUQAnpjwcHq27v/3bv/4Hf/STj5++SowIBIRlmm2Dg4vhm11coFhRVBWz9XoDbXdX8vrtd76zWf3yT3/cpzwWfZZLDlFFtFjTLRarBVY5Bbei2h/6/fZlsPH3/ubvPthsJLQONIwlEhYgmdfnHQHhyMbEI7ICVpdz6k9eYxeAA9RWDo6dIwAAMmFK6jYIuwgumuCI17f7V6/u0DEEOj85c1dEE6F+LDknd1cDNXCEfkgEEAIyT2CfMEExt7qrRAZVFcMRaDDqTXsDJRIiVlM3IXDkMZu6DMleXm2R2zzCfrAYsde02+9Oz1aaRkIcxxEMkWUck5ay7JYppZJLKZl4wcBYfdeAECGEyKHCZkTI6orohJBLrneSmACxVDMQs93+sFw4OJqaAYQQEKrQ6FxL40QNqWBhRXtg8ptR8MmkyBm6LoQALGRmRXMTQwwBzIMEIlSdKh4MIshZ6frZZbzr3yQZwS8d1OuwaNplDCzrth2tgGMn9GC1psXiaT+0H777ZrdoNpvG8Cc/+1neHrLb9Tg0q+7x40fL05MQAyEyAjHf3N6mu+uLTv/mD77917/zLoz98uKJIRVFy+N6fS40l4wG5uiI7AaTLMIMih4n0A5ATu6TzLi7ExoCmKODCyEjFkNVEKBA2CIq2HK5EKTIGBus/ottjKVocS1FHUU1IbgBZTd3FGRErVGSHJ0YCMAMFREAydVwrzCWrOAoQqBMRkTLIMS+7TUSjH3ZOvbpsB9fnGxOnt2Mh8KgadM1aGA2oYmA0LTBTZkYEYakqk7EmjWNg0RxYwB0tBBEGFJOhAoEjJgLADLCZBGKrlpqOKfFchkYYqBxTFm1aZqcM7MEIgT2Kiw0A86Aldc+zfqn3XwEIsxqUeTitBUcmZSJhQJDFA5M5q6E0jRBhA2BXRBFkLSU3fawtPBW4I3A5yXvqimBsxkvBRaQRsCF4KZrT9aLT15dXx32X6d322U7Cj759V8fD/npi2d3NzdjGhYczh9cLFebIR1UU9F8d7dP29uvv3H2t37w6//Wt99fteHu5ra72ENsQoiCYTgcBIBgUoKvEXni19UQREg+eQthDV2vc6EI0Scxf2OETpAR+uxJPRtqATY72cQ0js2iQ/JD3xNy2zaqmtVKsQqL5TzdqSAYAhE5zabOZk4TMgPEwE7qls0OyZAJGQW9CbRoRViaCAA25OJKpnY4uIjv9ru7XRlG6/vdg1VcnXX9MOJcTSKA1l8ZVCFELlZilNWy7ZGu73YSKiWLqh2QqVZlHjVnCUUNEcYxiUzuwURUtGyWq7PTDTMg0rPnz0vJIjKMpW0b3A5zr00+k/Pmwec9vlPHfMK4XjZgGtsQQmhCaNsG3FPOQYCxmrdVp1MAZwPMQ6/uKIyDLgDfDqIBvxzHYp4Rge0BEJqh+cVi86hdvbq664fhbLWInz9d3+5a4sX5xdeXcfHRO4fDm68uL+OyG1I6XL4g8ijxcNen7eX3vvHOP/gf/Pe++9H77BlKLuDj7o44FKLYdiGImCmiEzO6VR82mrqHya3UYVKb+UsLVTjz00w1oK3aECvQRVT6ogrIqKXqCMBhv2sacbB20YKaqZv7mDIgFjM1ckBhD0LCGBgnLGbS+QBEJCZwVIW6sUYEwiABhWC9DIs2aCkxYhOb/SHnZCwE7kRiqvtdbw4SKDaBGR2sqNo0AlI3SkWL0mHYNZFON0tmSOPIyIRkZqratl0pI4DH2JSSEAAJimZmLkVjDDG2iFRKUS1NDMLs6oAMLCeb8/3hLqUBUyklATpOxBVz97pGVFlAUCVr66lyqI9J0yhNs4htEHbwnHMXY70WqhN1wQxCYKyGSmO6u9lBcUEQsgi2UF0ZGPEBTUwvFosI1iGfdou95T/fXkvsfuvRW5gP1m9bFBrG87u73YPFxYcfrU9Xw74nkpzT9u7u6nbHY/+bH7799//uv/e7f/OvoUN/2HtRAB2GAzuWpMOyWyzO6uZG7b4wBOYKa9c5nNeVuGklYQK3JtUQqo57rtoynC3CUkzAIkETcLmQifXvnlNpYxSiMSd1q+TUopqyplxsci0gB0d0YSQ0RK/INM5LjtNJdydGYhJBIVg23Ak0AZuA56crAmVEYWlCZHFEQwIEi+xNwEbg5CTEFlSzMNfFlXo9WMQczYFDaLuOmfe7fuhz24S2IcBJTYqOHmlMNgnLQCkFCZnZ1KvSODM1TayVlCnc3ewAqaqrs3DFafCIBsJEjXr9V/3duujctrxaNE2I5OhmOedSChExS9O0MTZuqGoiIcbGDIY+5WL99iAGzAhszojm4rQ0+Ka03wvdGw2tJZyv1sr+5d3NFmW/6F7lBE0LMWb0kVTE/ZMv/JefXDTRxvHm8tKG3IQWtHz03sO/93d+91sfvt8PQwGQpoHQkIRutcQQCUhA3F1qHFJVJhAmd3B0IHNCtToFrex7t0qbcXfEAiZggrBueNkwk6G5MTtCQyTRLdF2sD5DHCFlXbSNZ0EAVXBVcygFigIy5WKORaiWLuAO2UwmQQIo5gZQ1X8muyG0ELhRExHEEgSWi+XQJ3CKHHPKMfiy5WEwd0C3phE1q0piiFi8oBgLlAJCcwHp6KbmEISERJUz8PZwaKM4YFEteXQElEBMbkVIvJqao5esABBj/eCKiG5Qch6RN5uTR483KY/jcBBpI7pjAWADQCiodZY/jXkcvMovYf2p1WIji44BXdWKoaYsxOY+FkVm4gYBEKxpIwulZKUYs7y8uutTYYKGAVmKKpsregQ/E1hK4KJNbNZNczmkn+8OtFictIvnCsNezyItorgqugHS1U9/Ls+fw3J1t93v7u7Y4dc+evL3/4f/zne+9VHkpqQRTIWkaRmpMaduRXkzIEDVIDWdliYQqwEQoR0ZT0SqE6GUvMYSQICAuGhp0UBgcM2Vng4ORY2IInIkQ/SMsBsL7rBAFETTYnqIQkBcN9rA3VSFyRHBjnJmbA5uAGZJa7aoDZSJIBEGoRLA3dSUiVLWPA5ulnJhoa6NoWkOhzSOCcDaRlLOZhgbmWztEMa+VzV3E2EAVJ10IEvOHhph6YdhsLxedmZ09KtRVSZEwFwmWK4+I0QholJyCBJCUFUiXq1WdV7RNIvHj9+8unp1uHo1mU9MZWs1zK7msjBpeplVwx9maoTIlUliCDWzC7MwHw57dxXCSNi0RAxF3RTVzN22+3S3HR4SNYGAAbMuENZojaCT3eZi6hSWnvyrm+3B/bRtggi63wGUkptcNk0bScgMCHfbbdKyAGL073/vvd//3d/53ofvB6bYspk5lKyqmeJiTRQdsVmEnEYtSWBm/QZhrhMqdZq6agJAZMpZHWDVSBRk1MDUMokoQkF0I5j8jQ0RTEsBZjNHJEIrBttt0pKbhoKIMwZhAillRECz6jYAxUwEg6AQuUMxyFnNsACgeoX6RapdhxE6oRV1A2+IilpWJUAJUQRzzoFgtYhCKhIcSNUC06KL7qUUV9WiWiekZl6yukOMDSMy83K52O8HUAhNux8SgExzBURzUy3gplaQhZlTKuBUP1gtFUIIIrJYLJhZJPT7PTHGKF3bbJaL7T7blAzRzZmQankwLUDjBOG7t03oGhJRqZaDdTTpCOjLZZdz2u+32HWUOaUk3LRNeyi5T0Of7C7hxVKEsWQV8wa4CyAIKcFztF3LL1acb6+64fDmegVuaopI2QHAC+H19m7c3WUqCT0TFB0fX1z89d/+jd/+wXfef+utGLhMDEJ09yABRDguAKODqSnFzhxkhqyQhckVHc1VdVLUMZhsRc0czSKioAfUulTBxIJgaBBI3Up2YcrFD2Me1ZlCHSYwkJuqGpIFCU5UipU8fY8gDMiOFghiYAE092KujsWAhUGVkQB5Zv05EzBBLdkccBjGnHMTYz8MCEVEVAGR2xiQ/HDIgkzMZpMNbinFqus1QgzRAIgqZAWIOAxDJYMPQ4pNZKTZB7RIDFXtXSRM7rJmWryJU8EEADlnZkZEEY5NQwyHw3a/VzM9Wa32o7W3+9tdmjjJXil/9yvmdcuZAQNTEzlGckM3JQxd1+U8pHE0S0FiCGyuZlwKIORdunXz293+6ZeXCWWPbA6QNTSNKg4wbBGLFg3Yrld78+txeDOIEngpw9A3HIKIAGQrL9KeTtvU7/dJsWu+9Y1v/O7v/s2/8hvfOdssx93OAwYJTLMjuKNTIO6AI4K6aU5JupVUcCEE5GnCW+O+I5EZGECZFFehgAOgBC6m5iVytaGYt++NBBzQFdGNStHkRYSDkEMhElPrS0KnZYNqZmDMAd1j4GRg49AIAxqgk4IruJrwtBsQmAG8eEbAGCWX5OhJQRiLWnIzhUg0pqQ5hxZzyk3kxaJx1xhkGD2p+25sm4DkYEwkzhncg3AuypUW7EUVD/2hqKo5UXVncXcnohgCEaeUKvW0pMxMzNQ0DQcspYypdItGhMdxGPp+vV65FUZYdKvdbmtQvFgj3ga5toQEDMB12OqTHJi5qYEqdjEsFyEyoOJmvUKv0iyACBSjeTZQBYwERKjFTF01i/BND0r43tlC0vBZnzeINOgzLzfB2owrCe+0fMrNj+/urrLdify8pIW30cY3On/ShqEMW00P3n38nd/8tV9+/Cl/9fy73/3eb/z6r3/n+989f3BO5BzCuLsNwkDIzACI0nLsQhSrSzMYGEU1CU1aWwxAblaKITEHcp+EltzVwRGgqKsbIotwBYgJJyMTQnZ0J2VAMohCMdg4WjEV8KYRxDqrCVe3AyEvu2jmoIaEjnw49FJVyL02DV7UmNgB3KxtQwxuVtCwitgJk1DlKzm4MaEb5LFI5KbhMdUVNWcWoqBazAaf5gouJAU151SBYVVzd9UiIYBBiDEIHYatBEIEtewmIlJXuCFnQPRScJJXLCI8s1FK0ZRG75ogzAA69IfFoktJEWmzOd0dtrth/+rm7nBIdZcACY87uGauqlaXahRIgAViaMF9HA6b1ZLQx5TGNIYgMTYxCpgW9cPh0DSdCDOHseBXr669IwHdSLzzkgkX4G+ZrMWWiG9g/PZm6eCXyZ6yXjdGYCv01XJBseF8aAK8+d7Xvv1Xvvvw8cNi8OSdd3/rBz94//13SbjatDJJaLqiSuhoJiKxjRIkVcsTVwqRmB2wLlO4FsjkORcHChzyNJeYOrLqyDalJy3CyEQzyDRFcppGXo7qjNYG2mdT9yGpCBE7ArKIk233SRgpCBC7wXbbp7F0C0E3MyuASat9HAIYga86ZlYAVqc0WsUUNOKOB0QUIgdnAJ6YrF7njBJCzhpCM6TRXQmYUOrsZZLhq3X8LIo5jiOD7fcHc6uUaJqtENUqGcy4KgC5W7EQoqszCzPWzUEmNFU3Wy271bJD16HfM8cxj07adct+LLtRx1yEaDJZQmBkVZ+qDgVTd3cgNHfTvF50js7kRCCBAKO7MwkCd4vO8uhmRBRjE0J49Xy7H7IzfzLul0AnxC1zAFqF0JZdCLbexNHL0+3+s5xSpMZQQJrYsIRDPz789ts/+K3vn5ydbC7ODtvDxcOH737w0TvvvbNaL1Vzyb2r5XFoYxiGlIckIubuY19ySikDKJNn7QEZoJWKpGvRXMzBmSVNe+OuR9GpCmshFPPqXADTqKdWcFWdApEczKr9cwQMgTWbO/ZD8UCtAKo2wqaazUXCMJZxzKVYDBQDM5tEcgNAQ3FEbQI3gdsW1suNu/fj6Do2TWwiOZbAwIJdG4dhBMIYiEiJyHNmphiakvPhsCtOiMgkqgrAM9MO3N3cc86qWmeryNQPKTSSx4xA4kjM6G5mLGxlgrKYGYDSmKvsWV2AUS0xSAwB3ErOJY9N03Ttglh0GM3G/SF/8ezZ1d0BkAMDYNVZNzM/7pkfzQeRmhgiaC+hEWlqW8SEIGJmIcQoQVjGMXVd1zStSIDJhl6K0oB0UL0zjQYPCjv16wjfX5w8CIsX19cfj/7CgjhSNt4s2yYctq++9faT3/+7v/9r3/vWfr+TJly+vHrjna+98ebboROA0kjI45DyAdEciXii5pnqcDjUHpaDqBsUIzAgFGDymfaCxG6QS6qE/MpBrEXaNHVAJoS67k0TEm8GbmpMDM6EBKghUGPYAGZgJ3OHlEELBFEWZJH+MGF9EigINoGIHMnREQCZwJ1aDl0LCGXVhvPTjiRc39zth8wM682ieO5iAVJmRXExX0RkigoQpCBg3w8lW7FKYRQHa1oJsen7Mashg6sjsQEXMwNHxD47EXIVSK5vXqH6X8LEwyMAz8UYseo9hcCOtj8kM1g1cbXq3DSN+ctnLx4/OoshLrrVmA5Dyrd35eWr29wrMhsYORGAWbU09ooUBgIHcoPd7vBg4et1KxIRlMxDIAdz16YNiy5EbpgQ2iWRq+bFYkEQb4cXKZdioOCMnBiK2bc3GwX92A5vBPH+8Gd9+dQLSySC2C1WcQWWom/PTuJyvUCEhw8f3e63j958sjp/uOha0HF/2BqYqYlUAj1IiNyyO6hqFf1SUyiE1a7EC6NIjUdz7Lm3pp14o+4z1F43GhznhW2fNq+QEdVd68KWGnsd7FgMIOp53pauu0ylFDc1BXCvcjmmhRnMFJGYuRQD8LbhTde2HR52vRYLgeJCDBZfXd4p0vYwqjqiiqCpgnsMJNWpGyr93BHM3IjEEVULEplpKQUmdjUioqqFgCIypKRaYogSKkMLEL1oMbMmCCKYKREXVQRgInCrauQAoMrb/UgAiwaGNBLgYtGxkJqpp5ubK47y8uWzl5c7ZlyvYjHIWsEUAISuQWaSQNV3AwBry0zMxFxKbhuJjEjApUThtolROEQqObtlBSARZKxY0JDL29KC29YVjIr603H/drtuVid/WIZ41V8Vyy13TO1y0cXQoP/2b3zn7vrL7fXlz378k4uzUwnRkE4fXHRdW1KycZu210ROyBIbjo0bGkJBFOEQA1iVBlJwM526XCCTibT+GgV5KiMmsYb7DbV5Wa2OEqdzN6dKLGaIVLcBiYlR2wYOqZIIqyZKXdQjNSd0FpLAqlptagmRkJhDKSMLLjtedBgC02oBmqzkPNbZOL+8GdpADEBk6/U6pVTMhMhdkVhLcVNEJmJEL6rAVR3h3iBIVUtSCQKzfa0I1zFzGpUQqmk2ADCzutZ8F5jUjNwZJZVMhICsrv2ouSg4jLlIDCxIEh5cnJec+qEHQ9ZuGEb3suziaokle3Ecc6pM+S4KoRNPp8odVQ2xHUtJygvhRdcuhPf7rSC0TRTCKKQ2HvZ3QhTismmjo6vrg7OzjXz2GKllO6Aj6SrKc9CfNVmwGW7zqwJIvJCwWsWmEUz9kycPf//3fueHf/LHP/vJj4dDf/3qxhxO33ijbRsbt3m/BStRsKQhNt2k4h+aMsmKVpc1ihLdx9TfMTCwhNiq6sR5rxhOncqZ24wI3it5+utcx2rTQHhcDK82KKMZorMwADBBbKAdSZMhAbsDIrOUkuoXD1GIKvGoShhOJPpcchuljcRYhDh0wYtZcQ6sJavR5XV/spQ3L1brzTIGuRyHwFw3pogJSnFwntT7kRnaxWLs9+4WYyylzm2BmM2gwuVYLYOqCkltMHOpYbqUggQiiMypFKhEYjMRIiIWLjmPeQiRXD3lLBl321QKP3zw+OTk5Pr6y9jI9c2dGSyXCxRarlowur3bl8YrjE9Qebmu6ohsBgroDqEJgByDtDFqGt0stgHIOfJy3fbDHtFilBB5sVoMhzG578f+AcmSwJzIeeX63eXqr8bVfzZsf7nfUktLarLbctktGj7sblfopP0f/MG/akPTD3m/O5SkKev5+bmVcfvyKbk2y01RVFNzpyqCTMjANdOpqRM5Skn7nEYDxghkBsgCyA6WTaF65lSUsDbyMI9Fp91QV/DiEMyJsE4lFIwRjFCLg3FF8ZFRmJCg62wsCk5MpKpWXCioZ6hDZi3VGygrUJTkNA5Fi58uQiRBysjJDFEoxAaLeykh8JggnMZOWAgPh97M62BRrQqVMrk0IeZc1Mp6vSb2BOCAaSwOTiTEUFIiAjfjyk8FYCQAUlMkRCRVrZ0juOeszAjuQlwRgtrhFrVkYFSNFCCb3tz1ebRS7l4uX7zztSeLbvH0iy93+yRNs1wt20XcrE/7wwBAaRiyVYMPc8gOSAIAZAWIOaXMpututV4t1VXNc8ld7LouNlGYIDZtjIvYNkFYmJGbXMJXz277km+bMBTbiZ2Q36iV/rDKSdA2D99Iu7E4tBHT7rbVkckvX7z4Z//4i9Pzi+Gw/fTTX37/N37tYfOQ3IZha2XE0CIJISOF4gqmedgGGVAEKJhixS3V92XYs7vDqNkCt+YmDGDgdfwMs93XVK3DvXPapDKB5G5qVU/XAcCQHFAVtHgxAFdDECRmFsI2QNfQMBwNRSuxiR1Ui4ZQrXBxTFrMBpaiHgkVwDxLxLaVwLE/jADmjm5MXk46ePNixWgijHmS/mARcMs5W1WdQQIHIiKmNA6lFER2s9g2+8OQc656TCJSobJpDsh8zJUzP6hGvmqtgFbXdBGJ6iI/gkOMsfYciKGkhJYR/cXLFyGiQxnG1HbtYrV++5133IuqJaauaxmdKnfH1cCIEJwAUMlN0U1LTnd329WqW3XNqBrboKUgNDFGLYrmJWlYRhLZ9sOY/fOnz59evioItzpggCA8Kv3jftu7FqIgwurdepH2t23R9UloENBL1zaA3avrl10MJ5tuc9K+/fajYbhJadcslixLIJEQkRHAmYNqyTlTLm4Dh0ZCcxhuQEfQQUtmEeEAqG4sborTAI70NQZ7fcRTXTKRkEHVMRCAFXPGaSahxU2tqKdSsJ5R1CAUmNsAuUNTT1nrGyol18EMT1ppRkKQLBc/jEUNTzoomtybGJumiTE06nhIKY9+dxhE6IOvna46HA+FJKAIIKgWZlp0XS5lTD0AaLGcFZCGPqkqIpu6hLDf78esIoHqlkjdYJvTvWoVj7k3FIK55yCmGl/MjQLXwUtRA+IgsfbbBAiRUyAC7Lpmu98hwmKxXK7WDx4+EhE3Ak9BuGnEjJ0rN2aaghOxqQemnA1B8ph3+8PzF5fpZL1o2xg7LRnAUxrdKUo0g8OY0fnusD8M5S8++cyzhxiNyRFALRvsmCJLECSE3d11jLQK4/sX5+88OXt0tt5s1hxi7FZ/8mc/vnn16rvf+cbDizP3AmoxEHJww1wKIpF0CKCmIrHklPrD2A9Nuzx/8NAC78c8Df7AidndhYOA+8STdYMZZMC5PJ9WHytlyCrqMpk41vCmjrmYG1a2KbqbTQ4xCNYGdhJTS0VngQUHcBGBaluF9XgzmBOgKQQGRtfiOZmsW3Mcix36su/LYehZIuZy2GV02O+NpHU3IqxysVpFxQDHlFWNhWNsxtFVhyBxGAYiatuQUrJ5gxIRZ4YTH6v7aQo2LeUREeWUWKjOXFnELGOVl2ZBqcCWB+QowReLtmnOz0/H+u26br0+CbFxQAdFDh6LKZtFrAxaAHcXcXdCAQBGLIEA3cY03txugzTPn109Ot88fngaIuSc+r4/fef87pPnTy9v33jraz//+KtdPyoIdgruqIbohsYCKwKm4oCCFL08WC6++cHF995/58mTN07Xi9OT0+7kJCzX3/jed778/PN33np3s16rKhIQsjEDOQFJaNyrQzS4mxXNOUkMyHh1cyUxNu3aTU1TyX1ORqQhugQnVy9Y6SR1XaK2UdO6t4I6oatOPqfoxCyMasWdh1zcgZEBTGhirwlzDWmBoaNQYurFiwMxVEkVd8u5Cn9R3UdBADJnA8SQwYqWsadxyBTlbjdu+3LYD27etjoMJSc6XbWp6Ha/G7K1TSwGQ8okbIhFEUxFQjHb7nciAoSOXhzQANEAEXDiKTJUYTSfXb4JAMy0TorqTpKqigRzlYAsYDZi3VIimiF0F8Rp7BHD+cXDB+ebUopIiDG4VVTWjMHckJwYhdkUgBlQwQmwTI6DTg1L1ozkpaRhLJ9/8aKMmsp4/nBzuji7fnVdSvrqqxfXd3fPXu2vtuNu3yeDeUuvsHAgYnCqmxuSGsZ1G9564/G3vvnud7/+5MnDs0XTdaFp1quTN94M1K0347tfe0edYtN6XVthcQQGdIMqSshBELzkARilbUOIhJRSVnWiwKElblMhpiBtNDeBip9Pnrgwr40cl5MQwdWMgRhBuHK0cAIaEMHNncxV2AGBCQMzEADgkBNLF1iWLe4PvhvUZkTDvS51uZvWxoAJiai4mWrK2APSCFfb0Slf3o67QwrCy7ZB1K5r3Xx76NUdKCDyOBYmKDkDohYTaVCwsgzMLKXEwlql7HDKfUdBN0CUGi6ISikz5w4AQM0JwFxrVBOhKYwRMEuVhyMEJmdmJgoiRBRCXK/XCLFrF1RBECQidDesnGqq3IfKtDZAFAmADK4IWLIBWcNEGN0W4zjmsXRtU1K5u9ufrU6vrm4OY7/arN57cvGN994GhsMwjEWL5VKyKrhz28QmCk72aXqyWr758MGHH7773vtvvvnwvJMGkNCQmshxwdyCBdNCZvWJmStkB2EgAncrOafkFhhJRIwghKamPhIIsWWSUpQlNN2imJEEcxEjmBZVZ9Yx/KqcOiGSA84GO3UVB8jRwFyZmIDcCpFX5b7aQEqUftSi3kREIBKCiZFae0yv3g0+OU4hE7NQJs+q2z2ViAaUsBCHq5sEBIs2WmVLmwJyUY9CItR1UUup4HjKVieA9UaUMnV2pj4ZGBEwsVVRxnnceTxwtXhXVWIqmhmpznCKFqnNCCKiBwkoASeJEmDGEFg4koA7bE7Wi0VHILVEIwpE5KYKDm4hVLGMkvIAUHJJBOhGzFwLeUBD9BCkbbq2jSHQbnuwXMB5v9s/e/YMwE5Olqen6yaKEHTLLrZRmJerhQGksbjxcr06PT8RlqZpNOXA+OjhgwcPTosOBDCkEpuuXXYkIQ+JWhIOCghWEMCtmBZ3FEEvWlJmEbech4QxOFAInbkTkmpRyCmXrot1dT22KwEo5ixRyuTBZDSxzO/B9wm/QiBEVwWE+tYQnIhnjUkhJCcL7E0ICA6mNSvEEItZMlV0JUchBihFEas972RMb2ZI5G5BOIRwOOQheVHLuW9zbBso2Var1lXHbDFyKeqERcFBXSfJcCsKs5FF0VyrlbkJQbPCzNX+zydCHt4v6sz6Ge4uIkyk7lUQRn3Sfq6CKAQYQiRGAyQkYSAEFq4L8g4Qm3h2egJ1HjTvZhKyoSG4uyJRjA0zjolVb5tWYgjVDySNQ/V9q5RBRApBYuDzk66UYsWJeXOy7B6fkAC6MjMJxRgXzYIZ2LFtlpuFIMJms15vNqvV8uLiYU7ZNEmgJjY4OAmaY8mV5mwAbjowhZQ0hCYny6UPVZdS2dRKTm6lnhDVrIpIkWKsmsxRIqiaoyMxByee8lEBaViKKeDkwoFHDvbkboBG5l7VPsEB1etGCYIjM6E7syNgI5XqCNI0CE5MwLw99LtkRaFkRQNiFnaseqaABs6ECCAMgUnIidhbcU8Avhv8rj88fmAX54tJSlgLQQhCKeVAnHM2dGG2guBsYEBoVc7LMxFPgEKVnEIOgSdNHwdwQppldmboQbWo5oq1mE3ifWIkIsSIBCEKMTuiSNU1oiYGRBQJzKxgDy4ulsu1lTrGsDoRA1IwJWCRBTO7A4GN5kIcOgFCYSljbtuWUcmgstFqN7SIgh7cnZibpkGAICEG0TKs1gsA6JZN2zYiQVis8Ga1dtSSE5i76mF3u1xtUlYJbOjStYuukxD63cFcUx6kCmZTBmDPhgDkCAC9jkBIyMLiUDQnc9RRQ1y4V9NqJQkErKCIwlUuHqpcNBOLzO4gYJPo2yQt50dNQa8JEfgYx3ACe5gZwQmBCavCSSklxFin8W1o+iFd36ZUaoxwU2BGq3701bAbnJmYsH59AO+igKsDWHA1EjZmrEqfECiVDICh4aIFHRihyuECQuXlmdYtUCxFRbjOpqoydpWyJqKcC5HMSBWoKiKq6tQR18cBhoRMLARMAG5NiMREBDz/d2BBQGapazzrxcmD04vIoWoCmwO4Mzmhk9DEEXNFxJRGYV4uFjkndWVEigHQUcFKFmGWqpZmCEguSFjN5ReLRdd2hGClir2bG04eICHGRYPoXdfVcZa7hRjarglRhuGwWnUAkEqZEHP3EIJZSSmHQE3bgXnRXEdwLATgYzrEEM1UrSyXp30/1JCSU0EKRGQOAEwUzBRJfdoTBUA4Pl/E6lY9MXGr7Wq1O5iGhJNyIU5AAxGpqggzOhOIICiMo7kpEjgYmgpiyjAMHhpCdAZAMKrVRoVm6/biZHQBJaXFoo2LtqgST+5CqoWoRsP6srA6C5Gw1QYOABFzqfqSVUKisvbn6nGCTqYp+8TEQlRVEambg7WEV/V6zmrzy0zoiqBNG2OsNDR0cCISxMDExCHGIAIAjx48CEymCcyAXEsWITdMxQjdtDi5cMy5uGZGZ2bGoAUJEYSzFiaKTauu6oWZhRgcCIO7iQigMVd5AT89OyWCYqWJrSkIhSAhNiwSYmiIyd14upG6Wi3NzBRYSEtOXoD+/02d23Isu5FkPW4AsorcRzqjmf//u35qk/pssioTiMs8ICn1I81oLCtjXgIe7sspPBikzaz19PK5EJEoMUtApTFTZrzfXyRwz2fheHyec0WESRMSAkgosnaLbaZnBZEQQXYErPBz1Wx1fOueFDcbcl+CG9kdu5roVpq3yChCvRtVJVKEM3eFbjFnN7W+vr6jsVKtzQ7eXI09hWzDEzN+nl6UPlUMWaI/W6QgAiVAwiq0VixPJoHw9q17Ou4EIv07G5KZIlaFzNgWsULuXc2e638S7tvxd+/dM/ePkLulESbUupnpPSuqCIuJ/HxHJiAi/vzzz97t+/c/USlC2lqGr8LoHyyESBYq3mfqUmFlLqSBtffpXiStWa7JBSkuVgAmsncDKsosoNPz/b6upv267I8/PqV09D5Gd/fW1cyIWNXWmkCG+/v1yorzPEXanGtI771XlZn2nhFRFdsY6pf/NB3k8Xg2e4RfVbL8VKJKfH19a3sUc1ZWZcYsVCE9odJBBQTd0ebKDHUGbRdDlgpvyEfRf6TnjZ+/b2JmyUImmzLx8kgmHZ2xISEhskFk1JVY4cXHQ/71l++z4PZx7lSK6DYkJcvdfliUYiyimUUUTLbct7s6dqwQVaBMMGtGUYFLA0Dtt1hmxu7FJWRTRSWBlbbCHSS0pXWiDYPge6GQGVl3hSfTFj72A1tNuh0iBBQpiGKHzzbAPQOBjHh//jp6l3m9VWXL9KYKUwCqKuByLw9GzblEpT8fCC9AhDNif24VUhSUxkzQiAAFc4mYad/zdJZllpgV5ffrdYyBxJwXE2VSJqpOp33rZsaqkJwc4OQswlzv0QcIwmzNjmNsZm/GYqOCItIjUJVYyUwgU+v9wKHuWUhrI1DX9UaUqSITTESStaqi2WeRRrnkT7apfiJWhD1W3epz/rT6ElNFJDYOtOxHw8r4twkKZgZlj7UV6sTdR/U4lCmrIMIVsQcUACKb+w4iEjGUE/HrdRKhtV3NqPNyFXUPNV1z7Qt+SwO3F/SnuzCzQMIs67oSJLKBgzcqB8XhSSwslBFETEwRmXe5ZGaRmmyaCgDAW7dmJkyy/YvEuDmonLGFAybi5/P5//7v35kEJNgOaWKUNrWqirVyI2wZK9fxeLQxfF3lJKJrLRL5+OjuHun7q7lPERblzDJTNcvIAlozkbHnyDG6manKOB4sxExjPFlAoKZ6HI/MYNlOL2pNktiXM9TXEpFzXnNNImqtq7ZzXSrarBHJdc5I5Lw3ZlxZ4KOParxWMrSP9np9XdcpRGZKyIxrUyoqXMRWxMIOwtRmA4F+eLV7ekfe7xTb/qSqyHSoFJMDwLVAUjd1SbcIpiyEyr2eq8Q8HT9eYCSEeDu+t6PXTIgo04lg1sJ9DKMfLOo9MBGpSmUxK2j3+fzQb37OEBGxFQT32M88EEcEcyWcwEQckcgS5iyOGXfohVFIs1u3RGVRCVNTtsZMOUYztbU8K/fco6pUYaLM8jief/v7L6pkgmrDphP/ILNUVYXdrwCZqVKLikgfve+Pz8zN6+1tLL+yiFnd2wZKMg9wqhCJaGOgWmsistY8HoNAprp7Fc308+NJAtTya7XWsuIYY67r57FAQiy4ybZkVlVzzqq95UNELH+N8SHaI6tYEzKOT8J6fX8BbyFRHREewRuihDsXuCKuAB6PXwWkLxVec+2GLiapbTrZv419R9P2ityqMQlt2wyD18J1zkxmL18uCjEDmEk5kRkscr2+v75X+p6AY6NRVORnO7nl+9oHw6rYxzfCzXWd00VUlbPmz6bJPBwZAFFhRWydaCMVAMrYHRPisUDEKpVJd98DM0tERoDBta3BVERQ2cgT2kYJYtqasyo302aqqj9Iq41boH03HmP8+vVJgIkBnJnHcYAKFQgnSsCFSMdwdw+30boZMakKUiPSzDLfRBBRFikIk2SjOWfmEmE1ZWaR1tq9GDBrz8eDGRlBhMgplZkpCo9S5ufzuU+gnsHMVCrSxFqKU+Zy97UC0ccwM6Jt1iMArfe1pvAY4wFr2lr5lTPN+nWeqOwj1caaXgWzho3sq/R1rtc7Zkl7Wn8IS2PRnWeTf2cmuJiwq5JAVLucuJKIglFV14w1k4hfVyhgxvtlmJkkVBTMel61+PpGvDwrSIlWJISUOPdbPMiaZtV1hSqbSQEE8Xmq6po3CXsXEG0VJ5Hhi1mreGtgWfD0bubuVSRMJHfJYeylui8WypWEREwyYSbO5A303sdGZiLZ5BZmRqUgWzuatT7ajusC1JpFRLiLijZuKs3s89dDuIQ2XZBVGRlA9ENBz3CwlBIIparuV9WiYima82TS4zgqr+/vt7VhTfcjM6JApCrXBZY6jrEPFsfxmNdbyIzFmIkpUYWkck7+OB79FkHMTDwcIOu203K+ZrNWKJJCepZXyVqLSTJTtMZxqJiIRuy4m12RuF5CmPNqqk7w6dxQ61qnFzEfFFFqpmjF4z1/p54FZqFwJlL1ypvrQrjL6pi3A3MLRMK3t4FIAEGWZ0IoiZcnEUfS9FIlzsx0Inutua41A3MiK5SlNYlwIimkNQVTrLWfWdfpvdda8XyAiSMwZ6raWnnNOIahqkjccyuZROwrdxVnFa4rt2plSgA8UvYRsEruRc1edtOMUDPemxje/rPcB8+9Y0i4CplZa20/e4hImUUrM7mCDK2xKsYYz8dTVay10UZmkoqYVBbRdstS752kap1UiAghTiSQJvT1en18/OpN17qO0UWUhVUVQFGaWmsQQSFERO9kjqlweFXVfhWqWqIakxBV5tfXb1L5+HyqgEWJRHYhdcF9vV6/9253c09b72ZdWJevfvSM8lxV8FxrXhYZub7PV2+61qIxqjLTr/MrbtKVMdttjZHeOxP+5zrfz96aynnFmpeqlCqEtoVyg2r3UELYoDm6V847rpMIFlqbsUzlHteMEGS5qXhFFP1+rbVij/Rm/PMXuMpFuFAb4sBIIvEo2vDSiN6YhcfRUdQGnSfcc4+Aa3lvsldJRFwZvuksWSK8j2PbPbXCTYVpl2je4FRiGnyPGz/qyqarJm2Er5ANG82O3sZoakpUEb4Vmn2Bqkjrtl/oZrZVVo8ogrGwckRlIgqNiZi2/uTn1cyIdryHRTC6Zlzvt2ee6QuFPg6PRcTHMarIrI2jv9+/I1yk72vOrDOVcK31cnczqYzj+bH/cef5Pp6PXOuK1Y/DeiPCnNc6r+M4Iqa2ptaAmtPNWuvdpwP1fn+no6q09UoHANVmnE6VC4hrvk1oIea1xvEQbdNLhUzVM93DWD5+/fH113/P16vpGO1gIv3jaUylxKoC5tq8/kTexXt3BWVmMooZqwooTkImGJH5PicTLuUmsipn+vdXVGAM7p3ox3zKDGbs0zLvgEWFCGsLImJWIslwZLIIA1HXOIwgmZ47i5LFwuty4tS2+Uq3/qm4XdFchH1BFZhYCInclK/MQmVUViI8zERNhJy5mFibtePx8Xgobw0rs0qYaweeVFXVREW3FsFZZSoqambamvXmfu6rrbXNj0RvjWLuM3BW9j4YcZ5vawJU5WrKK9lU//br1+Vu1q65dh0DKsboVU21/UjYfAyLOLO4j9aanee7cEvtIiokawWhRILFZ7hsYzDqePQoiEprw5qHr/fr5SuqMnK11jYdvIR8zQhX+3U8dc2z+Jrnm5hYkIl5rc/2sTDXuoioaNtgcxy2riPm+v3Xv0j/p4+/qVKJiKqoSWaIMhMlwNz2IY5pb9NKhAsaiKIVUe/3quREZiYiPSrLwfx+OaCe4RnsdNfwMaoQK4kZHsUQ4s2eNuGqrOCkAoREIoJQgO01DxFxVTclysri0aLih4a6fTuoyn1gRAL3W/uOqBU4w4WqogASphXhVcNYFc0Gc46hrR29PYjIzKjK/R2+dll6IlnUTJkqtz2ybdwfi6n8KJMoGX0oi6pEhDSuTDNl5NfX13E8RhsgV+PX67+R+fH80+NqQkLsc/nyYzyo83VdhTV687UdGVkJQEy4amat3o2rGHYcRkIzCxmRwb7GYb0/wiOXA0Fcn58fmZlBWeUeGScTn+esSkIKWKGx/CepYID6cuA1xgOgSpgNvy4ubkOvK/76+ut4POd0wgKJmPm1ipKZZjonn6/1/v4vpYLS/Z6+/zeAMAmzqFKBOaugyqq6sTBEVonPg5jkXOu6rvBAbuE6fn30KDqO5+ejoyKTlq8oj4jcnR+1fK1VJSyRhBVAVcr/YuluMzQx/welpyp35ogqi2L3ZG71N5P+nbS5ex9yX1dRhf3dNqpJ1ExqFRLPo6vCVFXKmpi20dsWvSoCtXeCJKLCxcJ71vxJ2ePfkV6GhEfWFIYpVLDmKaQ+r6qMlRE+xui9EYlay4rn8Q9UrjUL1fuBqvO6mPn76/fj+fz4eC6feyWgIsR8XRczASnCLE2Fu7UCk5Aqi2oB1izOi4jWWiw6r3McfYzjOueNEqhc51WF1oaIEDjdAZiqV4C5krS3iIrI83wDZE18kYrqIb4WCTh8XkvmYtWsaqb7dea5iFhUWfXX43F+v7TWWhmxUMzJWDeyUZilSTFRUNxb7izQvJ1Tt6qpfdhpsq5rd+cWLY8UkX/8489fn09lBllWJaJQGYH0Cr+ua07PQkQB4b7e75WFCHcPX168X8CrsKlidV0w08yqmgUtMPO91q0qbECJxz58ENNGAgkxCVOAqEzY1FQbXjDkr4+H8CZK7ieZMNO9Q6wUIRZjIlbt3TIWM2XR3V0CNm0FZlIlAZUwofK6TicWpsjIDGYWIZHWW2uteeTed43x6evMdOKmdoxhFWvvzoQrc+2V88yorG7qPFWIOVlEpI3Rc0Vr1g7LDCFevpq1Yh6HhVdWibGvUGkpGREVme5ruYj6nLU1S9ScMyJYDEVIWrOYtMSJZa21V63u3o8DrKhqI5vkcocWqtaawlpZMRcDaoeoqI3H07SZWRNGOTARFclE7osqAk4AKJn5/X4BpIqiIlIxYSZVZeJKmDISrT36QcX5GI/eLDO2EgOmQuxMvlKVX1wDJGArYghFLF+oosy8rst9ZWZ4XtcqUGRGxHVe7neGOlMAU6NMXz6rkokJyMjtsA7shYmoGOd2m8EaiZpK3yNLb8qUxJs+wls43gNepm8sq7CIKrNkzIhQaygIyfP5NDMiEdF5LW2kSsfxIcSZsRX77+/fc17NjtbGdZ3Pj2dcr/f7/Pz8XH5VTVES7pVwz9F7U36/vn1NNhWxnaStyjmniozR+nG83m8RMWvv83vbUyNcmx7HMcYw1oL7ujJiP5z/+c9/IUNE5pzMTGB3F5Z5XkxkKplZ7pTEyqrtPK8xOoH32tjXZEr3wLVIpLKEJDcsJqKK0oNqISLdoyCm6Qn2AusYKlpVaKKjaGd28idMP9cS2ZlyF+aIyn1oXV5UrnvlSMqo8mu9vy804fOvv3azoZkRHdZUjdRYTYSKajVj4QfgqmLSgtWGimhV+NNQRcnMjKLABojWPOfyKwtZvK7sNljq9X69zzcqw5eqrBXCUkWBKaIEASjXrExkWTcxI7YvITXdCxDVIiHVngllBZAVKlIpxCqmyAxPQK2RiFYSkS3HrqQnQe8t8/IVV+H5ePTWIuL6vq7rYkoWEVMJva4rM0c/lPl9/iZGZbHFww6i8mulQ1TN7DiO9+tUUrHucYowYd/G/OvzI91rXc/nEeWmj+M4Wts4EotY53cQKFamBFuaaji2gFxVLCAg/BIEFfj2HaHCmVkw5zqzM0vzWBtc6bEHs6v3ke4rFjKLKIvCN+NuxkxEUiWwuj1ZGzFpM4AiI5hY1YLYw6lq9L7nikQ0FYJsAlkkRIRucDc9HgdB1loRlRwiUr48sQGI1+uselUFM8BVN2o7jFi5M6tZU1MxEVHmVlykSQxlYxEV2xtMZDVTFRQok7NhtA6qzCl6VIa7cOYQZhaASseOqzMhHGuuyuxHA6SIt2XPtAPB7JvIbNaUpKoE6u6gYi4gWcTMiAWIyrTWmzZiPsZA1tYRNh1GmN3dfYloVj0ez2asasg9WjCRrhk+F0uASqSpKuttNQUlkGay1qzK0W2uQCSzMqsaz3WqCCp9oRLSNJabsRDmdYZ7VrgHQL0baxEXV+lQD6+kvahAVfoOHCCXYxPOSCK8rmKhfYATkd1tq2ZVnlEoYlGgopaQiGgRqkrEyHLFYlXeA2gkl2nFao3AAoJpK4LzWcqj97lOk8ogLTBR3lwjIiozQQaj4nwz2S61MAUlTJqaLfeM0KY74LolSBYGkrhRBnIRyOe6znfmtQV2YsoqUmblnTc3MWFRk7vxHExsRfAxCDyvKAaBRYw56C4/RtPOIoWkyveq3ozl9h2sqKpoTUQaYfEPwD9jQYVZdkafyEGu2rZa3HqrXMIqYgBERGh3elSEi8gYj+fRr+vMTBH92x9/stR1vrYPiVSbWhZRcsYUkaK6LRSoMbr7YpHIWai1JjNHTEKq8Vyrmd7nXxAVnsc4r4XiZuLX+Q5XsWutBEw0o3ofkdcGukQmwIkwa2ItfWWk6V5XlIqKcO6zfdXjeGjrRQTHjp9sRlUmMoNY+jjmpFwRc7IZEYiFTNw1UaM1UPqa009lsImaWmQSKCHH6CrsaxGyiYAVFQxAalergiu5eLsgMryKtSnrVh4SpEOLwoHdLNRNs8BZWlhJKFLj47AMZu4Feb/foBIEkQADok7LlyMymILyfL+IUBkeGcUzcq+AAAKDsHMyWXARE5Y2q/dGnBVBQaTSrEeFiLLKvjGO45F5Uc1wB/aKMqhYxVglcUqL1pppJ7LWmEh3lVVGKdF1ns16VVhTInaPzb19v78fj08ijlgRuRMoxHy+37LX78zEg1kSs2plUMQ2xxElA4lNTBExs4CiDBBRrIl9lHu9zuM4SISJSBWZniuzdPQdDInAWhUx//F//p6gNed1zY1Z7eOY51kgtbaXeHIbhmtL/LTzbAAJx1w/3pD/YHxUW+/2/fX1/v7W3ropCNLM14zM8iCkKv4/fK9cuLg5tnMAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "execution_count": 208, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Standard_poodle_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Conclusion (within-breed-selection and between-orientation-selection)\n", "\n", "- same dog selected in the first position by all orientations (favorite_count, retweet_count and rating_numerator)\n", "- same dogs selected in positions two by favorite_count and rating_numerator\n", "- same dogs but positions 2 and 3 are switched by favorite_count and retweet_count\n", "\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let use continue to with our second selection. Flat-coated_retriever" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Selection 2. predicted_dogbreed1==\"Flat-coated_retriever\" " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 209, "metadata": {}, "outputs": [], "source": [ "# create a table and display information on first five dogs\n", "Flat_Coated_retriever_breed = df_dogs.query('predicted_dogbreed1==\"Flat-coated_retriever\"')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### favorite_count as orientation" ] }, { "cell_type": "code", "execution_count": 210, "metadata": {}, "outputs": [], "source": [ "Flat_Coated_retriever_breed.sort_values(by = 'favorite_count',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 211, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
favorite_countretweet_countrating_numeratorjpg_url
183441671721313.0https://pbs.twimg.com...
21724683421112.0https://pbs.twimg.com...
9221252362812.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator jpg_url\n", "183 44167 17213 13.0 https://pbs.twimg.com...\n", "217 24683 4211 12.0 https://pbs.twimg.com...\n", "92 21252 3628 12.0 https://pbs.twimg.com..." ] }, "execution_count": 211, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first 2 dogs\n", "Flat_Coated_retriever_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 212, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 212, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Flat_Coated_retriever_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 213, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 213, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Flat_Coated_retriever_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 214, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 214, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Flat_Coated_retriever_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### retweet_count as orientation" ] }, { "cell_type": "code", "execution_count": 215, "metadata": {}, "outputs": [], "source": [ "Flat_Coated_retriever_breed.sort_values(by = 'retweet_count',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 216, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
favorite_countretweet_countrating_numeratorjpg_url
183441671721313.0https://pbs.twimg.com...
21724683421112.0https://pbs.twimg.com...
9221252362812.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator jpg_url\n", "183 44167 17213 13.0 https://pbs.twimg.com...\n", "217 24683 4211 12.0 https://pbs.twimg.com...\n", "92 21252 3628 12.0 https://pbs.twimg.com..." ] }, "execution_count": 216, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first 3 dogs\n", "Flat_Coated_retriever_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 217, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 217, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Flat_Coated_retriever_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 218, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 218, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Flat_Coated_retriever_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 219, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 219, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Flat_Coated_retriever_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### rating_numerator as orientation" ] }, { "cell_type": "code", "execution_count": 220, "metadata": {}, "outputs": [], "source": [ "Flat_Coated_retriever_breed.sort_values(by = 'rating_numerator',ascending = False,inplace = True)" ] }, { "cell_type": "code", "execution_count": 221, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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favorite_countretweet_countrating_numeratorjpg_url
183441671721313.0https://pbs.twimg.com...
21724683421112.0https://pbs.twimg.com...
9221252362812.0https://pbs.twimg.com...
\n", "
" ], "text/plain": [ " favorite_count retweet_count rating_numerator jpg_url\n", "183 44167 17213 13.0 https://pbs.twimg.com...\n", "217 24683 4211 12.0 https://pbs.twimg.com...\n", "92 21252 3628 12.0 https://pbs.twimg.com..." ] }, "execution_count": 221, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#display information on first 2 dogs\n", "Flat_Coated_retriever_breed.loc[:,['favorite_count','retweet_count','rating_numerator','jpg_url']][0:3]" ] }, { "cell_type": "code", "execution_count": 222, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 222, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Flat_Coated_retriever_breed['jpg_url'].values[0]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 223, "metadata": {}, "outputs": [ { "data": { "image/png": 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uPq01ArIIkQKQiKtilhk3KzNr0s45IqU1OeeYmZTiV4gMZlZGo6JgvdGamaPb0FrDlhGNuG1DlxASIgAi0mQync+Xd+6c5nkS7zzu4yAcDSs+V6QblCLvA9HG9AGgruvVamWMiUwYEgYfImMX7805XxTl7e3tarV68vhJlqYRWgCAMRFUsdlyuXGFY7YUSaUYmJqmZWZrO0To9Xpaax8YEFGRgCjSO/ZSbx8fkFOTzCfTvCzTrCBCFlEiiBC898yotAhvmVJiDm3bXd9cz+fzk5MTAD2+newNK++7m9vb+/fve++bdX15eRlR07f+3K9G0JKlWZZuUAcR4ez6RmsdU72ua7XWITCR2m10Y7T3tmnrNI1mwQjxDja2En24AJCiaAHxzUXMLlvKeFckifgjPrbWGlgAgZBcCJutA+KcDYEjOxsv2Dat0UYp9D6IQJKYSKxGLBnXURtNWgsC+ICAgYMiRUTr9TpS8wAQSX8AiEYQE1Xm6N7Splkzh36/5733zgcOkcDb8XBxI8XYFGOfUhow+lqMy5omiQiEECJLFJlbIlIqybLUWruYz6uy2kVPpQiAIwaNWTORFgB5hUCJUDrukFiuiS49CLAAEAICbq4HO+JUKRXYKSLfucV8RihN2xZF4RxrYxRREMnKihAjDEfEwHx+doYsAPDy+fO8V/YHvSxJ9/cOOtumadpZG5xr6gYR8yJP0yxWPozWCNvSGRFen19Evj34YLaRZWf1Xdeenb0cDAa9Xo8UAjBuKCaKoC86gDzPN95iy9fvrAoRm6aJrNqu2LQzLxDZVe6IdNd1IlKVZb1eRaDgvLPRNYYN5mDmCAoB0DkbwXIkHrXRQBhEMAghWmvjenVdF0FekiRpmtZ1PZ3Ok0SP9kYSvElSQRJQmpTWZF17cX5R5GWaJkopAdbGxJ2QZVm0BoUbI2MWz2ytNcYkSQIgRCgcXTtGKtJ5h4iRXtlZZNu2ZVkyM9GG/Itug1AJoETyDDbQGAE2XDrIJrBu15YZvLAiBSDRsUXj22LTmM4jiEzGE9s2kTrxQeq62d/fV0rZ4Pu93mi0t7FgAEWUKOV9YGYhAIL1at3r9YzSABhCABRldAhBmDFIrIv0er24r2KhTEdPGy3JeR8hBSKuVqu9/f0XL158/PHHb7311mg0EmBhEomELUcO97PKjAgyxzx2Z7aRR6iqKnqIDa+9LdXF7IlF1uv1fD4fjfYWi+V0Ni3zAoSjxfT6vcPjYwQIGNjv3oG0bRuNWGsdSeT4iWHr1YU5grn40ZGmijY9HI7yvGRmpWlZ15PpHJXq9wdJ2etsG/3H9c1Z07T9fn+0d1BtEXRMab33sHkFgooUUUoUU8joWpTWHAQAgjB8liF+liMDQJZl0VcJsI+xgxQhRueDm3dMAAIIgQVi6QYAEINIZPsQABVp2QSKna2LRHcWK6Q0Gc9C8CfHp0YbIvQ+mEQH7733AhBYdvUGgM1jNn5LZQtIwF5vGHyQ4Jz3CMDA0EFcina5jsT91dXVbDa7f/9+BI54c3EZX3AMzxE5CXNiEuccgAwGfedc13U7IBzZ/eilo0WKSGCmbXFUcGMBu5yuaRqlVLyViEzllT+4VTpEmqSu17QtYJvEDEZDRUpEFFK8QthVPUOI9GkIYVP+xGgCGx4vEhYQ6TgkFhFhrcxGtEExN2QCYObA4p1TClnC2dnLPM/39vZ8gEj8xCWK9xk2KSE653BbeUTEJE2YPSEpMswhriQAxIC7yxm3bxEQEYgAgRABAQSt9VrrmAwy+1d8D+4yxLiG2ySU4BXVSaQucavmiNk0c/B+IwsgwiRJ3nnnF/fu3S3L0nlvdLLFoNC2bSz17uiSdd20bVdVlTEaEWIQQEJhTpL0xYsX6/k8y7L5fJGm5vnz5+v1+s//+T+fFSVen1/Eavb5+TnAZhE1bUgsAEaUEDhJEqV0TIWsdVqrtm0ip4W40ztQjFlAKLAJ+DEmaq1jBWBXl4wBblcNjaYWsQgRsQ/RcQKC815rzSFw2GIORNIU/xmXOxqWIhICz4y8pS228p643EQkwiKEYEQCkggSiBAwcCAV35yQom1K7+OGpq31xDetTRqYAdF7H4JPs4wDC0jUFCAgiIoORoIn2qxNhA0bhEDUtW1RloLgQ4ir5ZxT2mhlEAEJg3ciEjjEt7gJLESylS0hAKJy1imliBRsRA2wAxvhlcIiIMxmk7wo0iRdLBdFURCSRICG0HUdAMciN8WsJDpFBB+8VgoQRZAUQdwSgFqb5XKRmYQQbWeVJq03ew+QIljGEPz9e/fbpvnwww9ff/31NE2YmZCQAEmIFKHaGYpSKCJV1RPZyDNgW/HevDlGIIgZ3y5yE6LtnM4UIhKSJhVFRbJ9WzG2bixAq1htjXYjIkFEGy2ygcMceEfAbj4l3o0IsigiEAjeR/kUEUXMLiLGJEprRO2cA5EQdSqAiEoTMXPX2ffee284HB4c7ANgkM8+KL5RrbVsA1ViDBgTl0CREhAEKMveel3H1WBQgFHBAbgVIBBiCGLSPEkzaztgIaIoQUMBYSatOMQwSjHDIMTAnghlm/chMAB0nfvwg48/97k3X9U7wBZpRPQMACIBAYeDIRG1bRtlP4IsAkoREUbgtXWjpBUxS7xzoxMict4pIkUKYmwBcc5WVbWaL0GAWdB7ramqesxMpHA+nnRdu1yuijwnUqvlsiiKPE/jTSKC0kREEbpEGBn3QYQst7e3iLi/v4+IMT6KCIsEDkqpiGo39wsgLJ8xWCFETxCEY6knOuSdMCMmgxFIRWe2Y612GC7eyeXlZa/Xq6oKXxGv0ValWNf1zu6jt1guFyQyGo2KogSQXq8Xf2A6W8QkN8aamAC64CPxHf8Z8amg2vo/2YX1eEvz+Vxr0+v127aNNhFBKWxdeHzf24wQECVeanNliUI3JcLbZdgI6zZXiOKlzfVYhLwPu5xui/Vh56toI3Hz2+1NiCAbtRIjktbJljbaRGrnnEjQ2gCCVgqRYuEkTdONG5aNTsloQ0IirLQxiQIQ79zGcBaT8WbRA4PgJhtHBmFAFGGkeKP/ihZPOGyrNCYwx498Ja5LLOLyDkEjooAiisq4GBRCCNpogU3kllc0hhudyTa3j//vrI0Fzd3O2uX8tJXxxJtkgRBYhNM0TRMTbbHruhDCdDpdLhbr1aJXVbHofnV1led5mmZF2fvqV7+apikg+uCFOUnT3Uv6VxDh1jLiI8NWVQYAseSyt3ewY1i29ofCIVacmDe/yCKEGwcTgidSITCRVoq890T/ivuJFiPC2yAQ8RNEIBEXcLf+W0IreqyNgdKW8IuQEQCstSEwAORZJsKz6TRJkzRNO9+lScrM9brJsjy+311dLkob4tspi0qRYubA3tou1qzqdYvz8e1GFsKC22wH0EukH6NhSeQDyXuviAQk+I1ck5Ru2y6itKipiMFiZ2eRA9TGsPda6biN3FbS5LzfsV8hhCzLIsUcDSt6srgWWuvIe8Xnoa3Cc2d20QQ3wJa0c45FVsvlaj4VwMVifu/evaOjI2ttURQsHELwIXRtd3t7E0IwJjnaP8jzHABiAudDxM6brTwej+u67vV6aZqmeQlbJC7bksvOe0UuKmZnO46QiAA2Pi8aJZEK3rNssHmWZd77EBhRGaPPzs6Gw36v19sJVBDVDhhsuUBBBG30LozsRMOxErBdqE26Fxcq6qjqum6aZjQaDYdDER6Px5cX587aqqoOj46qQX+1XDrvgHEwGA4Gg+gLuq6L9xkDkXMuBCEiYwwieO8290AK5+PbTQQBiASXUipYxyI6NYgovJF3KkQOjIhN22ZFHt+rAFhno/nv8iZmjvgpPtjuPzc0pt7gHqVU13W79G0XEaIBbSGRic5vq5zZRNPdD+zcRjT0aNlkNAfxXq4uL+r16vDwEBGrqox5jVIKiZLEeB8IMctzIvLOOetkG+/iazDGBAHmQIRE2DRt/Oi2s8IbBjLLMlI6SLCdjZvKex8ff2t8oBQhUtT3JVo52xljOLB1lnQS6ySREEmSNCYJRLAjxONDAVDcwPGxN7p1gHWzVqRiZNjRGVsgET2FWNtGrBLvPxJ73vs8z5QmEIhVQmFYLFa3t7dd1xZF9uS1JycnJ94HENTG4NZt717rq1vrVacOADgf324CPyAKkCIA4MCAYDZUu3feEVJExEQUoYqPwtktyt6FpF2JdIsnNjcRic3dhos7IMuyqAbL8zxisrgistUxp2kamG3XRQQGW2Z1J6uNRrwzhU28NhqBQhBjjNomSrHXYxdwd7EAtzEj4gEkBNmUk5bLZVn1BsPhcjl7hR+gpunatnPOxqockrLeffLxx3t7e2+8+aaPlE0MdgwAEKuZ9XrZrtfBu6IskyztVVVZVS5ILMtGajFNM+9jScNEunW3jACEG70RMrNR5vri4rf/4T/8lW/+yptvvlkUxS7S7ZYiGjoAiIT4P6vVqmma4XC4IYwUiWx8rdaaUEXmhBAEAiBEXAqCRJr5sx6THfB4BQJuXvqmjOa9f/78xf0H94PzikjxRsZFipq2HYyGJs+zDRkSnLXCDICeg0lSDoElvIpvdlb18uXLe/fupWkaDWgHq2OMi84zWmF8wfH5syyLiCEyq/FSERBE0oi2LOXuajsnET3otjCCXWcVGQ6BhYkoIomtoteFsAFwmwQimimCC56ANCpFhETj8Xg6X0ymk/Pzs7feeiteBxHzPIseYlPHFKlMdfitb4lItKoN88LStrW11gfvnUfh65vrH3zvT3uDwfHJyXA4VEqZNA8h9Hq9qLsqikrraB8swpsAssGaWyI6QnfkFy+fP3z44Mtf/vKO4dyhTNwKgEVkawmAiEVRiIj3PssyZuYQBDasb9u2hMp7VlGwoQARjNEigIDO2Yiwd4YVd3V4pVYbf2ADV6Y3113X1XXdtV2Wpht8I2ySpOr38rInLJGBEwT2oVs3wLxu6izPMcrAQWjzYSgS68ewqyFG64k5HXwmHe6yLP3XoEn0miyv9llEgTzFJ43WuSnUKKVi10pMhF6hnokIFHEQRE0IwoE3JYFNT1i09d2ejkE5hMCECBCY2XmDihQhkiBuqiXCO6AigLazzJxmqVYaFXEkTn2sTZFSymhNpFh82zUAoJUOLNZ2BGw7F3FY0zQMFHfU3t4eIiKqSGYiQsTd8SO99yKQJCkCMrBIQMHVctEbDJlhS1R/xjNvlxpFOOro466TraSnaRoErPqVMWoTl5wzOmGOpCsrvU2SINo0Im4UxbulezWRejXPEBG8enlOhEoTIRBS03Y+hNubGwbM8qLXG+ztHyqD1nVKK/beW6dIBc8sHC8YQkAAFgEg7z0haqO8d9ZZDr7I8mjgWmsQFBCllLVuh6gYIPb0ddZGRWOUcMRbT7Pc+ZCmSddZZk8EgT0ARoiQpCnschwRCZ8FRNikjZGq2eSYcT8BAOIGjnjnAEBtCU9CsG1Xr+uqLDeQRRFEDpEobC8SRIRl+9o4KjIIjQhYa9u2WSzmtm1m04kAZHkevH/y2mtlWZVFPhnfICApo7TJypJQxVfy7NmzLMsGg0H0oMYYohj8IITQti0QFWV5dXlprXv48FGskezEGiGE6L93GywylDHB/MEPvvfmm2/s7e3HaBVhSUy4SYFE4XmEuYixiIJIzB7BxBoDIgJ81km181g7cCyvpOqIiIvpKnjnXMvBZ2nqWax1ztl13bWWDw+Pe71SgNuuSzIyRNtOik0WFt2A97HQIlmWR+mwCJMC7xwhbQEdpkkac+zgPSBu+Nytn2YOUSgCsGkxDSFcXFy98+67d+/e/eIXv4gYPUcIwUeklBgTg2DXdkRotBGQSMyGEEBEa+M3GDMWBsB7n6ZZCE5EkMgo5X0QRCAlIBLYbDXdhKheCbKAGA3LGON9DKx6vV4ojRHnZWkZAnddJ8Dr9eLZJx+Pb28fPHj46MlrwpznBQFObm9m00lr273DA0Cq+oOqHG4hoOPt9ReLxeHhIRGG4F3XRQJPtiRTDDg7GPeq640vGxEjdtxBi9lsElEsIkaT2uQ9ICLbUvcrF9wGgcABoyAsRr/4rWjT8Epb1M7Odhsb/9E/+udvvPb4cH/YNmujNCAhqSTPTZIRGe8ds0ckFkQVVFRnMO8y3i0pHPO+DYixtkMUlkCEzJuKIQdJknT3APFv5502BgFFWGCD2bVSHDZSk6dPn11eXvV6vc997nNZZowxLF4ERKRZ1W1dX9/ezOfzXq/X6/VOTk6iSm61XnNgazutNQogEYcQ2ZMdONtk/jF0kmJAIpIQYj9oDBxqK72PMM56H1F2nuZK6RACs0ctAFGGCogqTZPOdhxc8E4TOhdaa8uiSNN0fDv+8IP32qZOUiOIjx4/USY52D/RWscos3tD3vvYiGG7VpibpknTNElTUipJDAA55+PtRS/1qrvaOZKYek8m08Ggn2WJtbbf778KiUBAGYXIkUviwJGZICLSKhK8SZKKxA7S+BcopVarVQhhJ2OEV7JFAImSKvzRj947PTnIDAoHYfGB0zTrXBhPx4JhOBwm2gApQk0aCYFgU1WADU6EHZoGoG3OJRFdikhgFhZSBIDB8/aNho0YZGv43vsk2UjsQcS5VgSM0WmaOevPz8+bpgGQLE8QIUlT71w9X7jOmTSJkM4kRjCqDbAoisFggADM3DVtZ+14PEZFaZoAYpZmEd/E7koA8EGSNM3yjBAV0mK10lozCxEmWkeh4sXlZWAeDodZli2ni87aLMuUJi/WOU+Eg8FBYpIsy9q27TrL3qXGaKNX6xUAOO+FcDTsc/Aaqam7rCySNI+QfJfhxh27QeIEErhrW6JN23BgjsofZvjXCOSYtci2YrGLSsaYqG/b/U80QUT0zjtvSWFd1yEE9uFgby/L8+cvni/X6+Pj46g1Ojk5zrJcRIKX7YvegNpdih0jUsxhN+na+HaKEN+0hMCERIqm09lyuWjbNs+zg8ODPK9AMJZm43OI+I2FogBsWCUQ3OHxSBdprXa1C1IEApsCVdxVCDu1SeBAuEs6xHsXW5xFpF7Xi/ksSzJSBsQLUZIXq5uz2fiyt3diKFFGU6KLqqdVEpjbtv3hd//49uZsMBjt7R+99Utfij1qztk0TbTWzvvJbKYoOTg42ZYyAEBIUWKSEPxqVZdlFRexs+skSRH1zc11067KohQfvA1ZnnXO+RCKoiCCNEsQdF23MSctimLTsGpMpOLathHhmBhx+KxDBgCIFADF7268O290fzHDCiEQYUxIvfdJYqztaFMA3TS9ybZQtmMvd6V9ekWEsrEJCIpoNp3N5zPXtWlmyrLs2m4wGCRJMp1OX7586b0/PDpME6ONyYpeVfW1MiGwiEcQBBLG2JK/81uwTcwREa8vrqMeaFcdIyIkTJM0fu2c5Y1cMcI0FIHAzCKKFKIgRK6ZI88RN15d10mSbvJWpZzzIfg8z611IbDZVtGjFe6eebtZWanPtCjMbBQFF0ySErAotVi3t+cvuvWiv3dUlr20yEnrWDGPz7ZczJ5++lHTtkeHJycndwKHfr9/eXmxWq6qXnVwcIAKEpO3rRUBY2JHLsRuXOc9IQDAarXK8xyJEZAZ0izx3gbnQaTrXH8wEJGmbafT6XA4WNerrvVHR8e7QL/Ds2oD2vxiMQeA/f39jeZ2Gz60NvGNK0URXEdbDCHEhtWN4L1tm6a5ubk5Pj7OskRrkyQmEt/xB3YxboeviSj287xaoiAihoCAmohDmE7Hk8ntdDoloqrqRfn4crm8vLzsum5vbzja21MmefjoNU06BDaGQnCaktjR2TkXm/Z2Pmxjvhdnl5GQpa04PbqfqMujTXHUbfIF7wWElI58qrNWEaldfRBCZBzi5IKNrFSpXVkXMfKOtMsdXi1E0HbgjAhHKc7m3YgIs9FGRIRdQARKMbDRCIgMCgkR0AeHW2MlTUmSMTOzhwACMcpATA7i/YZNConGRNG3ACilFLMwh12pFwjYe/G+axoXvA++1+vtHRyuVmvvfbSJ9XoV2HOQLMu1jrmY2ulXmbmpa+ucUkhEZVnuHAlsiu5RpaKYvVJ6F1x4208QEX1kzmLdImwbN2KBPALq6AJjJIo/uV6vr6+vHzx4EH3YpsHfh8BOb7jXSImzc50xifcbSVw07hACISmtQJHWBoQQScQDyGQye/7i5aOHj/v9XkRjuzQ/3ox+NUjTdpIJEjGH2XSJREWeB3YhOIjWBLBYLoElTmoQESTs9/vMghs9E6Rpaq2t65q2f2BLymut4gfvVA/xB5g37AgRAVDwNqL4wKyIEIADkyJBFECBEEBQCNgBqNDFGoDmWGEA6Drb1B5AlBYOnjdqcSIiFg5BCFTXbd7K1dVVv99LEq0UhOBjBCRSIYS6adb1+pMPP0TvyqJYrtfL9fLo5OT0QZ0lqVFaWLRJ0zRFTIl0XEPatIMbAFiv13VdI+JkMl4s5kmSVFV1cHAwGAx2e9g5lyRp3GM7jm3r50KkNJumWS6XuBXN5nlORK+y7dHZb9kH7Drnvavr+uLiot/vx50/nU4PDw/39kYiqLWO8kbrXFkWaZpOJjMRSdMky/LtI6TRJBw75+xqWff7w9igWzfNz3/+87quv/XNX41PGq0olqiNMXhxdrnLI+LIEaWUD8E7u17O8zwvilIpXK0WSZJOJuN33v75erXs9frC8uDBIxfEJCZ417TN5z//ZSSw3idJslgsbm9v8zwvy7Kqql3hDLZdKFGv7H2ArdCPEJumBoDgfZEmIrJcLqtezwcf8+3tFQSIAgttlD209XkU54iAiGcvIorIebtczY1JiiI3KtXKMAfvvQhGTv+dd99eLGb379/vum69Xnddd3Jy0usPSZmYls+ni/ViWqS6qiqMHaoiNjASZVlGRLQBrcivVMd3Qdx7V9fr6NajJSmlYntgHEkCsEGuu1rWK8Vj2F2TNlT+Bi/Hv7z3sZF/6+HCcrkUCbc312mSkNGnd+4QUr1eL5bL29ubyWRycnzS7/dTk7Zta609PDw0Rt3c3IxGo/fee2+9Xv/Fv/gX0yTzHqxr6vVKCPOiiBtgMp4OBoO8KHznsjSL3QNhU7rchOD4mkQEf/Hzd6Lhv9rup7QO3iVGEYDz7vz87F/8i989Ojr8lV/+FeHQNe1HH31UVb0nTx7n+YBBJtOr6XQ8HI2USvb2jqt+P6o7dkE31gpjTGzbtm072RCbUU5kyrKMIuMojdUK26ZZrdexKDQajWLFetMoRsSyUfMBUQgcs2XclgJdsEZrJIpTAkIIzIFDaLsuigWs3Yg51/WqyPP1eqW1rqoqz4uiyAXQ+QAASZomOlEovmsiEcPMpIgh2qUGAKN1TFZ26Ri8ou+IKTAibCeEJVs5DXgflKJYAYw4aWdP+IoiaAcVdp5Jth1Hsdq9w3MiQgq9txxCog0qxSLMPkrXYw0jtnlqVF3XTSbTLEuR4OWLl2VZDofDeMEiL/f2jjZ4YMvhab2ZvIKItnMIsdSBoP6ViBd/QCmFf/gHfxRJs729vTzPYxiezmY//tEPEqPvnp7U9ZoULheLO3fvjEZ768XStrYoq/Vq+dHHH5bV4AtvfeG9998ZDHq3NzcnJ/cOj+4I4sHhgbAgYYz6O0NWStV13TR1Zy0zG63n02leFFVVlWVfGxPrtU296vV6bduOx2NCPDk5UUrFCWbRsIjIRcCHKnoLCUErigyyc1aRsrarer3YWT+bTq3fxN+maauqF01Za7Xd8VFXrpx1nhlJxVEIsknpIYSARFEA8mqGBVtm7tWCSURXMQOPKx6/uytN7oBm2Lbk41bzs1uxXbl9F153truleDYKHN5WgkUCKUAgFGSAzlqQEBvUhJnFR8t27WbuRvRncd/iVlM5XyyyNDs4OGAGjiXLLVVGRN47BAVAxkRuz6ltsS6uwwapP3z4MM5dib1Z8cmHw+HXv/6Nrlnv7Q2NVuv1+qOPPnj58kXTtIZ0s+6qanRxccUs1tXz5VQE9/dOM90vexWIlGUBiCbZqNG11l3bAULbtqvV6vj4mHQ5MsMQ/LOnzz75+IPjk5M7p7/kA7dtR4RpmjrX+RDyoribZQgQW804cHQMJta3CF1gZy0RXV9fv/uLt7/x1a/2+v3FYqGVSpLku3/8HefdF774eWb++OOPvvilr2itjUmOjo5jSkAbqvozUj4WDNMkWa1WHDjPcwFQWiMoJIzd+jFxBwEktNbGrbhz9lsE7QCESDVNGyFITAu2DW+faRZ2+VS0pM92PG46QULgODNim8/zrqnbWq+12pl1JNI3mkrQgJIkqULwwRMRY4Ct3iGpdK+qSCkENKeniLgr9SRJ8vHHH/7LP/r93/qt/8mgPxwOh01TW+tCCN5B1asm44nSZjQaPXt2dXBwYLI0bpX4aiJ96pzDm6tb3MqCozoKALQ2sWyJAt46gXD28sVyudzf37fWWuvKsue8H41GQTwqyrNcKa2NNkojMAsGjvLX0HXu6uJiOpkeHOyPJ7dFUTx+/NgxL5fzH33vTz98730i3Ds8+PVf//XB3rH3vFX5+Q2pI5yYBBHX61W9WiPibDbLsrTp2s76/nBYlVXb1G///M8uz87Lovrc5z//vR/+4PT0zr27d//oj/94MpmYNM3zvG1aUjibL7/+tV/+zb/6m1VV2a6LGu7gPRKiUiGgQq6X8z/9kz+6ur7cG+2nWf76m188Ojo2Jtk2X20USEZrv+VKdkSlbIvusU6CiCEwAG61KxtdccxGI3EjIrFU4n0wRr9CsmzweHQMWhvvY6xU8Yto3vGCWpsQPLOPN8MhxO43pRRvSEQFAMLsg9dKJ1pxCG3Xdl0XlQ5d28bmlGfPnl1cnH/nu390e3uTGto72P/1X/8NRHrw4JF3sr+/X5Zl0zRAeHNzq7QmpaNa0HtPpOMuJQK8vrzZpWO0FUJFrxCYCTCJjlSC1jpy+USUZkXw3ofgvMvyFAFaa9M01Uqx97JpaBJAWSxm9Wrd7/W6tr2dTE6Oj7u2s0Gury8/+fDDy/MzACj7/TfeeP0rX/sVY1IRBkBnu65r0zRbr5eT29tev1/XdZmXe3uj8/PzEPzRyXHb2iTN9g8Ol/PJxx+/P769/fCjp1ne/4M/+M7zsxeBGQHSNHXBV1WltX55fv7Gk8e/+o2vPLh39xvf+rU7d05ZRKOKPZ8sQoSEEmx3dvaya1vnQ783GB0c7CaIRm4pfr0tZm9UeDsSMmK4mKtH0iFyhLuFfZWujFe7urqKmv3lcikisSoV2YHYcRlTyPhSIgyNEq5X2TLvHW2BR/DeaG2MiVb8KmcWw7HWFEKYzaa3txNmPjk5WS1XiTFJkjx99qxp6vV68cMf/OCD994bDPtf+epXvOdHjx43dfe5z33u4cOHAuKCr8qqrhvnQ57nRVEAYkQHXWeVIry+vImbbJt5RASwWS9jNAowCwskiQk+EBEgNG2kmMnaJsp3kjS13rHzwuy8V1ppoyaT2/fee+/Rw4dFms4Xi08+eQogd+7crar+ul6tVysEWa/rOG2sPxiNRntFkSMCiczn8yzLbm5u0jTJsuzTTz9VSu3v7d/c3qDIYDg4PD5BpMvL63q9XqyW17e3v/u73373vY+XiyYAh+C1MXleFGWhtbbWmjT5q7/xP/ybv/Ubi+k4LfsHB4dlWRR5qVSCCllEG8PMwsFoo5RGUJ3tfLA7nxRhDXMc36AijbljI18lcmLIU4qcs6/Eu7CNgJF8kW0myN6HPM+8D865NEkEomYGuq5jFoANZu86y8yRgIj2Ca+Ip6M1A6JRylsL2//RWgcfIlQCgCzLPnn69Nt/8O1Hjx79yq980zuvtc6yNNY5jNEhcNc1wLJartf1/OXL57bzSZLOprPJdPLkyZPDo6P9g/04rNX7EHwARBYOzEoZrU1RFHhzdfsqrpSNdBNC8CKSpGY8niCq/b2Dpmm0VsYYQAzBd9Z2bYcg3ru8KNIk8RzYeQRQWimjQnCXl5cXF5dt3eRpZpKERbq2RaTDg8M0TWJPO3vunF2uV977oijSNPXOGVRVVa1WK+taRIxS2p///Gf7+wdvffGLCrFZrzsfkjT98P0PAZM/+MM/fee998eT8aquq15Pk/LOa60AkTQioDY6SZInj+7/6i//0ufffG042svSlBStV/XhweHe4QEDCEMIgkQijIgiqEgBMBEJS91sOrqyLIu0qveBOfxrCd2G+HEcrQERYudqCEFreiV/VMvlIq65937bACNam7qulVLMQQTSNM3zzLnPlG3eO2OSSDsvl8t4P85Za91yuVRK9fv9rm2TLbe0Nxx1XUeKgg/e+yzPEpPUzjZtAwJ5URhttiMtaTtxXZgDAWmVIljrOqOTum5EQtO249tbUirJkrZpszRTpFnYOw8EoKnIyjwviqLa8FixWc/7zVCeNDOr1TpNUyKsmyZLsyzL2qbT2mzms2x6dSTOZNPGOGtpMyoyCAtLAAjL5cJad3V1kyS5Qhz0qziwAEV773yw1nVJmiFC13ZAZBITQkiTZL1czaZTAiKNxujVahUTixB8nmfvvPNe19onrz0+Pz//6OPnb//i409fnFvnbGfLqtRaHx0ez6bTtm0FxAcfgg/stVKjUf9of/Dk8f17p0f9fu/zn3srSTMGOTo+TdPMGI2blE0JCDAikvfu9vY2AvAkSZ4+fTYaDdM0CyGkadLr9XYYPHzWzAOxAmGMCRzi2FwOwSiM07mdD0h6uVyEEJzrmqbp9/uLxVzpjY06G6qqOj4+jjhJtjWi3c6HbQ9WxMtt2zrnVqtVlmV5nnMIwbmyqmJRqOu6+Xwew2gIYTQaCaHWJkoBYkJB2+YUvxmJmDFLCD7RicINjx/EA0iW5d7Z2OiAiLAp/gJj7MZRzgURwJfPz5h5MyJr24iXJHpL6UJsyhaR4AJuPz5NEwCJsDRw2LU6xSGZxpiua5PEhBD7aqRt7dmLF8dHh2mWIiCgbtuWFAJIatI4dqxzNs3SPM+dteObW6NNos26XiFh13XT6TSE8NprT1ar1du/+Ont7a3z6oc/+uly2c0XrQuSpDpJNAAsl8uy1+/i4HIW2zUiEoIzJk2M7prVL33pC7/05Te1xgf3Hx4cnTZd+/jRwyLPkzQ9Pzv76KOPnrz22r1795UycWhMfNkvX76MdbrYeHN0dEhEkWjexcr4t4iEIPG1FUWe55kPwVvrbHN1dWWMAYSHDx9EzKqUibXkwJ4UnZ+dk6LhYG+nbZLPRFebfuAY3bwPuJF6h5gK7IYQGa29tVmeOet88EVRzudzrVWW51GJ2VmX5Vm01SRJ4pjxOLcnjlqJaaxSSoLEDpokMUAQNq17qPRGguE9KyIBMElMUBCREBVenF3SZlzRZx08UaUkzHHGVwxSCEhE11dXpAhAjDEiEIcdeudIUVWVSqm2bUgpQERQUXlCCgElOL8bvuCZ86wgUm3bpsY475umVkY750ySCAdgHt/eVmUVS2CLxWI2nfV6Peft1fWltc1ssfrBj975yU/fQ9KKsl5/wGLbZrlcrgAxMABCDAoxQVMKiYyztlkue2Xxl//yX/iN3/iL/X5fUFtnqyxxtv3Zz99ezOe/9JWvrJfrN954oxoM122bJXlZFsy8Xq8QN53Zs9k8y9LhcAiAxsQCnIetMrNpmvV6vVwuy7IcDQfLxUIA7t2927brpm32Rnv/7J/9k/fef+f119/YG+1laYFE69Wq8w4VCct6va7Kfr/fPzw8HAwGu5zAmHTHSkSqOVLKOwl4LNFGVbTrrPM+S1PcTA3qkNAFt5HWeF4slsJclGVru5jTxTEIMUxF7QUiStTnBEZCUpsMhpkjCg8heB92yjyTaAQVCZlY3lIh8Hh8sVjMnXMH+/uIWGQZi2RZ5p3r2rZr215VIWKepU3TGqNs17VN01lX1/Xx8fH3v/99rej+g/tVWRVVOZnOyqLSJlWEq/Wi65r5fHbn5M7V1ZV3PjEmSdKuc0rp/mAQ6ROxNjJeIqwJRSAeLREC13UbmJ33bWuJ9Kefnn3w0bNPnl+ZrAKCfjXiEIL3cV6SUpToNEtzu64723mOx6iwNsZb571tO/WLd97/H/2lXzdJkmQlc2iW8+l08t6779y/fz9NTZUfgMjZ2cvOeaNNVfUODw+rqoq8wHg8juIL732e52+//fM7d+7evXs3Ora6rrXWvV41GPR7vd50fLtcLiaTyds//+kX3/pCWVXnZ2e2s1XRu70Zf/DeBxwgMJ8cH/cGg8H+6PDg4Etf+jIIGLOZNRxfm9Y6TdPIbDEzIu2mtIUQYlyLCWMIAYGMNkqp2DEROwOU1iZPurZlEWOS0XDkrO2cQ6KotNHaEKnVapnnGYAOm7nISWA2iUFC522WpCLCLM4750Ne5JUxzjprbdvWoQlKGWtdXa/w937328PhQGvz/ru/YNf1BgPbdSzgfSjy/P6D+yZJvPez2Xx/f68qC62prmsQnM9nSmtnfd00RV588MH7SNDv9+7euWsSU/X7Wumrq6vr60tjTK/ft22bJqlSJgQxRpdl8dOf/6yqqrfeeuvp06e2s1/48hd3JXpDJjFJ2zSL+SzNs/lsFkLo9/suhP/i7/5Xf/K9P/OC/cFQmUQRzZdLoxRbu1ov2nrlXNsrR3Fih+cghABirc2MMdqs63Vikl4v//f+V//uX/9rf/ns5csXn366vz8yedI1zWw2d84+fvwaAvX3hmXVA1Hz+Xw2m4lwkpg4eXW5XOZ5boyJA9CZIU3T9bpumnW/P5jNpovFbLVad7YzWh0dH61W6+fPno4vLrVSx8dHj1574wtf/FKSGOd8EIl15Zgh7qZsxiZVESHSO9odEXcjKnfVHnlFpbOtQyuFhNsTD7TWIBCAfQjbvqn4W7EWorc1txAC53lGpJbLpVKYJCaGsh39y9vWpqi5CBwAJMtTEWEvTWNFZDabNU2jp5PJfDatyurBgweHe8PO2tVqxSy9qlfXdVEUTdv0ev2I1DrbPXt2fn19FTOd+/fvr1YNCP7RD//lm2++0R+U4/H4Zz//8YOHj5breZxp3u8NDw8Piejo8ODm+qbt2qPDo5iTf+UrX+n1eovFoiyL09MTRdojE5IihdtG5Lws0ywlUs57DuGjjz/53X/x+1kx1CbtDwZJmk0mk8CsIGqxRGnVNH6+nOV5EQIDggTYSJqQhMV21pjEubBYrFyQ1XIuwTbrlU6Gjx4+6U66qAOOOW9eFJPbcdd1g341HA6V1iIyn8/H43GsTQFAVVXR9RJR1F6XZVVV5XK5WiwW/X4PCY+Pe1/4/Bec9ZH2LIrMOuu3KuE4JUptTlaCqMHa1nw2zFk0NcRNc4Ta9mC+2vi1w/IsTJo4iHU2T7Mdfxt/JkL4TY4i0jTL6Oe25YHAzElidh1QIhKTgygmiD+slGZ2zjoASEyilJrMJmVZ5XkeW6X1YjYZDofeWw4+Xv3o6CgyC598erGuV71B/+OPP7x//74xyXK5iFg+TdOyKpfL5ccffQKIX/3qV46Oj0Tcj370Q2vtN375l/u93tXFZZ5mpyfHH334wbNnz+7du/f48eOyzNfrVa/XXyyXR8dHIjIa7fX7A2MSz6yViQQ1KUVEXduaJE2z3LMIUn+v/+L3v22SNIQw3KtAZLFYMHOaJs1yTSDOe+88ITX1mhC1UoKgjdF5ZjUJgPc+sttN6z786BMEdf/Bo4d371pnQVGaZmVZLRaLxWKR5VlelvP5YjYZM/P5y+fT+dwk2b17d2OXfcQ3cX4uIqVpHkmKaBkAcHi4k+ApiEVrDURkO+tZOHCqE5bPzlrjV2YrbEvRkbzYfMuYBGBDfcVoGHnOKFOJJhXnZRij16slCSiimBiKiPM+djMzc+wG5SCxIhRD4c6Ut+MKNg2o8U+e57HfKXBQZBAxSdI0zULwsQawt7cHGxKUtNH6L/z5P2+MmU6ndb2eLxbrdf2LX7zd7/fTNHv48IE2ZrlcHh4ehhBuby7SLHn44GFZViCQZtkn00++/vWvL1YLY/R8Pnv54uxg/+T4+DjPKkXpl774lTRNzy9ejseTFy9edF3rnCuK8s033wSAePaGMYYonqKFwXOaZhzYs3fBU0ClNSBeXd8+e/78W9/8pu3sn37vB521w9Gw1+s9ffYciA4PD30IXdexd0QYR0Uw+6ZZVWUFgHHAJkhgRlSKKAlBBOmdd9//737nd37zN/9SbzCs63Wap+PLm7Ztj46OtG6aprm6uUnzrCjyuq5Pj09OTu+QMWmSRMPa6aWur6+1Tryf3rlzZ8dY+u1sC+dc7G8OgYVFGy1GmUQ7D87bNMtQ4BUVZCwOhthuv6n7bevQ1raRCIhmlySfKVR3taayLJTSznZ2vZ6Op2+8/oaTzSRLROQQ8xhCIhBEIES1Ob/ksw5NoE2TnAgHANRKp0nSWSvCRAqCKIOIyjnHLFHiIRvyaTOJhFn0O++8l2XZxeVF13ZvvPHGYDh4440vrFaL4+OjXq9aLBb1ai2B67o+ODjI02yxWAkDIt7cXH/88Yez2cQY8/jx45ubmw8+fP/pp0+/+tWv9vo97/3NzXVV9QDk7t27i8Xi6upqOp1/61vfmk6n/QEfDPfSovQAPgSlNQNE2kJrXaR52zaBAyBKCMj8zs/e/sGffl8n5hdvv6sp7fd66/V6MOjXbRcpIlQqTbTvmsACwqSUtbbRjTGJr9c7x45otMrSUlnvrfO/809+7/33P/if/c3fevONx8G64d4ohFCURZrl4/F4b++o6zpnXZIU1nZ3793PyzyEjfinabqojbl3717TdLHhU2ullI519F0RJrKaSimt0XtnjAYRo4wX763LsizKgfI8j1Am8qUhcIybu6pRBKCyFT9tD3P4rDWcEIU921YjHhwd9QdD0ZiqhJmd7yAe54IEIMCgiAjQBw+GENAopRVqJGRmH8B7BeCDB6TZeIIIvX4PkW3rVqtZYD/oD51jEJUmWmtDShNA56wPIc0LAMY/+cPvaqWTNJHdEZWAeZ5mWUoEXddF6Xe/348J0eXl5WAw+OSTT7Shvb1R23ZEVFXV8+fPnz9/PpvNfu3Xfi1OTX377bfn8/nDhw/v3bt3fX399OnTfr9fFIVzLi+Kw9He/tEJaN2rejHfiZI32YghfYSiCIiCt+Pp3/27f/d3f//3mKnf3yvKat20o/391vnVakmALDIaDpfz6aeffAQShDfdY2maCkiWbop9wQOS6vUrHxgA9vcPnWuq0vzv/87/7pe/9o3larFarfIsT5K0bbvBoB87OdfrtTFmXdekKJ7ZF72IUtoYBcDeS5KkXddGXka2Z0/uCouRINgOyk+8d0pt0NVWsLo5vyPyVbEJhWgznXGntt314ajt0M2dmqVtWyRKjQZgRSq2QCqlZMuHKaWdD5sBp+KUUhig6TqVmTiHiIPMp7NeUUoITbdOs/T84iWhSpJUaz2ZjIHg5PjOaj3v9arAkiaZIqM0JTpBUlobAAwipBUg6qPj48h3Bx+UUiYxHFhYfHAEWFSVC+xDqNt2MZ/fXF/Hcb95np/eOX769NPRaK/X611eXnRdd+fOnS9/+cv379+/vLyM84BCCKvVarlc9nq9b37zV25ubqMmp23bvCjigJembtI0HQ6HkafZOG3etMj1+gPnwr371cNHj70PRLo/HPrAJjHL5crH4yQ3BgRJmuV5sVjMon7Oh0De07b7PqIi54LtOtJJmmZN06Z5cnE1+X/+Z//5/+0/GZ2eHO3tH0Y4zAA+jmcG1TeDuq6LsogY1BgTvFdKaW3Chhli5oBIZVkS4mw+DyHEETe4HQuwi1Z+MzoGYmIVvVSs7WxFEBIPLDImCYHjP6NtxZEWOynwhuuH7URnjl9L7JUAROucipPyQ0jMZpI0EnKw08k40WqxWKzX9WAQN7x4H9A7RGi69bNnnzTN2lp35/SO0ip4N18u2DOLe/vnPz06PDk+OR4OBj5g29bBs1JGgFhEGV1VFT795HmU++DuvFNEjcpoBSjO2aiRYhbvunjm5Xvvv/fo0aNPn37y/PmzR48e1nVjrR0OhyLSNM0Xv/jWarWOBYT333+/KIqiKGJeUxRF0zR7+/ta61QnPjDFsWwCaZoS6SzLt1MGXNd1s9n05cvLwXDve9/73n/5X/69dV0PBvv7h6fT6UQAmtYywt5oj4hC8CyglXJd/fFHHyIGlhB8SEyCIvF0scCcpSUCaqOUSbU2iKQS3TZts1r96re++n/9v/zHAlyVVTzgKa6J895oba1VSutty0DMv4yJYpXAspmLGSu4m2G7hIlJQghxppS8Ig+MzXZEFEWkzrmI9yMM3/okHbO2ELxzO+UgtG2bGCMAsbKulY5jI0BEkQaFgkAI8ZQ8771CFOa2bZWiLDECEnxAgvVy8fLFsyxN61WNCMPRyLtQltVqvUrSrKqq5y+eXV1dHB4cFUW5Wi2Pjo+s9VrHI0RYa50k6WIx7w9HxiRaJ4Q0mU7nyyULP3r0CF++uCCRyfjmF794+ytf/erBwVHnYpvHxpGmWRblIs613FrnLKamzPP1en1zc1OvlxcX57HtqWmaqqqIQGtTVb24UtGqbm5urHNFniOqstejbUGgrut4npaI7O2fLGYLrSB4zyDC1nX8T/757/2L3/u9q6ubddMEptPT0xBkOp3meaaUYhFExSImS7Isj5Mrnj1/Pr29ThPddg2RQsSyLLM0q5u63x9IEFJKb8e4Vb1e13X1em2t/Y//T/+Hf+Nv/nVnnUhs5P+su2Sn84y9NwCoCBE2UwKQsLO2aRraDjvFbdNPRFpJkmil/RYkyXZqfIyPSqlY0ePtCPu4MrRpttmUZQWQeTeDaUNu1fWy6lUg0HUtKUVKx75fYA7eoXDdLLMs3YztS7Pbmyv2frA3nE6ntm3jqBOlaT6fImBdN4eHx6vVOp7SFceSWdvd3Fwxs/V+0O8niVmvVw8fPvSem6YBVKRUVVVlWUzGkzwvAFEhahTh4LM0CT60TatIEXw2VZaUci4k2iitCDwlSuseA8b4df/Bg2dPP71z597h0REAVEXZdpHaKW9urqO85Mc/fq/f7/f7/ZhPAZDWhrTqbBdCODg4aNt2Pp/XTf3s06coUBSZInVweCSkfvHRBz/40Y9evHjpgrSd6/dHo9He7e14OBy+0iNJrbNd2wFgnmVKq6Ojo2a1RBCtEuu6WGPJsswYwxyINlPwY8hrm2Ynm/5v/9t/+M1vfePk+KhtW1IQ5/ft6l3xRWZZppTywaOgdy6K/wQ3oOr6+vrg4CC2S8T8LnojZnbiYCtfjqbWdV2cQxZdYFQrAbD3IUkSpdDazlrXto0xRmtlkkLpz46BZQBUKsnyVV0roiRJiaLWxipSnfXAXmlCxOVyhYgIsF6u2qZp6tqxN8b0eoMiz5Ho06cfr9dNmsbaWlsURTxnIBKhRVHcf/CgaWrvw8uXL7WmpmkuLi4ePXrinJ8tlvfu3Wu7zmhNDNPbsSKVZZlu1itEePbs6e3V1Sdpeuf0rlaKQdq2E+Fer+e9O3t5XuVFf1g5YBCol0vnfYTzDx4+UloBQPBBXMizcr6YXl6uRqNh27Zam699bdjv92OzZZqmdd0mmTLGaLNpvInA8+z8XINUZYmEe4cHy7r99r/87u/9yz/86P33haWxFpF6vSq6mbpu4j5u2w6QSCnPIZ6TtFqtAGAwHLZtHUTU9vzzeLyRc67INweypWnqQ2ibNk0TYwwSfvjxJ//gH/z//sO/8+9HpFIUJRLGNDr2fcRp9RHlzOfzjz/8aNDvP3nyJE79Q8Tj4+OtTGBzXlBMDwHQe5claeya3I0NizsjOuzAfrFcLhfL6+vroijv3DntrF2v1o8ePYpmapJUac0hnJ2fjYYDVGq1WqVJWWS9mB5qMp1tgdmxMBOKsh3P5/O9vT1jjLVOtE80wbbPtlnXvaqX5flque5VveFoQKQU6Zub2729vSjqFAHEprNNVZUP7j9M0zSw3x/tXV5c9PoDrfTJHSQiH/xyvhj0+qTUer1WRmsOznvfr8rHjx+dnt5bLpdJmiqjlUJC07Tr5WJ8cfnC1+3Xf+XXJDEugPc7BTcTKSItIoBCCgzpsuxp1TGrrg1ewcHhXl3XAFJVZQh8eHhoktRLWC6X8/l8Pp+/ePECEU9P79w5PkKi2WL9u9/+oz/53o9fPr+e3E4QqLGN96GqyjRJvXdN0xDBtvSxGRSWl3leFCAwn8/quiEBrROtnXMUmCGw7yxoVsoII4KytgWANElY2HqvlQIBpc13vvu9v/k3/8aduwe87YCI0NMFR9vTA2MuVuTFG2+8MZvOFsslKRU47FhT7z2zMG9QWvBeG02It7e38bi2GGSbpk6SNGrrrPUvnj+bzsbD4ShJ9c/f/mlnm1/+5W+cn102TQsA3/72t59+/GGaJoHDe+++e+fu6ZMnT6JRplkavFvXzeMnr3/5y7+EqJz3RBKcA2FjtLOWmW1nU2MuLy+FebA3AoEyL4Thgw8+HAz6IcjlxVVe5P3eoN/rx6Pw6rq21sYRCtba73z3O2+88Tp6ub29cc6fn533er3B3kHXdefnF967g4ODk5PTg+NjINQ/+eH3h8NhvV5PZnOT5VmZj8c3p6cny+VivphqozvXPnz0qCor1LhezJm5qqpIzDCTws35XqlWlt26advOjkb7qHVW9dyqfvnyLEmSxCR5USYp1U1z8/xlWZaBw2q5aps2y0yv6qVJ+eJ8/OLs/J/9979/O560y7qzXeCurmsfPCCaRCGhdw6CB4VEGKeY94dlVBHNJuOubbXWRZaEEIhMrKnVdQcUFXzM0HS+DMGKtYFh7YModLbN00yhMpm6vb76g2//wb/7t/9W5wOwaCABlaSpD54A86wQFu+diAigSdLR3v5qtfzkk4/T1PQHvf5gtDc6NDrFbfEfRfK8kOBYPCpqO6tUYgjfffdnPrRF0V+u5m3bJElycnKSp8cmTe8/uHv//oMsy4KX/f2Dtm3rug6BszSpyuL9Dz4YDAaCdHZ2nuc5AixX47pZB6fZswSvlWnq2nY1IYLwnQePj9/83Hrd+K6d3lzV6/VoOASAvCis7ZLMfPkrX3769FOVGGGYjRfeymg0yrJ0MZ+v1msOIUvSrrHjyeTly3MEdXx8XOSFNzBfrFOG5bLu9/vf+PqvAEAU3vjA7Bh/+sMflmVFhPE03qIoOms5hOVyHtj3er3+YBhCAMDVavX++++dnpzef3CfmUHAOpemhjlobZ4+fZoY1R8MiXRgKaqKfcDALvC2CiZKk+1cXbdIUhT5YrFou+7eg3smyf/pP/v9/+a3/9HNeJKkuXd+PZ81Xdu2ddvUQKQTMxyNjo9OlvNF1zSoSBABKVaCp9MpM8egI9ueSWMMADbr1fXlhRVA00sQEOsky4CcrV2e5pYxUWSUIlSJMaS1MIz2Bv/pf/p/PzrYXy8X6+UCFOV5hijT6Sw4Vlo7az0zIlRVL8tSEVmvVovlwgd/dHhsTMoMeZ7BZgZOtliuO+tHe6OyoGbdZGnWrtc/+uGfIElissevPXLOXV5eHh8ddV13fn012t9jz11ne9Xg+vp6f39/NBqNx7fj23HEeWmamFR767qmtbbLc5PlaZEPTk9PrHUiPJ/Pry4u2LskNUL65OR0uVzPJpPFfDoYDI+OjgIIMw+Hg67rRqPRy5cvAaDMC6309dV1miVlrxoNR5PJRCnq2i74sL+/r7RarVaTyeTw8PD09BS1bpq2Knsi0nVdrBJGWOmcw+lkZrsOkUAYha1zhBSYg/dKU5qkwYWmbQBkvV45Z1mYmauyms1nvV4vSTYVzSzLer2KBZjBc1itVrlJ0jxH2hwJkRjDgRHFuu729iaWO3zgVW3/6T///e987/tt0w77wxB4MZs5a5u2aZp18I60zspif2+/LHuzyUQhAYFOkrIog8h8PsdXpnPzdlKjCCcmNYla19PpeLyaN9qAgKdQJnnGRqVaXACDlKjUByDNeZEXRX8xn/1b/+b/9H/7v/7b89nk/OXTlxdn1rZd16Ym7ZX9qle1TbNuGmu7/b19pRUg9np9ESiynDnM5os0SdIsM1onSVJU/W//4Z9+9wc/ffzktX/n3/zNLEmCd7dX1+PxNVB47ckbne3G47HW5u23f37nzp35apmkyZ3Tu0VRTsaz+Xyxq05a6+I5ZKvVEiAE513bEeG6Xt/cXBd5WfXKe/futW0bES2KONvpNA2BP/zgo9Vq9fjRwzt37jrntNHreiM3XSyWmxZLpbq2ixnbxdVFv9cfDAbOe2vtwXBk9OYgTGGxzlaDfpoVaZYpUs55EVakYi9n23YAoNeLtYgEH7QhojikGzUkQfvFcr5aLhezxY9+/IPjk8PHjx+TUgqVs5yk5vT0eLVa1+t1r1c5gMSY4ENgSZKUERSqRCex2OecV1qZRNuutbYZj8fX1zevvfYaC19eXv/dv/v//rOfv0epydOss91yPu+axntu2iZK2GI3nNKxOMXeW52YXGskqpdLYxLmEBVn8fhCrXUcUtVgm6e5NkeDu1/D48OOwbtZmg1dc96df88UrGIjr8rTNOv8QkS6tuv3R7//7X/5ta985Zu//NWqSO7cuzebTV+ePb+9vn7+7JM0y4o8X6yWq+VqOrktyvL49DTLM6PTrqmXy6WznW2bJDGTyWxvb3/87MNBZdJE/+mffu/rX7j/hc+/ycGaRN1/cO/6+vLy8nwwHM1mMwB4/fXXEfHzb73V2rZtbdd1e3t71trLy4v1ev3WF77AYXFzdd7v9U6ODuu2nd7erutmtVx2XdfrDReL+Xwx+9nPfvb666+bJI0jXpnBWisAVVW9PDtPskKb5Oz8otcvY1qaplkcINjvD5RSy/XKGFOY4sH9B0+fPWvatur39vf3E23OX7x8eX52/8GD/b29IPzixdnR8fGeTlrXMXOSpIHZWScAUQSGzz7+JBIqETQgYts2zvmLi7N1PZcQPv7gw7ff/vnjx4/29vfvnN41SdI0jbPWGF0UBXMYDkeJKQjVeHY1Gu0VRaGSFEiRwPnZWVGkeZ5XVdXUdeRmtDJN2zKGn7/z7m//N//07Ow2Ck1VktimqRdL4VB3tXNOhBEQlSqq3snpHdfZtm2TJM2LlJCs8857DnHAIDu3Uc1GUK+0qps6xcTkPT75Dffm357kx9nZO6nJytJd/tH/A8/+0BhNuc7Lw7zaa7plZdjWy8TkpM2jR/f+k//z/3HQL1iQg/euA+DpZFKv13maLZv6wcMHq+USALTRt9Np23W5yVBCYpLpdD6e3Yz29/Mivzx7mefV2x88/8f/5L//D/69f+erv/RFoyCEsF6v2s4ul8vZbIYIJ8dHVVnpJP30008b2929e39/bz/NUhCZTyda67Ozs16vd7C/DyL94XA6nTdNk+d5lqS9Xt8YfXV9dXF5rpQaDAZZlgXvr66uIleyWCxIKVLq9PgkTZNeWS2Wy7qpo4Tm5OR0PL4VkTjTa7lc1uv1s+fPv/SlL/X7feaQplmeF6vl+tNPPzo8OhyN9ow2eV4iEQt7hrZt9/f3EOPMSBRhrRWev3ipKB4kJEFgtVwqpdbr9dXVRa9fZlmymC8Xi9l4fFukmdZ6PJ4OB8PhaKC0HvQHSZ6GwESmazqEMBj2QWTdNL1BH1kWi4VW2nvf6/eXi0XXtdPp9N69e9bZ6WL5D377H3/nOz9UJg3BxzbGer22TROCs677rF+PVNHrHR4eu84qpYiU950IKq0Dc2x+im3dkY6K4wy899ZaZNIovni4/NJ/NDn8C4PlePX89w6LuwfqfPzOf9bWl1nSy7OR85jmukyoXS0RVZJnZZH8R3/n3//qV76oDDnrXOPLXqUSWi9X3rnlajUcDQ8PDyeTycXZi/FkUvV74Kmu5/fvnQJA3TS3k/HZxXme5lmSLFfrPC8+97k3QNh7e3hwOJ3OfODA7H3g4G3XxuPWXpydAeGjuw96VSUAdVNb75y1y+ViMV/EWZgiUDdtr1cxs7OuyPPlaqmUiqeVCAABzGaz1Wr1/vvvHxwc7O/vAyIhOuf2RqPgvBc+OjpyzsWORQCYz+dbyagJIdze3p6enmZZnqYmz/OLi6vhYJRlad3UXdf1e4OyrMbTiYjcvf8g9knE09qj0tAYjT/+4U+YeTAY7IREUVcfe+K6rkuzTBFcXl24tr1zeoqgBEAUZUmaZVk8CYcozjkWUuBcu16vh4MhMGttEMhaKwjCsl6tWHxRZGSyf/bP/uD/9Z//PcF4zhuISNe2bdNY24bgOfiwm3+PWFT94WgfQYKPhDiKiNIGEL13zsUzpyP3EUf/5CJQr9cWUCmVumDv/y9Wr/0tATeY/Im//vR05Er/zotP383TISsIARSR0QqCkNFCITP6a1/50t/6t/+tg8Oh0akEaZ0ljbazztrVcrFYzPv9wenpSZomy8Xy008+uTi/uHN6uL8/vL6+7vX6RVne3N5keakJ16sFe58X5Xh8S5p+9rOfHx+dfPNb30rTLC1KYU6Nvrg4d9Z1znkOmkGYy7KczWcmS7Msj5NII0+7Wq0Gw0HbdqvV6ujoMDHJBx98sGtqTZIEEMuiYOZ4RHckMN95553bq+uvf/Vrw8FgtlqYZCM7GA6HxpjZbDYej+MgzKZpDg4Ooubidnz7+NGj+XyZZ0UseDvnxuNJUVT9QV9pvX94EDHurga1UQH9yXe/F0UHXdvGA7QQMQTvnEvTjENo6oYIsjwl4OVyKQxIyjLHxocqyYD5+ub64OCQ0ixJlNLiOqdJE8aqHydpEoRXi2VijElouZr/0R//5L/+B//4ZjIGFOFN2dW2bdOsnXcsAfiz1nVSerR/UFW9rVWRAAfP1rnYPcvb82qttSKslAbAqqq6ruvaVrEm1drR/8A++t/ciLrXzGj2jwYwzclPZh/0i1HrGgQ0OnU+GJWCxs6vc5MUWfpbf+2v/rW/9ptFkYEwEXSuy7MseK8Rlsultd3l9c3xnXuG1PNPnzJ3dbuaT+fXVzd5nr7+xhvnFxchhK9+9as2uHq9Hubl9Xj8/OXLyXi8Xq/+xt/4N0Z7ezZAmhpvu8V8Hryv+v0kS2eT8Qfvf1CWZVmWCNjr9aJa9Re/+MX9+/dHe6PZbBa111VZ9KqetTbP8xD4+vr64cOHZVl++OGHIvLo0SNmns/nqNSj+w+uLi6uLi5FpBz0BTYD1pbLxePHT8qyjPWlmFkXRSEgWpvE6KIohUFrk6YZIrVtM53OfQhlUeZlkRUZETlnRTBNs12NVT95/ERErLPxIJ7lchlVbEgqDiw1aZoatVjMPvzg3f2DPWdd23V7ewe9fn98O7lumuDdcrn89Omnr7/+mklMZzul1MHBYfQ3KjWd6xbz6Ww6vby+ct4jJb/zz799eXONiKQUKvTOuuCt60LwHKc+fKaUZWOoynPxm7M2oxxKQIL3nfdx1oMEFhGF5AMjAWnlnNPG2KZLEpIkzcLVVx6MvT5YX45Z5+31s6Zda0ptsCLSdi2nTEQ2eBTCEFBLCPzH3/3Tuw/uvfn6kzwzVVUaMM4HRPIgeTXqKeoPRsF7a+2gX0xnzXq5atvWuu7l2Yvb8fgb3/jG7eT26vqys7Zer1+64L2vyvLhgwdd111cXABAUfZa77quiZ3QIOLazlv/6OGjGJiKoliv14gICP1+jzlcnJ/vHRz0e/3x7SQ2uQ+qQRTn3LlzZ7VaxcFPbdv++Mc/LoqibduiLFOl+1XvWdde39w8VA+TPJ3OpsPR8MmTJ4vFYjy+HQ6Hf/Inf+Kd/8Y3vuGdu3v3LiKySJpkgiQigRkJUKnh/qgoS2s7RGzq2gdflhUzx/bP+N7x7MX5VpMa1HYqnNEUB68nSbpc1teXL9br+eXleQxDXWfzNNvfPxgN9xips3a5WNRNc3gwcs4F5tM794bDvS1nHZ59+sl8Nlmv1i64n739i6vr+bMXN3FYNBG1bde0tXWdbWpnbQiBkOLc7HiX+/sHvV7fe3avHMTqXzmtNPILu3Zk55xOkjgsum5alHw0ypzUVXly/OCN2oXZ9eXy5oxdSyphcNY2bdsliSGKvVUKRYgoz/M8z9/8/Bvf/OWvf/lLbx0d7seePlJKOCg0bdMQBqXUs6efts2aOSit67ququrs7Gw8Hud5fnB4MJvPDg4OPvroo+Ojkzunp03T3LlzJ8/zi4uLwNx1dm9vZF0XQsjSDAnrdc2BB/0BKarrmpnH43GeF1rTcDh8++23Q/Cnd0/zvOz3+l3nmqbu93uz6Xy9XkVnEzVhq9UqNoTFksDbP3/7tSdPXn/j9Q8++OCjDz783Be+wCD7+/vCPJtNu84mmrq2HQ6Hq9X6wb3HVa8KIQSRqtdL82I8mVZVube3J8zOM5JO08R7H6WvsWwVh+nHOhX+8R9+p6qqNE2j5jWOX6tXyxCsMTSfLxHVdHLz8sWzdV0fHh52tmublgCtdWVRVoOhEGqtD/YPCIJSpix7pA3g5mUH9p9+/NHF+cu7p3c+ff5MyPx3v/Mvzs9vokOy1tardeda56x3XVTyg0A82k1EhsPhaLTnfRBB3h5YEpsjZHsmRcSb0Y1HI/McoqBAyKGYYXXQuqVXx2unpatTaFB34roQRCAE7uJROjuUySFopXu9XlmWOjG9XvVbf/03/8pf+nUEVkoFH5gtivLWPn368c3trVL4wfvvHR8fP378uGma73//+4eHh1//+te999PpVESyPOtVvX7Vi3P9b8e32hhjTF3XztkQPJI458/OLu6cnnZdNx5PTk5OiOjOnTve+9VqtWsNyrLM2q7sF+tVJ4wH+ydJSoqkbWwctLST9Hz88cfr9frk5CSep3J7e/vTn/70W9/6VghhOZ/fu//g+mZskkQRaK2980oBiLRtmyQZQlL1KmNMf9hHRaSM1iZqo8uydC54H+KU9e30Z9p2F270F/jeux8QYlRuyHZuyWo+r+slYjBGzebzfjnIkvy9Dz94/PhxZ7u27fIiRyRh0KlBQhHI0mRQViGgNhkqal1DqES465rgbKLJOb9cr5++uPwv/t7/9+bq1mhlnVsuFrZtrOuC9y7YeJAaEQljlHAdHR1lWd51LnZYeB95XbcbZr9rnduUUBC11srEQ5aUVoRsiiKrvUUzwuReEGwWn+qwEt843wGBd3ajF9iOguEgipQxpqyqJMuMUnt7w7/1b//Pv/HVL0dcsl4vXOcvzs7qekmanjx5XJWFMUnkiieTaZKY2WwWzSjqY4moWa3jqenrtj6/uMjzfH9/fzAotdHn52eDwYADpmlirUVUcTBalmUxFB4eHsaj6ubzuXMOtWrXzjrZHx0dnw4m40sEHduwYvlEtie9RztbLper1SoviuFwCCLL2ezo+GQ4OhSAi/OXItDrVdWgHzdznhVap+t6PRqOmH3TNmVvAIDL1YwDp2laloUiZZ0VFu85OqokMVGjEaWaerlc9vs9bXTbdQCoFdarpTa0Wq3Wy7nruqqsoIAky37jN/7SbD5fruuiol5RKK21Uo697KZf2FaErO3iYePL9YKIAlsO3jmYjm+fPX/2u7//x4vbZZFXgZ1dLpr10gfvvWPxsQluF+AQiChBVN5L7ImIw5xYAhIjxJM6o0Ri09ay660DG8BoEGE0In7VNIAeXePtgoqeSGrbCaH37FEoeEaUqNyKWmTczH7ukMg7l+XZ5dX1f/X/+a8Hw8Hjhw/ms4nvrFF6f3/0xptPRntDEZ7N5i9evHDO3bt7P8sy522WZb1eL4LZ/qCPgtwfdm17eXnlnS+KInZTsXA8WaPrusFgmGcFovIcOmcPDg6aummahkiNxxNjdK/qDQaDEMK6qQ8fnCSmICJCJtKDQY9I397eRlAVr5nnuXPuww8/7Lqu1+sdHR0F76uqWq+X1tnJdDIcDEejvcViMRzuDUY9EEFQSEpAjOmRAkQ96A2ttUhUFT0AAJDgpfNdmiZBQmRid53ZUdPBzPr25gYB8ixPkgREQMLe3qhr2zRNqvJkNplkWaaTxHOwzglilhVZlitEH4Jn1lpPZlNFpLVqV8skzZROUQgJiiJfrVaAAoiX5+cvXrxQxiiVAEpgP5/N1qul9855x+zjsclbjWX8GpDinLEQ/5s5ngwlmzPiSMUetxB4N8o8ejIvQTwQxnP3VPCBxQU/xlz7bp2pULuW0AXxACTbdqeNu2IM3mmD1nddJ8EnAlCUxfnZ1W//9u/8h//B/zLPNGVVmiSjvV4IvF7XWuvFYrm/vy8il1fnIlKW1a6hKgaatm3zLEENjD4vsrwsIqKdjKdRPOiDF8bq3gARl6vV4f4BIh4eHsZDzjbjMEGc873eIM2q+XymTZ0anabp3mh/uVydX3yyWCwODg7efPPN+IK11vv7+1/4whdiJO267ujoaD6f9/uDDz744PT0HiEao+/fv1dVFSEEiefwdElsBtn2HiqtiSjJ0tVqRaS0pqZZMdskTZkDCChFxujNabpaM4v+2le+IgLC7DlY2/ar0js3ublJk5QlHJ4cd21XlGVRVp4lBFDGoFIuuBgBBSTPMkJMs0y8vxnflr0qSVKtdJx2VFa51pru3Cmr6sXLy9W6FZT1armuV23b+K1V7cZpRpPaCEKSRG2Og0PnfBSAA3AIAkjGECpE2R2cjEjAzEioiDh4hZq9Z+DghcUJC3RjpJ5tLIIHdiCBmbUyJvYwbQ4hQi9CajOZNI7TbdumKAc/f/ud3//9P/jWL3+xa9skSRGBGbQxaZru7e036/VytTRGW9vFUdDruj4/e5nnea/Xm8/n/X7v/v37p3fuTKazvb19ALi4uDi9c3cynhijsyxPs/T2dtzv90eDIRHaziZaZ3kex2KlaQaATV2v1+umtf1+1Xb1fDE12gCoXjW8e/fuwcFBXdc3Nzf9fn88Hk8mk6qqYv9Br9fTWn/00UdE5L0rihJR8iJL0oSBgzAIGGMING/zIREhZZz3SCgIkRUDEGvdcDScjKcXF5f37j0wxsSRmfDZMZmi16t127ZEKMwu2Hq56Lom2GC9He4PvfdI2NkuKwqtk3gKI28G2xFSHAkJTdu2bVsWWX/QZ+DALjF6Mp2sVqvlSiNinqZKK1JmtWo7163WK2ctALN43p74uDGqzUldSKT6/T7RpjsvBL+p8BBpTdokSWKIiH08V5dYQrxO1GIoUt45UEoEQ5AQLAJ6XhjjwQaM89+ZQwCjTbSqmMYyM4ISUSKKGZUiAWiaRpm0yIvv/PF37p0c3L93p66bPM+cs1lehMCTydRZ2+uVdb3cP9hzDkxiRnsjDl5E5vN527YClI9niJimWQRPRVGsVsuY8DPzarkKwdvOpto8ffo8y7LLy4v+cJimaVlW3tWr1TrLMqO1qqhtmyRJB8f9qG1k6YT5/Pz89PT0k08+qev6l37pl3zweZEbbc7Pz0ejUde2eZ4/fPgwBLa2a9vWB1vP1lttLQ0HAxbvI24CUErpJAvOKqQtwI+9+RpFF0Xv4cN+zJQR0TmfZVHJKFpr/e47715eXyJJimrY6x+cHjrxZVFMr6YX71xUVUWIg+HIO48URFgrih4ASRQq62xnnVLUrwpCyBOzmK86Dqv5clXXT589c9bGaWB5Xv7pn35/Np10TePa2jvrfYjnuW/t6bMDngFQKYNIMR/snANSwKyUCsza6KhLkc38RRERrXRgL+IBQHwwxqDW8SRVZg6Bg7DS3lknonOlfCAWFmAkURpD4EjVIiKABO8RIIqMASC4YNsuS9Orm/H3f/RnWa9KlEAdUJmmqauqapq6KvOu7W5vZ3fTYrGYFUU5m05iVeHu3XtlVa5W67Ztq6qytnPWjusaALI0zbKsqgqlVJpknXUgeH1zXfV7VVEAgPdhvVhmJqkbG1iaph0Oe8hS5rnWWiHtj0bT6XS1WBweHA16vel4/LnX3/jpz3727nvv/tqf/3Npkp6fXxwdHfWrflOv+4/6s9nMeb9/sO+cq9d1mqYgYrsuS/PVsiEkuzkwSxRx4DVF1QNv9EjOWQCKDdBxUlys08RpAEptpk7ok9Oj1157OJ/PJtNpkiRKKS04vr2tqqptW+/d40ePgw/OWVKmbVsE1CbB7bG5RFSVRZYmq8Xs5ubq7bd/UeTVa6+9FmncsizXAOvVqqqqDz/66Cc/+cm6rtum8XHAYHDyytmK+IqOfdOPIIAozlsiFeSzE2nTJImGqJQClG0DDJPa9A2H4D2iUVo4uE1viACz97FlLwBsTrGKSMgHz543hy5vT/vYNVrFAgCwWy+mZa/39vuf3rl//5tf+1KZ59PZbD6fx8lsbVvbtjVJslqu6uVqvVjd3t6s1uu6afr9/utvvG6t29vbR8T1eq21nk6nV5dXn/vcmyKABIqIWRaL5XQ6Gw4H4/H4/OzFndPTwJJlGYu/c+cwjvcU4cV0tlyujDGL1UqbJM9zDnx5eZGa5NNPPlnM54cH+5PZ5Mc//EGWZnfv3kfE5y+eL+dzDiEwd87N5rMnT54wc1mW1rro8rMsQVSFqgRltVqDCASqmyZi2ThgQkREPNGmm0hEdse3WrthsAFAZ4l6791fJCbNq6oa9FKtl7OZNvrs/CUC3r9/P83SECQOuUsSw1twLZuhnd7ZdnJz5Vz34sVLpdTJyYnzLh6BNxqNBr0BM5Oi3/nH//zy4jowWNswe2YvwLuzFbeuAqKx7g7wZQ4irLQGBlLae5ckSZbnMXLGyBXiLOhtKOTAIhgYFG7mczIHABb2IYDWgOC8pwgpNi2ggZ13COrV7HKnRgeQKDb3zuZlf9l2P/3Z+4ej4eHBQGkVW7tGo9HZyxfn5y/TNCuL4vL8/Ojo6MnjJ+uuIaW8c0ma7u8fxAN8Hjx82HbdaZ6P9vbu3rl7dvZysZgPh0Nv/Ww+8969+97Zwd7eer382U+vvvjFLx4d7i3mi6uLF8vlAgCLPF8uFy9fnpVVaa1zLqRZAoBKpSGEsiqub65n8ykh3FxdHB8eNatap2nTNHma3dzcMPPoYN85O51OiFScCToajbqu62yTZ9VyOWeItXxSmgpdMHNd10maRhfetu3GALRWCqNgKQ4DYBYicM7r58+eZmlalf00z9fLpTV6sV5++uknR0dH6/X6gw8+MMYA0snJnbLXHw5GTdtpbeJk1RC80er2erperfq96v79e8xCqK1ziTFpniGRt+Hk5OTPfvKTn/3s595LZ23nuthTsE0APztMMeZ6RMSeScWmKyZCv7lj0kb3eqUIeGaIJ7tatykpAlnvNsVEFu+8QRUvHok7bXToPEhA2hzNHpv44lifTdd1PL59e1ZW2M7O0xo9oU6ypmkqpc7Prz766GmWPiGFRV7Wdb1arfIsuX//wbvvvjeZTpRW+8dHlkOSpMPRUCnVtp1SOk31er2ul8sgEkJIEjOZTB89elw36/lsPugNkYA59Ac9BAmurdM0S5Onn37Stm1ZVE3Tdm33Yv1iOpsOBgOl1GR6ZYxeLKbO+6LcHPub5XlZluvFQiN1bZtmeV7kL1+eSQj9fn+1Wj579uy11177yU9+cu/evVjDOD4+2sSyPe29my/nSunhcBD1NlqpLMtod441szGalAIBZ208AUQpY61FYFIqBK9f/8JXTKIBuV4ureu6tmnb9utf//qGFq/rNE37/eFkPJuPp8PeUBF1nU0SrbVm9gopuJClaa/fb2/boiiWi/rOySkQTuezxWqpjbq9vXn3vfcXi7UgOe8kjoDfDFr5bJQ+oqI44VSIUBudxM1ESnGI0zLZGKO0YRYIVgILMyALhMA+tpQQEQKmJrHWdrZjDrFhJqrgkdB5n+WZdzYEBshw2yctIoIBWACAUKFsplg752Kk0MooBNvVy8BchXc+frp/vHf/eO/i5Vl/2BOdpVkKwl/+8pfKsvA+dLYbDkZd19rWpkWpk+z29jbOT1OoE6UdePDS2ubTTz6xtl0slghABC/PXpDWd06PR/t7T548stZja+vaX109zfOsKAoASpJkPL5d1ytru3i6Z1mUB/sH1tnpbCYsF+fnSZKYNGWlJvMFmfTuvXtd27Jw3yiezeNU0svLy5OTk6ZpXrx4ub9/8OLFi7puorzl5uZ2f3//zc99AYGD9xICC5gkWa5W/eEAAAiRJZCwbVptjHNWKRPhaZZlejobJ8YsFrPgfXAeSU5Ojkej0bvvvvvixYvXX399OBxprYxRx8dHJtGdc97ZLI3zEZ0LPBgMSOHNzXU82vRg/7jrOuddf9C/vL6q69WL5+c//vFPvHcsxMLBh934nn/ljwggROlLxHCxgLM9dARBYgaHYZPQefYbk3LO7Y6UVopAQCsVO0zCdgxVCCFNk857JJLNIRGbSWWxKBkZWgAQhDgXk5mt60TYOWT27Ik5BCeK9NnZ+Xe/E77yxc/vj3qL5SpJ8l6ZT2eToiin0zki7u2N2rZBRKUNCORpAX3PzM47Rdp719T1eDw+PDrw3nZdG09N2w7W1mdnF4lWfP9+nP2QFWmaH8ZjAbIsH/pRCN65rip7RNR1DSIFD3t7+/3BABABsaoqbYxzXgQESCttesn19VVR5Pfu3RuNRnVd/97v/d719fVv/uZfjeh7Mpk8f/48hPDmm2987Wtf8T4E75Qmrcl7q5WZzSZFWf7/yfrzJ0uzO70PO/u7v3e/N/eszKrqql7RC9DAAANixhyatEWKFClSJhmiHA6aVigcCgf5L9j6gQybYdKKkMNy2BqKpCWT1gxnzFk4GIKzYe1G79W1537z7su7nt0/nJsJ2M5AINCFQja68txzvsvzfB5e15QxIQTndez7SqnlchlFMfGs73mKi2y9Ij7Dj798JKQK/ABYc3R8WFXlr/3ar0dR5Pt+XYuzs/PDOwcIg8VykZeFF4RFUXoe87EHEXJE8y++eDQY9BqNxnA4jKMCQqSNYr4/mUwWi/nw+noyHiulICI3VQu4nXncNmIQYozpDe9gk6npLH4WQqOtUSpOEoSx4RwAACwwGwe6VErqTU4EQMiTWhOMMd40jC7u9WYIim6SCK1S2r3AG1EhxtYYAAEAyN7kv7sYRKWlMRpapLUG1kAL8mJdl8V6me3udB+8cmT00hrFGJlMJp7n9ToDACAhGCFUFGshNfW8TrO1WMw3cWhKUYaFrFerBYSg0UgdtG06nfT6PW1AjSqjxXqdt9rtLMv80DfaOM++MRYoBxtC1iJrYVGUQRjESfNqeLW9swMxSZutKIyYxyj1IERKGQSRVLLX3wbAKCkIoUEQ/uk//SvOwu6WY81m0/lUT89Oy7J0Gi9r9Xq9ttamSaqNzPMVgEhbEASeNsYpBBuNBsLoenQNIVwul1eja/JPfvW/2drafued9zrtbrfburg8n88X3/jGN4qiaLfb1oLFfCm4FIJT6gnBtQV+EFRVtUm8NTYIwnfeeUdK8eLFc8Y8Y2y32/ID/+TsJIqiosiV0n4QuFrY5de71/oWiQEAIIQSwiBAbgp1IwszRhvkQtkAIIy4habZpP0aKYWQwu0TIIToNjzCWhcJ7wpMdZNo6k6W2aTcGmuNMQbjmzA3ALXRGCODLCMIIqi06wUMhMCjTCullIQA1KZQQEhV13nFRQmRhcakaZDnptPtNtKmUhZIwRgRouS8tBBNJvMyy4gDHWEMgCUE9XodsEkJUEqJMIz7/d7Z+Zm1Ngwjq9l8vrAQS1UDbEUlSlu2ux1oIUbW9z3GSFVWdV1t7+xcXJxTEu7tH1hg4iRZZwUmRErVbvd9LyiKCiEUhqEF2g98ySuM8enpaRhGbjqwWCwwxq5PlFK2mu0f/OCHr7/+WhSFTq+Rpul4MhJSBoEPEDEWOot2tc4ppRAhIYTv+8vlMsuyoztH8L/6P/3j3d3dg4ODLMuUqGvOkyTxff/x4yfL5bzZaLda3bouEQbGmKTZipOUMd9qiwmNosTFKQpR17xSRgAFGGZp0ri8upwvZk+fPT25uFgsluPR5ItHX66WGYBIGQuARpvBFbQQOeLFJvloc2OZKEoY8yCE2hhltFQ6DmOXgC2E5LwqyoxzLrWEFiAA7c0xhT+HxYY3BHY3OyCUKHeqlFJKObuSu8kElxhAYw3AyFVCrq7XQrigSkIQtNoCZLTR2hoAqMcQBM0kHOxsNZspAPbu0fG777yLESIUhIyJqsryJaYIYnI1vC7zajAYYEwwga1WU9Q88P0oSC2wURqdn58ZYzqdDhdiNp9l66yRJFmWcSF3dnZXq1VVlJ12O45jzgXxvcAPirIA1kIIGKPAQil1WWaYQGBBu9XXwEIMgMHt9hZA1gCNIEEYQQgpAnmWG6OTOAUWZnmeZxkigFICIfD9QEmlpJiOR9oqIeXBwUEYhkVRugWzlMr1cIx5QghXApVlybmo6hoCGMch2d3d3draGo8n3U6rsLqbJBDCq6srhGBdcxFwzss0jQndoByMUULUFDNCUFWVvu8pJaTkhBEKqZEq9AJe15PJpNNtSSWGVxdRFFdV4VFKCRFKYrQJ6dvU7IgYo5VWGCGCiQXW2A2tEN3QVF0HekvptNbWnLsSCmMMjHWLHXgThOwqJ3uT7nfLrHbjSm02ZFj9s0xASCgxUkGELABOaGtc9glENReYUoggJR4lxCrNuciLwmJoEFqvy6I6bbVb/V5/tcqfP38WRz4AmmKCgEUIMt/Tuo7CiGI2Go1cvM9sNm81GovZwuqrqq52D3YHgwHzvPV63Wo2G410dD2aT6dpmjoi7dbW1ng0LusKYeT5AUIIYZQkCbD2+vr6+vq61+0iC0bjEYQaANxt7UIA82zlh1Fdl812E1PHMkHGGCVE2mgQTCilEGA/CHZ2dqXiZ+en1tiqXmFkoyi00Fpjt7YGy+VisZgTwqIoquvaD0LOeZZlYRgLwW93z1EUBkHAGHVpKIRzbq159vw5BNbzvO3t7a2tLc/z2u3206dP7t4/Oj+7mM1mu7u7u7t7GOP5ctlqdQCwQnBjFEIOrGsQotSjWmvmkUYjubq6FIJjCHxGjORR6DWbhyen51xw5OIhAQAAGS0BANjFmAPjNrLw5uQppdyHLPCDNE3dr9R1xXltLcCEIGCtNghASIg2GthN4NRtzW5vSGVOsgJuxw8315trHBBCFiMLIKMEEwoRRgAqo6lHLcgBwNpagmgYhhQCjOA68+eLhbVYGWSBzrOcEUYJqqui22nt7mxpJRkjWiihdKuZVlWJCQ2jmHMehpHRajyeSC4wsoSQi/Pz2Wyujd7d3V0ul9Rj3W4XGCOlRBgrpaIw6vZ6FlghJESoKisHO1FS1RWPwtj3Q61lGCeUkKTRABj71KMUS6O4LNYZAAATRFyykB/4rvVjGDsbIAIGYnzv/gPOOef1bDqWUmNCpVHPXjwPwyhNEmcPttYqJcMw8P1AaxMEYbPZQAgJwSkhy+VyMl57HiPNZjNJkvPzc0rJ8dHRcDj0ff/8/Lwoil/45jcHg+5nn39MMNvZ2RmPRw4n7HmBE3s4V1pZ5kUhKaMYWUoQgWA+H0+m46LM8zzb3h4ILtrtptE2jNOD/d3h9ZjzGoObjFeECMYIY8ZoWVVuuu5CXTaAcoyVUh7zXLXkGMMIQkypNspt1z3fc+fGWqu0VlI6Cg/8uXwsAF29bwAEN1IIN0hzQ1GIMNLGEEYB2JxLTIjn+2EcIYy0tRZAISWAgHqs1UiDwJvNlxARoURVl7O59hiBFuzvHRpFLDTNVt8YRQmsinUcRdrifr+/WCyUUlVlKGUIQKvruqqkVPP50gAzHo97vV5/MMAEHx0fV1WZF2VRVHlRBEFAGYtjVBZFo9lwID9jLCG01+s3Wy2pTae/a4212AIPQYqopbqyQlVlBapStpstoz0NgDYAYaS0shBgQrJsHcJQKvX5o0dHd+70+wM/iJIoHF0PeV1dj4Z5nq/X5Xg0ieM4jhPmsVarrZTxPN/3vcViwbkgBP3mb/z6hx/+tN1ut9st+O/+zb9xc8h1lk/G4063JQUPAr+3NSjyYnR5tVhMy7p+96vvTSdzCHFRlN1uv7u1RSkNfN+aDbk/DKOi4kkcIgi+fPSFMVpKuVwuuRDL1TJbZzXnj589lcIaDYQULpNYaR14wWaqCc1ysTLKWgAhAn4QAgANQJ4XAAjDKPT9oK6qosglr4Gx2killDbaYx5jzAALIJBCScdWMMYFJzDiEIEGIQQRlG7heJPmACEiZBNUqY2yAFLPx4gQQhljWimCsVLSGFNUVRAEHsHIWmSV1tohk4XU62zNhWDM85iXtptvvfmWrKp79+6EEWumiTEKQ+t5TFTCCylAEAGmlCqLouY1NBpBiBCaL5eYkTiK33vvvUajUZT59fWwkTaajY42WCi+Ws49xihlYRgKKYSQs+WKUlqWVSNpxknqPj+ciygOIbQIAEYZAKCuS4gAr2qtDKI0TlJMmZsjWGOM3EQArfLi4vLyYP9AKun7fiNtNBopdiW/NZPJpMgLQrE2ihHcSNOyrDkXeVlcXF4AAPrd3mQ8NsbUdX2wv0+ePHniWq2a1++++06WrdfrtdHm7PT80aNHUOudna2y5sPLYafbJ4QqqX3f00p6lCwWM48yR1DxfS+KYwTBs6dPfN+HEFxfX19dXQEId7a3D/YPZvN5GIVPHj/nXPia+j412g4Gg6IolsslY56UNa8qa7G1VjoPNIDa6FarBRHiQjiNqJTSAquUFKIG4Gf8ewuBMi7v+Xa4AAmhru3c3FvWqWugW7MYY1xOuGsMIUDWAoxwEIaUsA2nHwLGmDumfuAbIYQUyGjO66IoKGVRFEVhwBhVSld16VfeZ5992m6k+/vbQUC11hihXr+bROFyvlxm8zhNAz92298sywiyWZZlRZ6kSZwkGOMsy9xHjmBvuVxzriEkcRIncSKlGI1GBwf7aZKUVS20oZS2mm0INqUhAKDdblV1CSEMgoBgDCGw1pvPp8BaCLEjLXqeV2qdrzOM0XK2gAhqbbZ2dh68cn84HCpFPc8D1tRVaa3J8pXHPAc5s9as1ksIHLQS+L5fVOX+wX4cx2VeHB8fY4zrul4sFsTJqI0xr73+al1XAMB+b8AIq0Tl+16xWk3GUyX1bL6sudza2j44OKCMVXU1LwpttGTsdpLp+0FVFkrwzz//nHleu91+4403nj17ppSaX11lWXawt99ptv/oj/+YUTJodCCAhBBoNbQJAAAGhCC0ziuESZYVaiNMsEEQCLURbLiB0+2QwqlYCSEYYQ2MS+RDN8z0zXjM5csTgjEWSgIEjdbAAvewaq0hlJQG7hwjACljjDKHTTPGAKMdvJ8QopU2SrsWwPUHUkolBfM8iBFjhGBUlUVdl91WOpvPms0UAtxqtaRUeV7u7e2FK59QSojfbDSn06nneUrWFoC9vT2I0HyxQAj98Ic/fOXhgzCIms0OQni1Xpy8fNJsNH0/jKLw/v37ZVmuVmvCWKvVQghZAxAiN9FrhhCS5WuEoJSyyHOthTHa8xlGRHLlMbZarUJfAWCUEHGzkVOslOr3u1LUpyfPIYBBGKZJtFgutOJpI87ykte8qvhyufB9j3k08BjnnHPJuaDM8zzGa/HyxUngsV6/zxhrtVrk/fffv7y8SNKUUUIZ4bWYz5ZxGCOKwzAqVus0bQRRlJdFo9EYj8dJnAYYJ3FUlmWStqMo0Xqz316vVkHA7hweEkLKui7L8vvf/34URYvFYrlYMM9bfvaZ1joM/DCKgiBglPpB0O20r4ZXQghobbPRWBf1fLVGiGRZXtUCE7xcLjElGGMptZQSAmC0ceZpeysbIgQYDd1efbPA2UAZ3Wlz/gKGoFQKQGidFRECBLEQ0lob+AFjvtQKIqK1NlorpSAAQiuEkBACE2KktFr5lFpt3cDMaA20UlreBBcTF0s+Ho8D3282mkkUh2FIMBxdDxmlYRxaCICFeZ5vbW9DAIpinWXZYrmMg2Bvb2+xWDSbzZcvT5rNduAnFmJCCKGIVxWvRRSFDhHoeZ6xFhK6Xq+DICQEa23dMr4qq1arpZTMVusyzz2funBuCIHSSmnlnnjP3xiZ0jR1f4DDs9Pnz56+/sYbVVXUVVGWRV3z0RghguOo6WngHmhZCIKg7/ueF0CIjIXGGoTw+1//eplnRVFQxkajEfn0s0/CMKQ1SdItrUxViSiJzs9PXrx40e12q7Is86Lb7d47Omq0Wu12e50tMYGuLrHGTRo3Xvg0Cp49e7ZerxFCYRhwzgeDQbvdfvr06fB66AL4pASUEiE5RajVSKXRQkq4gd8HhFCMqVaqIDUXuKwV0tpo6UcRsJukcbc0tFa7AGnieRpYLaU22t0xrtdTSrmEP2u0I89aCwhhFiClFSHEleqUeZQFFljmB9paxCiwhgvuXAMQwrIspVLWGmC00oZgaIyWUhkLEIQGWKEN0BxiQQnzvI2CpcxLKdVsMo+iKIqj7UF/Z3uPq3o0mQJo2q1eUVaeH2ithRRe4LdxGwKwmC8OD48uLy/jxAwGfYhNHIW8MoEXf/rpp3s7u0WSnBVlVdftfm93d08IEUcxwkQrt0oHoe8BCwTndV16lATtFmXYPdkQgcF2d73Kw9BDCE8mk7quirK0xnDOLy4vkyh47733Hj9+fHF58cqDB51uN0yiyWxslFktcmPAoNcNA8/zqFLSaO37gStSrdo012mrgRlFCD148IAURdVp90I/GY8m6zzHCCIE33rrK9vbO8vFUillja7qqtcfQIyZtUEQhmF4eXmJMW63WkWRAwCDIKAEX11eXl1dDYdXx8fHtjBKqzfefJNgnCTJW2+9+YMf/MC5bvb398uqrNb5cr7o72wbldVV5ft+mjYgRAhyj1JgjYkTXtZVzSGEYRDkWSYEB8Bqo4SSLsxCaa1v0pHBTWKRlNKoTeSLAcCx+TY+C20IIQhhJTXEmzwtxhhjTDtCj7YQQqu1VsoSIrVCCFFCtWOEQhcisnHMYkIABEppqRQ0AFinzwFOJz6dTFfLFSDgwauvNLodJQWuSRQleZ59/PHHi8UCI7y1vdVopBCAuq7zPBdcMea32512p7PO1sZoCAwhRAh+enpCMbRWjkaj3b3dkuf5OrtzfJ8LDYAR0rEzgQD18PLSWJU0ImgBRhhh4vsucUij2UwKRcg8z9eYYEpoWaxbrQ7G6GB/r91q5nl+eHjIPHZ2dlrV9c7ebl3xMAijOMEQX1ycJ0ncbKacc62t7wftdjeIIncvVHV1fTK01jabTY8x8qf/3P+0LIrR1XC+WCIEW81Wlq2rsk6Thu8FGOM4TtbZ0hgNDKi5aDYbZVk6qq77YTSaTUroYj5HGG5vD/b2djgXSZK0AQjC8PmzZ5PJJAj8b3/720qpy8vL6Wy6NdiKqG+traQwWvueFwYBpcxayzzSajeWixXBTEp1cXnlAhOdukMDq5R0Q1QpJCYkoJtwAFfxbHY4Rhqt0S0J3VopJSU3QW0EGw0QwmEcG72J8IQAQOM+9wgCYLQ2WhmlMHallcIEEUKAVlJwJ1PUwFizCal3v+BG/EEQKI0m0zFj3tdb7xNCpvNZkkSIktALsnXOMNvb2V4uV6ProdU6iqIiLxBESZJgTHwvGI+u00ZaV+XZ6alSilHyxptv8LJ0iPyL84tWq50mrdVipjSsqkorTii5vLyuyiKNw063XWR5medFXiyz/N1336nr2vN9JdViuej3uy4ZDGN45/BguVyHgd/rdj777LPFYnH3+Hh7a9toEzdS3w+63d5iNo8TUPMKE7JcLi4uz33f95iHEOFc7u7tY4Lrum42G91u19WmmBDS3Bo0le72+5dn5+cnLxhjhFCpFKPM83ypVFlXUZxYq7NVniYpwRQAF6+ghBCdXgcAe3p2Op/PkNHtdnu1Wkmhnr+YrPNsa3vHCQd++tOfdjqdra2tw8PDfr+/Xq7yukYY87pCAHqUxmFEMUUEufHMOssAMEEcujfPboL5lJDCNf/WGuoxJ95CELlq+nYciiAEm/Uf0HajgOGCh5S4qTqGCGGEEbAGusWOEIIgbI2llCgltZbWUAisVkoKQTAKmCeVEIIrJZW2js+jlIYWEoIooQACa63gQikVx5Hn+b1+L/KD2XiSlXnNS6Wqb3zt6912y+rDvMwQJI++/LKu6q+//3WE0Hq1ppS1Wu1er9/ptj/55KedTjuKg6vLK8/39/d3P/rg48CP33v3/Y8//sQZRWfz0Ww2DYIII5IkjYO9AwgNQSYrCq1tu9UFBoZJKqXyfG+1Wnc6nUajgTEKw1hrU5W10dnOzvbz588hhOv1mhBCKE0bjb39fS6lATZNG42koY1eLZd5lpVFrq1uNBqtZssYYK2ZzqZhGDquYpLGbnxYlCWxECJKfJwcv3L/xctnL18+P7hzt9ftDC+v3Iic1zxtpBhhAIDneWVZRFEIIXBj+8vzS7cbOXlxMp+OrDEQoTRJIEKjyWw8njTSJvXI/Qf3Z9PZ6enpTz/66O7de1bKZqedJMkXX3wxHF0maYP4BBFkjaWULpZLYxXzvK4fzrpzTDACQAlutIIAQOhOEkAAOqstRNCajbgZbaL9tHEWMYzxjdnQiW0wRBBhhgmASCkNjC2yPE1TyQUimFgKMbZaWQClcuhsZayGkCmttJHKaG2NtW5cCiFCEAALILTAGgsgdKLv9ToLQz2bTr/48oukEcVRaI24vp49+uKL7V4PQgCMybPVW2+8po25uDjHGB8eHjZaHY+x2XzS6/X29vY//OkHzVba6XTX6xwj9vqbbzTarWa7s7279+zZ4ydPn7RarWaztV6tu53+/s6uUgpiuMpWWLB2s81FvXt4ECeNIAyKvJhMZ6PxUGu9WBhgLELI5fwURZnl+cXw6u7dY0pZkiSMsU+/+Bxj1O32wihqd9qT2bTXGwBt6rokiBBMnB9aa7NYzF3cbl1XXNQQQinlcDiEK+mshpQX5W/89/+8zFevvv5GkiTDqytjjJuPEUIYY2marlbrPMu3t7ct0BYArdT19XVVVcvFsuZ1EgcnJ6eEkMVifv/+K9TzKWUu2Yz6DFjACC2rMs9zUVVRGLVarclkvFwtuv0+YXQ+WxpthsPher0uygIiHITJy5fnJTcA0eV8VlaFkEJKZcymXXAG7iAIOOdKSqMN51wbDQGQUkCI3OyRMW+ju6IsjBOMCbCAMlpzzijVUnuep41GBLugQGDtOlu5GRhCAAKALATQaC1vxdDukXWXIiWMEQJu8k5dvDmlNAiCNI3feeftwPekll//xvv9bmfQ6xqjESFRGM5ms6zICcFhGIpaEERc6+P80JeXF8bq8WgcRcn29s7Lly/v3Lnj+0Gz2ciy1e7u7vXoWktjtPrgJz/c3hrEcZKmrcOju8yLMKZSiuHwIkriKIqydaa0tMA45SZQxhhTlMV0Mt3d242SeLla7e/uKa3ni/l4Oi2Kqt/vb29vY4wfPfpie2tra2uLYlKWJbDWDwLGmJQaAFjy0loThZGxVmvreczplIhQBlnoEfTP/+W/OH/+9Ctvvu5RKupKCj6bzXq9Xl1Xvu8rJeeLGYQIY8aF7PXbZVmeXF3leQ4h7HQ7URRhjPb27yyXC2utEJIwlqSpUQpCRDxPCmmNyvLs/t0jydV8Ps/zvNFsNpqpUIpS2ul0gHXBuDgMgqrmUlatVkMtyiyvhRDaSAAsAJu1tGNBhWEMIYAIGyMk59YYDJExCmPkhlgQYmOM53lBEFQV18YgDAiG1hqMoVLS85nSQmsDjRJ17fl+XVfWaGuQtQZhImrOCDVWa6N/Xu2zmTgYo5QylDEnqyUECHBDr1Sz2eKjjz7xPDoY9GfTBaOs2Wrxul5n62632+50B1sDIcX1aCS50EhtbQ2m0+nHH/+03x8w5hmjhRT77fZgMJjP53/0R3/Ubrd6/W5/sHVxeXl4506RF2Wev/LwQb/Xq6taSP3k6bPZbLW/f7C11X/x4kVeZIvFfGdnd3d35/p65KajyALO6263hyH85OMPDo/u7e8fLperitdJI90PwiCIGo0GQmi9zqTUv/Nbv9VIk6997evtdjuKona7xbmT4KI4jlfr1Wwxp4RqbeqaOFonkRp3IvSr/9f/+3/3T371l/7ULxCE67oCAAjB+/1+v9+P42g2m43H45rXjUZrZ2er0+kKUY3HY8bYYGtLK+VCQaWSlLJur895HQQhQKjmIkoSA8B6XSSNJoZgtZhfnp+tVvnZ2fm9u/fG49EXX37+8OGrXhhkq9yFxlJKCcYWAAtMGIZgXrpXDEIEwM8KKYxxGIZuyCSEdEovxz9CBFBI3G4HYcQ8hjAiGEdJpC3Y+C0MRAhZYNx3k1JACLXRxmglpTFaSet5zEhljbYW3x4jdzNt1F0YI4wRgBYAwYVrIT3GEIR1XSkpjbV5livp6Y5drzIAwGQ2u398hAHMVxkvql6vvV6uyuW60+l4vk8wCsPg7XfezrPi2dMXSSP+6le/msQNY8zdu3fb7VbNyyAIGYtevjxpNjqIwqjVeHNru654wKUX+ABBbZ8++vLT4XVjd3+H13WeZwDYy4vLsqqstVmWRV4AAXj+7MXWoHfv7vHjJ8+KrDAAHx4d7+wcQgi00oyxPM+TtHHnzpHh1csXz588eeLC2x48fDibzafT2f37r7S7nbKoGWWci8Vikef58fGx7/uEYvNrv/6vnzz64pe+/U0ATNpqGWMWi0UYRs7bul6vz8/PKaVxkmzvbHe7XQDgeDxZrpZJnCRx7HnedDp1RXQjbUgphBBC1NqoMEjG41Gj0bRAV1WRRjEwhmICrNkabBd59uTJF5PxBEF4fHyXIjpdLD7++ON33nlnd3e3ltV0vqgrBCxUWiGCVOWE7ZvxurshpBPfGQ2BsUADZJVUyALGGKPUWAAIUtYYC42BCEFMMILAWsw5t8Z6jBppjDJGOmkrVFwDA4C2AAFgoFTcWKuMMjdzsls3EXT/crJpCCFELsFIK40JZp6nlTLGZuvCGvDyxWmz2Xn46v3Tk5PZaHT/3t1vfOPr4/EEIsw8X1T1l59/XlbV7t7+9Xjy4MH9Bw8eHh4ejcejqirCMMaIaSOZ50WhjxBarvJvfOPrZVEwP6iLWtUmbTapb6C1CMA3Xn/t3r3j6+EQApimjYODQxfviDCGEHqeV2bl9vbOg0bj+vqy0x30Fzmw9vU332i02h7z6rqqeVXz6qOffpyk0aDfE0q3u32l5MnJyWq1RBDGSbqzvUUwvDx/Tol3vSgARgDb/YODdqeTpin817/92z/54Q/u3zmIwtAPQwePW61Wbt1mrZ1OJ6PRaH9//+j4aGdnz1rIuajrAgAghBCcM8YWi0W32/U8z+WaLJdLQtBqvQCWVFUplV6s1mEU9dodKaooCAjCAKKyLNbZcjyZfvjBBwjjuhaU0aqqjo+O00Z6cvay2WghFP7og8+Gk6nWosjWSmmtFUQYQNRsNhhjZVlLyRXnUnIXpXkrHPU8BhEBCPued7NyhpgQx0pya0ePUoKJENxuIgix1i5OS7nfr7RwDkp3U+qbtKZbdJ37U3KmWBf34Pu+BUZwUdUVtNBYwBhljCVpeufo4P79u9tb3cV8uru3Mxpdt9JmFAa7O9tnpyeY0C8fP+0Ntr71zW9cXl5pbdI07fe7jUZbCqWNdjr3ZqvJuWKMci7mizkhBEEcBEFZlQQTLSUiuNVqlUUBIXTa9vl87vu+CxSCEJY1D8PIFYQQgqurocf8IApdk22tnUwmR0dH8/n8+z/4k7tHRwzT6+vh7u7O6enpaDSqqgoh2O127t+//+LFi15vcPfoAWIUEjAejTnnnHP4X/0f/w/dbldyDhCKksRa2+l0tNYOpTyZTLJsnSRJo9HodDqEUClVXVedTltK+fHHH49Go6dPn/61v/YfEYLX6/XFxUWapkd37qRpOJ6My4KXFedCpK1WHMW8qufzGaOUYlpW+Xq94pxjSq+Hw48//lgoAQFE1m5tbTe7na1BDwI0Hs0/efT82cm5FqIoCue+F1L5YRjHsVJKSCEFF1WllFBGudRFADd2DOfrajVbtzpSiCCl1OmZOReUIoww5zWAUCsNIXALH200RtgxSNANTOy2tCIIuzkIcBIfCG9XmUpIj7E4ThBGRZ5Xde2sR5SxMAySJGk0m7/8S38qz+ZxGs5n427a6nRah0d3wjDI1oUFKIyTq8uz6+Ho7bffaTSaiKAwCJVSlNBsvTZWG61bzc4qWy/X62angxFSnGspP/rop+1OZ2tnuyqr1WpdV1W3293Z2UEIOfMj53wymXQ6nd2DQ6nUxfn56ekpY2w0Gh8eHiEMKCXtdocQrLUhlEZhuFwuijwDxu7t7rqs01deeUUI/sUXnwvBDw4OKPVarbYUmguutNbG5HmulSJxEH7+6aeNZittNYuqSpKkyPOt7e3pdPrixQtrrecxF3kFIZrP56enJwAAxl5brVZVVaVp+hf/4l/0fe/k5KTT6XQ6ncVyabT+zd/4Dc9jr732FiEqSbtcqslk0m13Wu2ONoaXXBvz4uXLoqw9j5VleXR0PF3OPEr6rXaWF5R51thsvTJG9vvtFyenBgAEkAEWWIAxwYgabY3e7AH1pgDS7i8BgggiCxGEKPAYBEDf3GRGGmgBQRhgZAhSUliCLTDWWG0UQghsxKjWAuPurZ9XPDvcNwCA3Dgv7I2vFWFMGSOYSCGWq2Ucx876saEvCQ4QCKIoy/MPf/rJvbtHh4f3GPXaUbi3v0MZEVI6vE4UR61W2/eCVqttATDa1pzPF/N8nb188eLo6HAxXyZRsnd4kJW5gZAR2mk2LkbXo+EVQiAvs2ajBQBwdpjVarW9vX0ro3UEtiRpVFV1+vzk6vqy0UjiwKcI9LcGQgopOWPR5eU1JaSqa63kYNCPgpBSenx8HEWRlIJz+erDNxhjdV2HUWCMWa7mFxdXSZru7e7t7e4ulyuibB2n4e7uNqHMAEQx8/3gyZPHECIXieHoPJTS8Xh0dnaWpumrr74qhByPJzs7u4PBAEL45Zdf7uxse543HA4pIYvV6s7x/aOjIwggmM+1NmkUp1GyWi57g35WllJwUfH9vTujyfTJl18+ffr4/W+8/8rd+0WeFUW+1e8R6l+dXQhR1VIhHAbMX5VrABGC1mhpNiMkhBCCGkmhbuxcGwMOhAZASDAkmFBC3WjAmE0fB4Dy/dtLCGlptDEunNJs8pWdO806mas7Ug7Y5ba5rqwiBBtrAQSOlWiNwYQgQgjBist8nQnGgzDEBJdFKYQwxjoP8XQ6xQB+/snnh4cH5O7BuiqrydpKK7QO42Sd5VHgXw+Hz549+4Vf+CbnIs9zY/TJyXNKmZSK+d54NR19ND4+Oop9mmf5j54+DvxgsLOLMPn0489eeeXBw4cPHagNIZTneRRFAIA0TZXrtKQi1Hvva19917xLGUYIVVUVhqGFkDBSVXXAPM/zKCYQgqvLy06rfXZ6ijFuNpt1zZMkTpJUSrFcLYMoWGdZf9C/e+/+OssZdeqJgEymy3feeZfXIghDTBivZVEUy+Vqa2srCPw8z2+WxzJJkp2dnbIsX7x4EYbRYDCglE4mk263+/bbb0sps2x99+5d19vfv39/PJm8eP7cSHV0966xpqrr6/F1Vub7dw6HV+dxEu8dHFZCJI3o4M7BaDRkjCZxjKKIOHma5FmeY5Kenl0T5hu7AhAao5XWEFNHY7LWugWiw+vc1vUQIo95jPkYYWOtaxUZZRQQ5+2pa3MDr6IAGGShsfhWBY/Qz8gOmxkDAAgiCN1I37hRLEYYaAURAmAz3HLSA8qYzzwuRJ5lUqswDKMoQhgZbRCAVpvZdLJeLgjEs8nk6fNnf/Wv/+XD/XuL8TifjS+ePt3d3Ws30iiOHn35JSE/ODq+UxallNLzmOcHzWZrMp1aYz779NPQ941URVlaiNI07Xa716PRe++9d+/ePaX0YrFI03S1Wp2cnARBsLW1ZYzhvEYIH989XmdZUQgAoO/7Uknf88ajEUSo0+9BALa3t33fZ4xNpxMhOACgLMvFYnF0dMdJmWezaavVevvtr2R53uv1PvjgJ4xNtre3Ly/Ptdaez+A/+N/9b7/1rW8Rin3fl0ILoSDUo/HIWCM4t9aGYZim6e7uros/zLJsPB4fH9/d2tqaz2ZBGDr5CkKwLEt38OM4sQBMJpOPPvpod7CVNNJmu/HkydN2u9toNqjnzWZTU8nhaCy06fU7BKOLy3Or7cXFBUYwjeP1OgPYMD9++vTqxek1xHA5n1SVkIoDYD3fZ9TXRkGIOK8Fr5XgUgoXKkkphQgz36eEWQssMK4GIhA6pYsxVitNCMEYWYu0VtYqs7HdA+vsjHDDvbE33n8AAAIAQuSQAK7w2tiBjFVaO6OYK+0D36eESinX67VrxAgmSklKaZo2pORGysAPALDrsoqajb/5N//6n/3T33n29NHlxcXDhw8m42vXSUAIgsCLong8GQd+eHZ6sV7nAABM0Xq5KvK81+1wIV59/Q2Esc98z/MoIb3BYDKdLJfLne2d0fV1FMXdbuf6+nq9Xu/t7c3nCwjBYGsALAiCwAXDuq7l5cuTbq+7tbMjaoExTpI0z9eUkiAI2q3Wp59+Mh6P9/f3jbFuFOA4b3t7e1VVXV1dOfp8GIbMo/A3f+1f+T4rivVweHV0eHd3b7+uciGFlDJNE7dSXS6X8/lcSrl/cKCkdCb/5Wq1vbW10YZj3Gg0Hj364uLi4r333lNKL1er6+vrdqvtESKk+PzLz46Pj+/ff7Bar88vL9erdSOIf/yTDxWE77z73unJieczgkAchUbr9WqltX5x9lQaOpvmo8kCUX86HpVlaYxCCGBCfC9wovi6riSvpeSOtQoBtMAS5jPmOUYfIshjDEBkBJdSaMcYMxt6oHMXWmsQRpQwe8O9cfZGACxm1FprrEVOKI03kYW3Vddtt2iMUlpbYJWUlFIXgWS1ybJMSul5ntWGMRYEoTWKUaS1IRhLbfJaNlrp//xv/fXvfOcXtRI+o8+fPZZS+T5z+UphFFFKt7YG89n86mr08OHDvFgbpc9OTz2P7e3vKW39MEzjRhgGWZYJKS6urhil+/v7o+F1kRdBEDx49eEXn39eFMW9e/fG4/Hbb78TRZGUkvN6uVymaRr4AYBQaeX7wWqVufex3W75vleVpeexuq6XyyXGGADo7OOnp6dunHl8dJQ2G5g4nwEKwpA8ff4sTSJg1enJyXw2vx5dHR8fVVXZbLQ8zJ48faqsrquCEdwb9EVdAmClEJyLdrshjSKYBL4XR/F8Md/e3nZZt7zKkySBBCd+uM5WSSMNgzDL8iePnyyXqx/9+MfW2DfeeP3u/TtKW8/zur3ObDa5ns4oxlwKJeTu7haCVHFeZHldVz7CVmlrXSaFEZzDDeHYGC2MUTf2C4AwopRixDBEAACCMCXEaqtkbYzBiAAAtFUWWmshxhRBY6zR1lgALIIYEwghQcjcgLWMNsxxpxECxjoLmjNRubEQvCneIWTGCG0UhMC13HVdJ3GSpqmSAkGojanr2gKDEdaGEEIqoTFCgceqdfHP/+n/o9lM3nrzzavrEYR0vVqu5rKqKiFkVc3efvvts7PTJElb7db19fDO4QHCOEnTNG1obcqyQBhfXl4e3z1uNdtVXVEy3t/fPzg8LPLi6aPHAEHCqHM2r9dra8FwOFytVq1W021X2+32fD7HGI/GEwDA/v6B73tay7Is6rpar5aOj+IwkFKKxWJx9+7dO3fuUEqn02lV1wetO8PRaDabCc4bzSb8L//xfwmt7vXaYeDleT4cDler5cHBHWCBRxmCUMoaQXR8fLhcLlerldI6DINer28hWq3zRrMVBAEhuKpqQjAAYLlahl44mc8wo4Zv6JqOx3dxceUmi0qpKIqSJMmLAmFS1XUURpPJpK4qiNDV5eVg0NNGf/7oyeMvT4S27V53MhznVXHDJAI/i/gqc2uMUdoC4Dp/3/cJZg5R5G6dG/aattYAaB1AxQGajdHAWn3rlIWQEALsBiRhjJVKupEeAABDZDdDUeAwmQhC10VKKY2xWiulhAXGbaiVVkA7bSohGDPP08bkWWaNRRB7/ma6lqSJNVaI+lf+zC+/+94729sDjMB8OlWCQwhW6ywMQ8/zLi4vIEQHh3cIJkHgrZYrrbX7JGit4zip65pSOpvNIIaEkHa7vVquIARVUX75+HGWZ4cHh/v7+4PBwBjrdnFRFHU67eVy2Wq1as6vh8P+YMta22g0rLW+77vXPM+z/b29ly9fXl1dbW1tt9vtyWRyenrabrcZY71erygKA8Brb74ppeA1N8YQzwuAVdk6K/KM8zpN0/U6+/yLL1579bUg8BEEu3tby/nqxz/6aafb9jyv3U610UGQ+EHY6W4xlwWXZUpra20URZ4XcCGcTny1WDQaLS7quq7jJNzd3aLU73a7GJPRaBQEQa/fqznP1hljoWvFFov53eN7XAjJS88P1+tCWhs3UkyRLa3WGkKHLSAOmAY2beBGZAAAkFIS5CKnEYRQqU0+GNmI4wGEQBtrIVDKQABdzg8A1rVRxhiEsLEWQYQwIBBooyklCCBrAL4xk0EArNEWIWM1MpBgrMDmf+S6RsaYBdYqY4xxiwhYFEmaRlG0mC8phc70Udc1xrjVbEEIPv/80fvvf73f266qLKNrpyHe2Umc//3hq68FUZytM2sMJjROG51O2xo7Hk8YpUopzvnLly8bjUYrad29e3x1dYUQevjgQVaVe4cHTx8/cdftxcWFowNvb29fX1+XZX5wcBjHsTGm0WgkSYwxcTDwy8tLrXWz2UzT1CEXtra24ji5vr7u9Xquzby6uhqNRo1GQ0l5enoWheEGx93tdqHVWbb0KO20+0EQtFq94dUwCqNWszmZToQGkLCvvPN+nERccBe6gjEBmClj1/OFksJaawzwPVrXtTVG8BohVKwLjEkcJ03aKvJsNh/7gddOovF4nKaN6XTa6/WGw6s0TQQX62XR6rTzvGg2WnGSnJydJR7T6pRgyjlfr9eh591MuoHjGVkn1boBTBpgoQt1AhAhaIyGEBBCXcKA6wHd4lhpZYyxBiAErQEIIUypVFIp5ZQkECFgAYDIWgsRohgB63LyoAse36x0EAJuoqoNQQhhawyBCAjBHaxGaw0c591aCGxeFOPxuNFoxElcVTVy95y1eZG7FAwp9XQ2Hw5H7U56cHhnOLzCCDebjSiOu51OJaRU+uDwjjVGcm6tXcyX7mLWxqSNRpIk+/v7/X4/isKiyO/fv5/neVlVQkkuxNHR0XA4dAuDwdaA1xxj/ODBg7Oz0x/+8Id37txxRM/lctlstrTW0+nUZTYtl8s4ipbLRRzH8/lCSgU3CP4BhMBRIMui8MMIQewx3xgDACIIg8CP/DAoi7ziNcSo0+ke37m3mM+k4lHSTJP29lZU15UfhCFKlVKSSwBtvlyVRRlFvu+xuuYIAvd+Ox6uqPnezu5ymTHfWy1XGGFGAg+z1WJpjZ5PFmmz6YdBI2rMpzNpdBTH48mIYrs96BFG3njtHvbiH/3wY4QhBKpYrWirhTFyYZ4AQoSxEgJou1H5QeiGDcaYOIqCMADOqgospdhx65QyUgmplNbaAgstQog4joOFEFMCbrY6bmwPHBUOMqPdO4swhshCt9h2jGUIIQbEIGMBgEARiBD0oZvHGwgtkkpopSklGKNWu7Ner1frdRTHkCA3PsMYS63ysgAIIhyOx6N794+NAQrAo6N7zUYzz4vHjx+V5eWrr75hjBZCGmg0FsZYP/CkkL7v1bXQ2rZazbIoTk5O2u1WVZbrPGu0WtdX10mSzCYzCOHO7t50OqWUBH5ACD2/vIybjVdeez08O7VWZ+siipMwiobDq2arubu7zWsOgd3Z3qrrut/vTyaT5WoBELi+vu52u+12B1hweHhYFMV0OmGMWCNmk2vPCwaDbQJv9B+9blcpYYwNwgBRRsNIlkALZYzyPGqtBkBXFVdKRXEADAjD0ChlLYzCBgSllMIY+ejRIwBAu932fY/XHEJYVVWcxNCCVrPheXSdreMoGo9HeZUvZrzRbBRlHnkMQEhVlcaeBfzTT7+I4lbB7WK+cE2W0toPAkKIlMJoTT3PqfoIIUoZNyeACGGMA8+Loph5zF0qTtOiNXfCZe1G9QBCCIw1ABgnUnNqGIeCuanEb2hH1nqeDwAgFEsp3O3oAJfmJslnc2VagCCyCGJCIbBKKgvAJouA187MHUWRm8t4vn+zYkIWADcAE1LM5nNCSFXXdVnMp3aZxv1BP4w8Y/Tw+sIYM5tNe93edDbTWm9vb1NKpZTb21tSKq215/sXX3xxeXm5v7+3tb0VhhECyIXOXV1dzefzfr+fF6VW17t7e1EcnZy+3N7eajQaspaHh8fGGjdmXi6XEEKj9PX1tRDi/v370+m0rmvf909PTx2RLwpjF4nqHjGl5HQ2jcLkyZNny+WaZOt1TWm328UYY+y9fHkiuDg4TKMo9H0KOw0jlTbKDzylZLZehmFY5OvFfBXHUZImShlnycIYQUSPj4/d6qAsSwvA3t5uzTlGiJe1NjYrysVqlZdlu5UazbN1WRN+9+5dFviz2azVajfjUNTicBcFafijDz6ZzWbuCjHWVlXlhSFCUCnj5MubYSaECljXmjlBIkJIK620cicAWitvAtMAAJhgdxowIhBubP6EEoSQwwsy5mutjLEWAIwxJQwhDAA0Rt3qwLTWwFp4E6LhvgBEBgADLMQEWGuAhhAiTKTkymwmqHmeU0ocpGVzKK1104owDLMsu7wYjseTvb2dxXKWr5f379/96KMPDw8PJ5PZYnFZVaVS6vr62hm18zxP02Q6nX700ccPHzxsNpvWmCAIXn311fOzM+Z7lLJGo/HKK6/88Ic/TNPU8zy3jXbJrq+++lrFK63VfDJrRA0llbEGINDtdgml+TqLwvDw8HC9Xo9Go36/32g0FsvF/fv3r6+vO52OSyRhURRF0WAwmM2nnU6XIHJ8fNzvb5GXz5+HUSQqfnDngIuaEGKBvTx7KZXwPTabz7u9XpxEWbbidb1aLa6HV51uVwgxHGY7O4jz2kEmiqKQUsRxTAhZLhfub2aMxQhhhP0ggAjWvDYGjEbjqsjmo1Gz1QcACykuhpdJkhqjfa+RLTPP8zCCV1dXUsmNvBhjoZRnLYQIY+J7vlYO+w4cbUsBAwBAEG2Q0UpuxujWWrNJlXEiZnexAQgQwAhhRx3VYMPocuo8Vz9Bayml1gA3mzFWQ2hd04AQkjc0G6U1RtitKG+KMwCAhhgDCAmCUnKzUS1jt/whlBhrCMZcSgChQ7VMJlPfD8bj8dXlMAqDo6M7F2cvPvv8E0YjjwVa2/F4lsQRwR6gCCDAGJvNZuPxiDHaajXDKKzqer1aLZfLL774nFCiZ2Y6nbaabYxxq9W6e/fu9fX17u6u53lFUbx8+XKVrbe2t7u9XrttV4v5cHTJPP+VV+7XdT0cDifjybtvvz0ajdwC2w0y+4OB57F2q40w8j3fzXgWi0UQBHfv3q/qGkFMlbbWktffeNXz2GKxODt7YQFKkoYQPEjTLF9dnJ0gBF579X6RLbJsPZ5Mr69G29s7iiuMsdbq/OKUYNgfDM4vLoq8MEaladpoNDqtTq/bLYpitVwIqZV2PmagpDrYOzzYuzOdXgd+JIUMQj8rSsFFPAgJg3m1ms2GmhuNgOJKSm2NhtBqayCynJeUUoQwggRogyCw0NhN8A4ghPgew4gYgyBE1mrXEgqhbs4fRJBAAIFFCDqftNORYug6OYAhAABYAAHCCAAolWsSEcLIaqu1BtpiTLU11A/quvY8z0oFrMEWA6AtBBgjo7Wr8IDTJVICraGEKK0cPxdDmCSJEEJVFYZYWqmUotz3g6iqxePHT7d3+k+fzqIwODsZvvXmW2VR/tZv/Vav38+LYtDvN5ppEIdBlO7t7cxnUwchchGp7V5PW1gVWZlnYT8SUgBrz05Pu50ORuju3bvj8bgsy8uL8zCKtBBWKWttEEVlXYvV0iOY+gHmZRj6u7tbV8NLF/utlB6NxpzX4/EkDINms9lut0fL1Ww6bbXavV5Pa/3DH/xguVxGUTSfzx8+fJU8f/7sNqzi9Pziq++9H0W+NiZJ0mYjwQhcXl52Op3FYiE43z/Y5zV/8eI58/3R6Prw4ODy/JJgzCuBEPK8II5jjHFdV8+ePXV2topXRVEYY1qtdpaVeZ5bC4XhcRJDRjWwjAWNtD2+nliklKyVNpii4XBIKPV9T8qaImqlhI7GAIDPGEbIaquk1EoBa4GxEFjH+7cAKCUhdMRHizBmFKkN7R44ksetWgEAa41BjCGC3QR+o1wg1FijtUE3OXsAAN/3nVOAUsqVdAMzAAAiGGholHbEcggtAAjehhsAJJX0PR9CILSCcFO5EULyPNdSWbIpB7lboAXh+fkFQmi1zj3GfuVXfsX3KOf8z//5/8nVcPTP/tk/39ne6Q26b779lktFZIwOBgMXfrm1tUUpS5KGkfL05Hmr3QrCcHI9TuJ4d3d3NBo9+vLLbrfb7/dXq2W71er3+3lRfPHZZ/fu3jvcP0iiWCq7mK0gBGVRYoyV3NiJAbCz2Wy5XDSbTc/zyrL8/PPPhRBRFI1G408//XQ4HD59+kRr9Wf+zP/Y9/3Tsxek1+sJIS4vL6Mo+qVvf4dzWebF8Orq4vzs8aPP/+P/+G/u7e9dX1+76c7p6YmLFKhr8eCVe1rLZprUZbFcZvsHh2kjZR4DFgyvLoxSL1++KMsSE7S9vQ0h6HQ7EOH1Kms0mlJCj7KiLKyxq8WqKov1crlYTu/fu48wHk2ueV3FcSgExxhZY7DTEVgLAQh8H0EsjUYQhUFotTHAOpc3IcQaYy2yYLN4dgMKz/OkEABCFwgAbv4Lt2Z24n+IMLCba0ZrpTeC+tC9jE4/SAgJwxAAgChxFZs7DRAhTKBx5GVoIQQuHQQAoKVm1KOEcl77nue+VVVVDgTncochAu43V3VNIlKWxZPHT/b3B77nQQBevHgBIQoC/969e71e78c//vG3vv3N/b295XLRbDaiKLq+vvb9wBFmldLb27tS2yhOT87O0kZ68fIMY+z5frPZuh6Pnz17dnZ2tre3a629urpaLpdXV8NGnJyfnQkhvva1X6jKMk4ShCAE0Br7u7/7r43Rb731zje/+Qvf+973rq6u0jQdj8fu+aaUal3Xdd1utV5//XWHcBdC+iwh3//B96MwZMxrNBrGGilEnEZXw6vpdHJwcFBV1WIx95gXDeLhcNTtdv2AQWDKslivF8vlfHd3l/N6d3s7iWMIoZJqsVjUNQdWlVUOIOQV5xXnXJyeXlxPJrs7uxAiz6OXp2dK68HWYO9gezK6brei18IHBHvPT57/8ff/uJk0moM7URSslhw6kZQxwILQDzDGjHiMYIqR0RojZADQ1gAAlNFGA4yRAyLrTVirNcpQxlz9dBvL6BRU4IbRtdGzW+Ask57vO6mjlNLZJzajV0K01hBjiFzCNiaYKCGQ4+hDa4zT8FiEkAulwZhwLqSQwEoIIcak0fA551prd6zdegpCzCitqspa+emnn7zxxn/o+R6CGAD85MnTfr/faHb+3t/7e//oH/2j115/XSrVbHZ9n0EICCF1XSdJMplMjLHL5bLdaDeabYOAUmK1XrVbbQhhGAar5fLs7Kyua4Kx73uc80ajcefOnSzLhtfDdqt1evK80+lYwyhhlxcXEMJms/nBhz8BAEVR9Oabbz5+/Pi9997b29szm9zXQEp1enoaRVGj2fA9D0L43e9+VylO4iQimMRxcj26rkV1Z//Oo88/s9ZQgt9+5+2dne2yyLr9LSEMpSQIG5PJ6PTkdNDb7ve7V5enStWE+sSjcZpOJ+PxeJKVVbaY97qtJEnHo+tGmoShlxUrTFCr2SyKwlqotez1etRYC8zp6cs8zxGE7xweCc6L1TKN0m5/cHT3zuePHk9nC0oZhNbzqDO2EwS1rGvBpeTmhjVqXF1PiLVAb2AwRhujjWaMQkSENh6hzh3vnn6AkEVYWmu1AcbN0g3YRBgTz/cwxlVV3fq9wA1uxFoLpMSUAoi0Vo62s5ncag0gsVBvThaGGCBgLcYIeZ7RVinNeV3X1kXaaq2hhYzRm0Nm/MDDKHh5cvGTn3zy5/7sr+R5hhk9vzinlDz6/PO9/d3/9D/926fnV1KaPM8IaTKPOhLTap25wCIA4PV00m43BwHlVUkJKcuCUvLy5OWdO3dms9ne3p4Q3Fpz7949Y/RyuXj27OmdO3earXZZZ+XlekvtnZ9enJ+fnJ69/Nr7X/3KW++GYWQtePXV146P756cnPybf/N7nPOdnZ3ZbHZ4eBBEgR9FUZw8e/Lk5OTkwYOHcZrAf/qr/7f5bH55OVyt1hjZZjP+7JOPorD1ta+9t7c/6Pc7V5fD4+P7WV6dn58RgiACRhstzd17R2WZTaZzCAkhnpSm12mvstVkPoEGlXkxnU0ggu997Wta8vHVeaPVRV5UV7kQnBDPCSImk7Ezf2KM7xwd//hHPz598SyJowevvkpY9D/8xr/+/IunEDgXjDXGUEIJwhghqZSx2my8Vy5mgjHKMKHGAm02BkCjjVIKIgwJtUr5nuey0TyPWYi03UAD3buGEMSQUMowIZ7vaa3runYEOWO0W/8BN1iBUBsLEUEIQmuZ5/meBxAUctONcsGB0VqKDUwcAq211dJa6+p3R3XP86LMC4yhFwSeFxBCAj9opimmhNf13/jrf/XBg3uffv7xerm8e3R0fXl+eXnxnV/6lW5vWxkFIewPBlVVKCnbnU5d89H1KG004yRdrrI8z+LQjwLPaPnxxx9vb2+PxmOl1cHBgZTSY15Vlgih4XD41a++J4TIskxL+ZOf/KCqqu3tg9F4boHa3d0Jw/CVVx4AAGaz+aeffmqM+fTTT7vd7jvvvJOmaRzHzWbjJx/85MHD18IwiIJwMpn83u/93lfefpucn51XVZWmjTzPptPx+fmLvd3t46NXe/2u57MPP/zg7bfeFVJ89tln2TrbP9hLoqjdahdF8eLliRA8y6tupwes1FKIOreK+wRFYUNJHQRBFEfGAEo9Y2ye5XxdaMUbzVQrXZalm+UoKder9dHx0fXVMPT9t77yFaWk1NbDOGCMESSkCrxAKcWVdhMCSqnS2uVRBcwjlACEnA9MKqWNw9daYy1EkBAstYVaY4SEEEEQ1Lw21rraHViXpEI3YhgDXE12c6qMVhIAV8UZN9mSQlJKgQVaCux7BBNrrFYKYAQhtDeJBJJrbYx14lVrgAXQQiW11hoiizG01gaBb5QWkksp47jJ60orLYWI4tTz6E8++OjNr7z17rtf7XbaCNhnSTLY2krSRqPRShvBaDQWVWWUqspiJOoPP/wgDONv/eK3EQatRtpqpGW+ujg/A8B2u90kSeeLuQUmTZPJZPLk6eOvfOXt2Wy2u7+3WCw7nY6UOumEv/iL3x6Px+12P4pHENp79++2mi1r7aeffXp+fjafzw8ODv7W3/pbjqm2Xq+VVI8+/6LT7jx/+tTlFIdh+M4778RxTFrt1M7Uaj3f2e0/fPUoX+dvvPb6nTsHhJCPPvrp4cGxEHy5ygCwzWYzidOry0ujTRSFECIhVKfTgRius4VPcVmqmuu6FMvllVJyZ2fQaKQYaMGlFzXKqiAMMxpk6woh1O121+ssCAIcemEQKCm1NPfu3ju/OM3LIhvN4nhZljmjCEKKIIIAeZT5zINgw/vHCAEIMXSDAJchYLQLkYIA3mDfjTEYYQOAlNKllbrBjFTSrWrc4+gKJkgQRkRrpa1xM1UI3FxjIxzdhGIoACAyBvCqgn4AgIYQaGkxJQ5uY4HLkkQAQaMNMMA91y4TSkrOuUKIO+qB0hIh5FI8rTG+563WS8bIi5fPnzx98urDVwihVVUe3X+4WEyX69V8NZlM6jzPi6KwwFhrgsB78eJxkjZ6T9qUeWGUQgsaaXR2/rIq+d7eXiNNu52OMmo+n/X7PSGk29JIKZfzxWq9Ptg/IF7Q7u90t3aBQQeHxwAgpSRj3tnZ6SuvvHLv3l2EMMaYEnJxcUEpxRgLwV979VUv8Cnzrq+v//7f//t1Xf+dv/N3Go0G+ep7X2eMBD69PDsPgjBK4yorRFUt+TJNAoRCiBFl0Pe91XpdlNmg36OYdlrd87OLKIooI0kah6GvpKzy1XqdtzpdOZkBgper1fD6GmOQNtoWYt8PO424rsXe3tZofMV50W5EL1+8AAhIqXe2d8bX48Vs8cGHP6lE3Wz3+oPBX/gL/97jR19+/0c/tZBlq3Xke5QRAGxZFsoqN4lyE3ZljVIuHM64ONBN20Ioop421lqrKRZS1kZ5ZpPEZMxGceqOl7XW8zzPZ2VdaqU3sRsGIITdsOLGNAukUhgTDInWWim35zEWQkgQZdQBiY2DSRujrIIQWOgCRA0AFiKIIbbWlmUZBIH7nkoKz/OrqtLGhkGglLq6Gv/u7/z+wf6B51WU0svhJc9Xq+VqPplOpxNeVzvbg93dPZes8fprb33x6LPx6Pru3WOj+R//yfe3+/0kitutdl2Xv/07v/Xtb3/74cNXP/zgw8uLqzdef8NFsPqB/9rrr00mMwAJo1FdV4vVkiAILFBGG2AvLs6Pj4+6/W6+zhQXy/ncGLNeLfNiXZblZ599NtjqGQ2/8pV38yyfTMZ/5+/8rx48eGCthf+vf/rfVlXZ7TQF534c+WF4cXJKKSqqVRjEW1sHlNHnz5+7gCvGaL/bD3w/TpKyrqqqQgRRRjlXjHrz8Xg8mUBMXrl3F1hzcnZ6enr6+uuvttpdY5FWqpGErWaj5GqdzTGCk/E4W+W+Fzj9glI6bbQIJZ1+rz/YWi6Ws/n8Rz/84aPHL2thkDWMEEqJlLyqa33zZQxQSimr3QmwTh+1se5oowwljHkeQMhAeyNpRwg4+egGCIg2adAmiiKMcVEUyhjHDDdau2QUAIBS0pXw1loAIEbUuPmC429BROjPvqoir6tSKWWNhcBorYAGWisX06KNcktaz/OsBcboIAgDP3QYoCRJ9E2M2V/6S3/xl/9H32q2wjxbT64uJqPxMi+TRrMu8jSJAbTNZqvb7Rqtv3j0xWAw8H3fGCCErKvKWru/v1+WpRPEIoTv3r27Wq1c4mu73c6LvNFsdju9IIgIZhbYmlcnL16MR+PeoD9dzKfTiRScUbKztb2ztd1sNV3NUJSF+/O/vr6az5fz+bKu6x/96Ed/9+/+3a2trRcvXsDf/H/+M2tsnmVJEt9/+LASfDmdScWzIvc9vyzrXq+HEHIT/dVq1et0i6Kw1rY6bUIIxKjRaGptrbWiqtdZpgHotptVni3Xa0ppp9tBiK7zMs+Lbjuty+z0/CoMqJSiqmvfC4DGVZ0rxff2D3b3D5kX5kWxzlacy/UqPzu/+OGPP5yMZyFjPqNSirxYlzUXQjqCKIAYIMcpAsYYbQ2hFBOMIbbAKqURxFIrCyEh2CX/mo3oCmG8ybl0x8WpQSilvBZKaQuUS0t0IYPWWnXDWqaUGgsQwMZaZzo01kKEKaUYYc/34zipyqIqC+2AvErYG2uaEEJJ4RJK3ZTVQbkYY74fEEy44BAgSmkUhkrbbrvzn/2v/xerbNxqNPLF/OLsbGvvcDybXV6cv/7qQ86rq8vLV155IKVcLBae51FGkUXAggevvvpHf/RHvV5vb28vSZI8Lz766OPXX389jmNHUknT9PGTJ1VVdzrtvb0Dxlhdc9/364ovl/P+YBAmcV1XH/30w+urq4vzc8/zOt2ulPIrb73V7/fDMGy323meKaUvLi6++93vrlar208LAQQc7h2Weck5v7y8/N3v/t7De/db7WbgR420+fzZjz3P29nZHo9lURRFURil0zR9+vTpruB37907v7yU0nien61XlMCtna2XJ6ff+7f/tt1oGAj29verssryeZw0Wp12WRXXV1dlWQATKK2CKG13urwWh93DRjPRQi0WS4jLly9PotgL/Hi9zsbjyWq9ZpQSjOqqLMuiKouSc4AwRIhAaCHSN3oE5nmI/My1jCDyPWIBwoBuQoJdlb2ZY7myCd1Itay7IaQUECEIjdZGa+lUfcZYZ6y/9T07orO7ujYHywCDMASwKktgLGOMUY9ra6CFEAEEjNEAQkwohIBa4uSKnucJIaSUQnDGKCAYY2QNtNaWVeX7/ngy/PDDD7/xC+/xuh5P5lHUCMO4oXVZFm+8+dZ4dIUgWCxmu7t7aZp+8smnURT22l1e8UaafuMb3xgOh8Or4Uv+8uDg8L333tNa+77HqGe0Ho9HrWZrdzdOkhhjbKzyPOp5ntEWAvj7//b3y7put5tvvfnmt3/xW/PZ/PNHXzx5/Pjk5OQnP/lJGIR7e3vdbvf582dRFOV5rpR06LxXXnllMBjAX/2//ON2u0MpOTs7l0JZAKw1lxcXy+Xi4YOH3V73tddff/To0XA4FFzs7u5ijKfTGYRoNp82Go1Ou1tVNYSo3W5SiqUBHiPjy/OiKO++8lBbEEWxHwSU0qIoAACeR/O8gAhobdK0tV5nXsDcnSFqTggcj8eL+bLX63OhPvn08w8+/KQsKowQsMYqyQWXQmgItQVaKaW10dpFEECEAYAAAqkdm80AACCC1nkqIEQW4M3+zkp3x1oLISaEYowAgBAi3/OttXVda+OiKpXzGOobWu7NYILcDik2ij8AMEJOJYwQ9oPQCwPNleAcAKuUcPYw7ZgiUrgElxu7NnLDW8/zojAGADnNGcSIUuZhCqH5G3/zr/ypb3/zenjx4U9+QggbbPeWqzWE+PU33xyen/G6bnc6i/ny4uIsy5Y+9aw2Wzu7r73+BhebnboU3Pc990wbbQM/6Ha7CMPleu1yqeeLZRAGvW5vuVoBa5fL5ZdfPv7www8O79yJkqjRag56fZdldPby5MtHX85mM865m6TEcfzLv/zLnPMkSVar1Xe/+13S6w2Gw2Gv11sul2dnp2EY7u3tbe/szBeL/cPDu3fvfvLJJ8PhEGPs+QFEOM/Lu/fu5XmWF9mTJ0+//n6r3W5CCOu6EgI2Or00jhKflWWZNtLlOu90u2VZOIk6JVhp1et1OZcAgKoS1qh8nRPij67HFsEwZNdXQ4zodDY/OT3/k+//UNQKWAsxNtpwweu6cj9tTClxlGLg8nYAsGCDtnUGZcdZAJtcHgsAAdB5eJyZ2p0DJ6K3VjtMIQBGSGGBBcBorW4fLPBz4cLWWmM0hOhnXHBjEILKaMdwQAgDgqAmAFqEkdPjQ4QwokArox2f16HSrcNoMcaklFVV+16AMQIAQAiMtWVVAj+kiP7mb/y+rOr33n293Wp0Wt242Vivi06vRymTUt+/dy8r8nandXi4L4WAwGZZNp0t8qrc3d5rNpvaGN/3hZCuhiurkvietMbDXqPRnM1mlDLf8z3mrVYrjzEAwPb2Vr/f//r77z99+uQHP/ph+cUXsuZbW9v37t8Lw+g73/lOnufWWowRY+yTTz5ZrVYIoel0WlXVW2+9Bf/Ff/vfEIKttePJuKoKzoWUYnt797XX3/B9fzwavXj+IsvWzVZLa11zcXx8zOuqqrLr6/FqmT94eG93d+v6egQB2N8/hIRRjKbXF6vVqr+9oyz0/ZAxxpinlLy8PA/DcDKZxGESxVFdV1Lydqs5nkxn07kfR3m+LvOq3eyPptPv/+DHT549Z9RDAGCIhOBcSWOMktJCCBDECFPGKNmQbaEFxmihpDLaPSXWJVu60FZrIQAuzk4bo61xTDbXNrtD4/uBW/8ppd2BM0Zp7eaikBAsBL+1E26eTmvdsYbQ6cM26x/ieXHa8KmvpNTGWKO1lkpLaC3UQMiaCw5umCKOx+QmZ1GYUMqsMQZaPwz9wFsu1h4JKUb3jne++Qvvvv7ag6Ojo4pzqbTUmlCKjZlOhlzVg/4uxkRU3As8hBHChHm+7/mz6cxYkyYNhAlCcDFfBKEnpZRSxnHcarbruqq5IAg64MfR0ZGzLBitIaGMMiX5Yj5fL5aPHj16+fKlNLrRbDpf4fbWFoQwyzKt1cHB/mq1TpJke3ubZFm2t7//+MsvuRD7ewdVVT18+FBZXZTl6dmZw0vs7O6cvDwhHtva2jq7OJeC+wztbO80Gnw8Hp2fvXjjzTe73a5WVil5PZyMLk8QQkf37n3+6EmSNre2tqQUAJiiWM/nU4TQai3Pzp77AQv8yEpweXEqRIlhb39nB3thLaxGJCtKrUGhKwAsAsjdQ/JGr24BhFDWQhBMkNNYbQKdLQTQWOv8W/CmfnLPHgDWALNJ/7qhEekbrLI7hxACCJ3f0K0EXFy71T/Pjrf2xpaoAQBaaQChMco9akYbjzJVcwgJQXiDvjXKQoghAkbfXHTAdVjGmKIoGo2G+z/j0GB241W0AEBlBITgy6cv33733bTdX6zLslhFUTybTqUyASWMke29OwgxUUvKPCk1AjYO4rwsZ7O5E8kBDJWWVhllVZXJsiiSOGGE5qWzWXsUITdMBwDmeR6Goe/7GmFjLQS01et2ut0Hr7+2Xq+FEFVVVVU1Go18z8vznHN+fT08Ozvb3t5mjC2XS7K9v+9H0f1XXy3LYj6bJUkCCZpeXj579iwMw7oWSaNxORymrQb16DpbFnlhlQw6Ta31/sHOi2f50Z07vd72Bx98sLXVv7y6bjSbcaP1zpuvf/noURwGRVb98ZM/bLfiXrfNy6zbG2RlKaWCmNQCrLJFVVxEAb17fLy1va8MUgbmxSKvq8UqRxhrCYx2nnZilNYGQUAA0BAgVzBpAACwRkoFfvbzgJBYC9w95mCkTmtqbvJd4U0AnTsZrmC6jb1wQhGMsVKbntFVEgjdZPLc8Jjdf7DGImAhsEYpozWlzMmpEUTMY8BN85kHuDVaQmQB2Lyqt4WaG2EwxuqKW2sNsAij6WRCKYvjRGupNaQI/fZv/46U4sErR43UW6+Wu9u7nCttRRQxBJDUhksR+SEizI8iBGFZ8bIslVJJkiilhOCNRjOOovV8XtaVkBJ51AsiZy3kSvW6famUw1JAjLiWRqkwCPOqooQapWpdM0rjOLK2VZbl3bt3s1XOOQ+CACH0/Pnz58+fTybj4WhIMEaz6dRYW1eV83jMZrNnz1+cnp0zxgaDQUDxdDppt1vHW0dlUR7fOZJ1sZiOBt22EBWjtNvpPnnyBCKU5RW0hmrTaLcvLq/Ozs8b7W6rNWDsoCxWl1fDOInrulZcrFbrZrNNiJdlq4O9fuBH/e6gVKKWgkHajOLf/ui7s/GMMeLqcWMNuLGxuzxf5BR71loLhFLQQggsQhtYiNbaKTwRxohg92Ozt055tOkEb+8MexO+am8AkAAArV3BtqGAuG/w8zU7uHHfE0KMUtZapRUl1FpTcR5EsbXGuWI2nAhMpNHAmo3TyFpXubtZmls3uSIRok2Yo1KqrmuMkcvQmy+Wv/7r/+rP/blf+c6f+sbJ00efffbZm2+8QRnu9+4wFgFpwlYoeCFlLVbKoUEpGThomXtz5/O5tbbV7jQarcl0opQmRmOEuRBWKl5zKWUYBpRRZIHL3VFSeZ7ne74oq9V6GYaBtWC1WhFChBB+4CutKl57nndw57DZbj17+qwWklycnc3n81deeYUmsVIqz/M8zyHCnW5PKTUaT8uybjTS6WzS7ba2BoPFbCJ4vVoty+rpaDLSxhBCq5q/eHESp41GTIsiW6zzOAk938/ydVWpO0d3EIEGwpcnZ5SQu8dH+7t7Shur4fZgECW+MQRg30HVhZDz5eLx02eYUm2s1MIdB7eqcxpxhBBAQDhrA4TAAmANtBbevC9uCIDwJmN8swLCG9TH7alyX84q8/NHzR0su9FXgZsjBf5/viCERhu3HQLWGmsooe7mQwgpJaUSBFAIIASWep4QGmOkDZRKmZsz6lx4TqYhpUQIubvWCbI551IiCBmEUAODAJZS/8Zv/vZiuX73nTcBwtoYWdaT6WRvL2k0UslLCDS10CJUFuViMfX9wNnT3aBOCEEptQB7QbC17TkMWF3XfhBQQiEELlhJ1HXcSOfLRRynnufPFwsQ28gPADDrbAURjKIIAMu5QITGaYoJrmtutA3CeDSZ/v7vf48Ent9Kmx5lECEv8B3OTyqNCc3yggvBp5NWq3nv3t3peFzleRCEVVH0t/fKUjQ6vXy1LIrCC8K33nrLaHh0b+vTTz+brYqdvZ3dva1VlnU7218+/tJAO5vN4qR5uL8bR4FUpttpEcJWq+XV5XhrZ39d5Nl6uc5WQRx++fzZuiwsRm5cZLW2wALkpgaAQmSBlUpp67JMoAUGQUQIdmfAWKu0ghhZY401wMKff/7cD8z8LMUJ3Bqdb/w5wAW9WmuVUe7X3SXnyqzbog2ATQaitRZDyNxCZhPAaY1WdV1BKHzPNwYhiJy9zH0rAJTrDTeAGkqdzsK1HAjh25WA04cBAAglUmlGCKPB7/2bP37x4vSrX31z0Nve3d0Ronjx8snB4X2PMWCCsi7CxDdaOw2F53m3XDj3lxBQR+9QSjCPQgiEEEmzWeQFQoh5zGdRUVWdTgciUual7/tKK2U0ZSwIQmd8qzkPw1AZiynFGKuixIg2W+1vfesXtZJknS3CIFZKA2iW67H7c6/KYjAYzKZTCAAiBEBU5GXaaCEIILDUowCTtBUMdnfKPOd1jRBqNptSysV8GUdJwOK0kUolO72tPK8o8y0wrz54tcwzC6A2EALk+74yejyZ9AYDiADzKAsDMR2NRuPTk2srAIVAuasCQegOxwb/YpRSWiprjDbK6I33FDkd5028JQKu2HKsInL7bLmn57bGsjdewtvbC0JoLQQAW2MgAMbK24rq9pv8/KvqWm5rrFNDuG/lHluPIN8PIMRSKF5zTDGAUChpf+7OAzfjeI8x4C4/jD1E3Gk2xjjjvDGmyAtCiDLKABjH0dnpxcX5xdVw9p//5//Z3e3O1cVZXRRWG4sQQLiuaoSw1oZzzhgzxlRVRSlNkkZdc4wswlAIjglcrxeEMEKIkDoIY4CsEGJdVoxSKTTnJQCAuekXBMaAqNGEEJZl2QjbWmtVVZzLZtqEkGhjKEb7O1t/9S//ZWSMee+996y118MRobTf7xFC1uu1lPKrX/1qr9fr9/vWWhdbIKWYzWbamLzIfd/XaqMl7/a6dV2NhsPTFy+hte1WczQaSakZ84uiSNN0vVoXeU4JGQ6Hi+VSaz28Hk4mk1pyAEEYBAiYrV7vzp27ne42wVSIWilprbbWgJufg7XWuuBNpdysWkrpIqLcy+W0fe43uk+5e5jc8ue2lbs9YTfTTtcSbmaq1gJjjTbKGHVDYPtZaWX/v79uj+MtmxQ4qwZCQRACADmvs2xpjDBGKCGBNsAY7HaLN9/BnWaMiasQ3a+7b+hkqFLK2xKQ16Kqi7JeM49BxP7k+x/+g3/wj8/Ornd2D5nnaaO0loxRh/hKkiSO46qqpJS+7xNC3N9LG8UY0UYaozEm7hquaw4RZIw5K5FUinOOMQ6CYFMeWCi4nE3nQghrnRDOQAB8zzcAVFWNMZJSAAuMsfC//yf/daPROnl5ylj42huvV3U5Gl3/6Ec/bLfbQRDu7OxorbJsXVWl73lKCgQsJthP4qqoPc9XUjJCuBDNRpMgvFrPhlfDvf3DZqvT6fWnsznGqK7r6+uhx6g1yhibJImUMkmTMIoddiII/PVyWdc18eOSWyHkv/yXv/bBhx8YY7Sx2oGKISQYS8mlklJJKRQwBjnZDAQ3CxdHYQDOemqtRQi7Z+Wm19uoy92/3w4/Xf3hfpsTDrpaR2tljL59N2+/CQC33SI0xrjACoCAtQYASwjxfB9BHIcphNDzCCYoz7MsqwEwAFqX1nl7pDYxcdpAAJSxEBNKCUJISlVV5e3zfXMWASGIYESJH4axNqaq6+M7+//RX/vLX/va29ZqDIEfBGVZOryv1sZhBLvdrlKqqjhjnrU3TE1gjdFlWbda7bKoPc8j1D36SiltjGGMucwBo02WlQihOI4JwdYahLCUQglOPV9biBAKfLaaz6A1AEDS6bQ/++xLo+3O7h3P8y8vz4fDKxdnUlWVw/wnSUwpjaIoCjuL+TzL1ogy5nlVVZ2+PNnb28UYX1xcfOsb38zz5e7O7uHhIUTE83whtDFcKdFsNSEAWgq3+4QQrrIME8IFn02nUeBFgV8bbq1PPaoN+Av//p/XRn3/+98HEFsAXFEphBBcaKPcMphSapUyNx96CyxEm1PifgZOEWVvXMs/X1TdPme35fNNayYRQi7jEtxYBK01Wtvb5/L2DnOn0t7wbSEE2m7aTIpJHDUGW7uD/kBLfnFxwto9rWZScguMMcYBZH/+sFpgldYQEQihUpoxZK2xN2WZO84O0SulNgZpUxtoKMOY2Jcnp//Ff/G//7N/7pf/Z3/tP4wjf70etzvtLMvcCCOKIoRQnudaa0JYVVbWqjiJlZSEYgCwi5MIw1AKIcFmuRSGobvF3fDWApCmKULI9/28yKUQWuvA9xllEKHlcrW7t4eBNkYhC4wFpMiLw4Oj43uvYIom44v797YPd7f+3R/+0dXw6rXXX2s1W7LduLy8pJQul8vRdR1F4e7egbsJoaG/+EvfaXe6vKznk+nLk9Moabe63eF4nOd5v9/vdpuXpyOp1dMXXx4eHrSbHUZxFIYQIW40ZfTJF093t7fW6zUvqjBMKCZFnWNgpZTn5+fWIIQgsNpYXWTc4Si01kAbghAwBtyODAC0ADq+AoBQG4UgRogCAAGQ1oIbtgO4LdIxRNBaiCCEEEFMNlxCJYTUWkkpATAQIQwQAtYYA5GFEFqAAUIQIKgNAsAhGiBCBgBjAUDQagWsZsia2k4mMytrTxbVcs227mg4AQRDgOFNwqN79YQQnu+7MlAZg/BmlgushlYhC4wyBihEsd18KoxSAgAshbTWGm0QQhDDX/+Nf/3kydP/5d/+2+++9xVMACwrqQyjoC4K3w8YY5xLpZTnM2spxhQglcSpvREgUYoQwEJrhAgAgHPuvG6UUnfmlNIIo6outJbM8yCElJKa56Co48C7PL20qu4NYgyZlJjk62WvuzO9vlBWNxrx4y+f+F5ycLCfNhIpRJ5nzWbz4cOHCKHlcvn8+fOdnV2M0dXVZZqmx8fH7d5geD1ihN05Pl7OZhCj8/PzZrN5//794fDq888/y1ZzLpSUSmmDCQYQ1HVVVNWjZ888SpEFEuC01Ts/OwOIEW1OLy/TVudf/Iv/YTqZpWlqjBGi5kJjjKVUrnJCP1v3IrsJhYMQAoSxAcBRtSlzFwz8uWfrdhhhEMIIQWghIphSSgi1FjhhM9hgcF13Zoy9rfEtxgThjVbBIGuNcd5r62oxA1zID8YEI6irNdQrSZrXK+El7Wq1uKE/QkKoFALcFI/WWq0URhgTYpVRSiOCHQ3BNS/AAqkkBoZChAnCmCgltDZKKQSR85C5q/rlyck//If/8D/4y3/pO7/0bYoRYywvSlGUUqq40aSU5nnuDopWGlhb19xn1GH9tdaEUsl5GERC1G4ZgBCqqjqKIiEEZdRtnRllCGHGWF1XFBEcsKKset1WvlpeXFx22v0waMLf/Vf/nZL29OTkxYun3W6n3emdvDx/8ytvJmlSVVUQhlKI6XTaaDRuYZWO7JYkSbfbzdY5gKisqyRJZ9cjLwzSZpMxNhqNvvzy0Wq1TBMfIQIxI4TubG/zuoTGfPr55+Pl4p23v8KL2gsjBFEUBBBYqe31ZPF73/3eeDLnvK6qWklV1qXZlNLAOSR+vvR2TwnFBGFsrBFKAQgIwYx6CDFrjbXSSbVuOriNsx4BSDBGBGNKKPEc1RhCwzm/CYRWFhgMNswPV5IT5gOEIMDWGmANghDcCKCVNloraHSzkaZhWMzngQcrbWmyHcbN5fxKGUUIARAaJeuqkPJnVTnGeBNMB5BQmlCCEajL0mgFIQEGAmgghpR5lDlPGOCcG2McxwaAjWtNSh75fl3z97763l/9q//Bwf4OY6zXahtglTZSKEqJwwVorRhjGCGKEeccE+Izpo2tpfSDEFhTFIX79DrxlmuDXNkgauHiGY2xWggWMK0ko4xQohSfzWaEeKTR6VVFTRj76lffuzg9vR6O333vvVan+fjxY4d1q6qq0WgURVHX9WAwAAD0ej0AoJRiOBzm63y9yizGr732Wn8wQBhdDIfPnz+P41hKebB/MBmNmu2EMFaWxWq5xAgqyQ8ODt75+teUkI+uvgiVjHx/sl4iSpgf/8Ef/sl0tt7e3j05eeluYzdQuBlF3eoLzE1p4sz1vlLKAsgY40JYh4tx6VybAghuKPAWOIqk289AAyGAQnBjLABACOnAf1opCw0A1tjb44vdAYIQIgyhRcCC21sHIYQBBNZooxAmgHhrLlDUjHstYMBydqEgBje9AoTQTeBcjYUgVEo5S+PNBQwQRGbTGEKIMYDAQqu1IpoAglx7gRBilAopnLo6TdP1arFarQjx/uAP/ng2G/+9v/u/GQwGeVE1mk0DBCHAZZIThOpaW2ulFJKbKIoIIZPJxA+CIIoRhFxs8pTrunadjds6EEKElAghDTSlVHDhUaaNwQjOZ2Pq+b7nBUFEKSUvn50URS6kKCqLmff2a/fjOK1L3kiazWZjOp02mk0IgBD1/v59chN2CiHM87wsS17V23s7jWZLKnF+eRXH8XI2M0p1Wo12MyqKyhgDCZ5Opx5mJEZFnTUa7ZYfjq6vhZA7O7uN2Od1+Xg8MtD75OPvj8bzOE76/f6zZ0+llMZqqfjtombzU7nBvLifAaVEGQkxoBBpAwiECDgaRw0sQJgaowFA1mhgLQDIQA2RNYBAhC2AWltttEeZrCttNIKQQAQIFEIhBAHAbh4IrLUAWqMRwg7+7shs9kbmQDAEFmuNyooDRFtbuxDjvKgFr4wxCFl880nYPN3QnVcErQXGKmSRBRhBDCEAEGNiIVJaAWwJRhZaIyUwQFqhlYE3WwSjNUMYGAu0MVJFYQiBdS6V/f3DdVY2W7LRaOV5gQnGFBujhJSBF3qeJ6VklBIAtFLWmCSOEcbI6KosWRD4vi8E970AYwIsNMYiRFarDADQbDSc5AghhBEAVpdZ3u104maSrYuiqqMkJn/4B3+ws7Pd6baEkO1OW0rZbrc/+/RzLvloVKWNtNlIwjB08Jo8z+u6dh3ZcrkkhPT63U63IZRarRaEkOfPn2dZ5kKjlaoF11m2NhgmcRJ6QRgGnX4zLyprbKvVrqq62Yyvr8739o93pf+9f/fHFxcjIa2F/Pz83EmULLgFshO39Lj9WYKfm4kDYBmj7tAjBF1ogJSSeR5CCABojEbQZX0ZrSxmaEPqBggaAwHkgmulEASCC6OlsQZaaI0F0G6mZABgfDN8sptAzv//rTZCWCklyqox6EOEVhl3dHjXhsKfCVDBzQvrnlNorLtfN79da0UIUUrcbBOMtcZYoKzGAFJCMEabf3wI3T+4tZZQEoaRNSBtpFEU/eEf/tEv/dJ3KKFR6FMWuBvX0ZRcf2e0AQQLXvt+QCkVQkghEMZlWZZFYQFoNpsWGKVdXWspxRjj5WIe+D7GBEJrrNFSWmMwgevVCmFKCEGAkUaj8eqrr3a67evhRV1Vn3zyKecyL7JWu9lsNQnFy9VstVpKeeFmEM6/W9e11vrw8DDw2dnZWVHVVcVfPnsJAIiiqCzL5XJBPaSl8X2v3+8O+luiEqPxEM4MxKzXGTQaDVewbe0eztbi1//V756engip0mZba/XkyZNut91ut0fjawcOcuO4227f3nCzfd93PxsAAKVUCOVmgy41z/M8bTbpOAght1e2wEJjMLTGGIKJ1sKpYiCEhstGkhJKhOBVWZRlaaG5fcKAdXJUdDNixbelG7z5BBtj3AR3Pp9FcWSNsdpYawCA1nmW4eYUKinBjd75Zi8Jb1pXbS2iDAsJjVEIIoyBscAC4+SJABiECMYEI6SkcjefMVBwKYWN40QK/fu//z1KySeffPrv/4V/7z/5T/5Gtl4KIaMo9pjvMiittcpoKU0cJ07fCyH0PG+1XluEPd+31kVZ8SAIEYJaSgSs5JxRkmXrfr9PCFZaAKPDKJBSCK2tUIRgYwz6K3/lrxwfH8/n88ViSQh5443Xnz59IoQIg6DTaSslXrx4PhxeOa2+UkoI4TLKkiSp6/rFi1Ot4MX59XKZLZfLyXgCIQyDcGdnGwKotdnd3T0+PtJGIwg6nfbR8fHOzhZldLFYYIza7W7Nwf/5v/7Vp0+fEUr27+x3es2yyq214/EEIdjvdQGAtz88e0M3vr23HL2TMWo382sMAHBFMaPU+aGllC4TwPWPrjEUUjhqmtrUoQZASBFup6lHGaNsf3cvjiJ4E56jjXZM2Ntj9PPb69uDRSkllEqjuZIFr3+mH3PzBbDhhltrEXbUpJv4Fohum1ZjFKWUEgIBsFoDo9HGgY3MTb6rklJppbUTUFgIAec1ANBaUNdcaxMEoe8Hg8FWFEaXl5eTyZgQjCBklLlVj5CyrjcLH6didYIRN2XwPAYhqOsKQogQ5LyqysIaHfheXVeMkclkPJmMy7JcLOZ5vpZSMEohRL4f5EVGKsHn8zmXptPb2hp0r69H2urHTx8jgoejEYQwjloHB4eTyaiuRRzHGBPf98bjUZo2xuMx8zxR836n29vdun/3zp/88Y+YFxzdPf7wgw+jsPX+V99kHh5dTZSxaRz5BGerotVqWguK3Bpjv//Dj/7lr/2/x6Mpgjgr8vqSQ0gEd8P1ep3NgyB0aAMAgb6xYQHrbOrOmmqssYxSShmEyFqY57n7KSqt7c/dc07eZ6wBEABtXdi4kLU1lmIMoG22mrCqdZ2XZWEhXGlOMUrTtK5rpbR1NBk3rtpcWhbCzSQWbcIddBAEQgjjMeuSfSyACAKzaTiccNmdDLuR3ECIMUFIKmMsQNBCAIwFvu9j6IW+Nx6NtVYQQ+TmGhZCo4RQGBMrrCZYCgEAJIRoZYSokyTlgmutCG14HlVKzher8Wi2s92vSm6MpZQzRtxHdDAYFEW2nMw77ZbD7HrMa3da6zwnJMAYeJ7POVdaAQAC3y+Koiyqui4tMIvFqt3upK3mZDxeZEtjTG+wnaTNs8uLVrNHsiybTMaTyRQCe35+hjHe3TtI0lar3bm8ulotFozSIAjyPGPMn06ny+Xy/fff932PcyGEODw8NNooZSoprueLnf398WT0vT/6A98Lus2UG/HosxfNVqvd6yDiIWtD5kPElKrjNP3gw0e/8zv/VipLKSnLHFHieT7nIi8yIXgYBSHyq7ImmFgIiVMr3FJANkNhPwyDzdKDkDwvb1Tqm+XM7Xj9duAOAHB3g7s33HUBIMIIAQv8ICjydej71tp1mRd1zfwojCJe14KLjVP+Z6sY73YFCW9Iay5eGt4MY28+BvC2eQQ3bh/37vi+ByGSUihlkLXuOmWMNpKYEiSlKItivc6NMdoagAgACGFoldLOMaJcW6O01k73wnkFIFBKOiyZUmo+ne/tDO7fO87yjFIqBIcQhWFkram4KLm2mBpEtBQIYkLIep1hShyLHyHkUKCM0oD5lNKqqiE0Ssnd3V3mefPpbDAYrChRUqxX63Ve7uzsBiElZ2cnURQ5qI0fRmenZ7/8y780Go3PLy6Ntb/wzW9dDy8//PDD5XL+i9/+ju95+/sHZVlSSo0B7XZnOp4EUXR2eWW16W9tcz5sNpuex5TWrXZTKb67uxMlcdxIptfTwPPv3rmLMSzq8nvf+5M/+f4HyoAsz7I8A0C3W+2yKtfrFcIAUSSkpIw4/ieESMuNWVRrjW6G5XEUaa0JoS5vPAx9AIwU3BhoN4FgwJrNowMhdMJl+3MKBUIIhBgaCyHIVmuSJH7aXC3moi61sb4XagAJosCDRluphLGbgcBt02AtvnkZ7f+Hqf/qlSzLszyxrY7Wx7TZ1cr9ugrhoTIyKqsyq6unS3T3EN0zYPMDcEjwgQ8EiAE4wJAYUADzwgEIDPhIDMFhs9XMVFdVi6ysqpQRkaE9XPvV95oWR4t9zt6bDxYe1fYBLmDux87+7/Vf67cAgHleYCRhABBGdVUhDPnrBfb3J6YkkbIQEAKM0fdGPwhrwdl3RAnOFUWyLbMsi6IouOBxnAqEAGCyrCDMWVXVjK1vl2txvCgKxmtVVdMsBWI9blJKS1lur5dFJS0lQiCEZVkSIhdFSQguq1ySFUkiAGKEiKKoAKCypJaqaJpeVTVCiBBpuVypirLMF5TSvb29+byEEFV1NZ8vFvOZpqnb2zsyxnmey5oRx0kUFUTTFS7Y3t42F8D1mnfu3KFVraja7dvHy9WqZtz3vK2trY3NDQkTIUBd0TiOgmDpOJ4QYHh1kxa5pGplVsRBiomUhvHG7SNZkiWZ2LapamoQhAqG/X672WxnecpY/e9++qt//+//ajZf1XUty4RS2usO0iyP4riidL3DkCU5K0oZ4nrdr8jFuscGva4e0XVNUSTTtNZTgmHoiqL4njtXpFUQ1zWr65rVbD3rfvdSga+RuOvHYt3qBZEAHAIgBIviWNY1ybaJbkgQQSYqwWRZTtN0DdmGawcWEGuFb22g++69BKAQ4nuzAEIIAljX1dqcCF/jlghClFLOGca4rqv1Q48xkQhZO07rutrd3b53904chUWheJ7XXCy/+fZxXpQEESS4gkmBEGQcCLAWgNZbUc55WRYY4e+zHrIi3zk+dl2v0WhUtGKcMV7rus6YQAhijKuqQoQTjGmeAgHrqnZcZ2fHny1mjLHv/7jn+7Qsfd+Pwujq6tL3PYSgppsNv7nR61Ws5gIgTEzDtFwfwOBmuCQAgNVqubm5MZ3Ob66uDMOUJMm2bFrRoshfvZxmSdxoNv1ms8wLTstXr57fu3dvMOgDgKbT2XQ2xYRc3VxLRNrfuU1pociSIiu2bZuGrmnq1fhKhkhBkCM8W84ABJ98/Pm//Ff/uq5ZnAR5ngMBfd+vakppJgRDGMuKxurvRpAiK9a/YcZYxbkiywhAJmpJkjVVI0T+bp8ly82GJ3hd1VySNwwzSZIgjOI0Kb67asHv+pu/l+xfj8wACA7WG3mIKs7rLEOYAIRrADEXtai73S6EMM9zADCGGIk1xnSdLgTrq956lbyOVkuytA6+IiQIRuukBQCQIwgggBhKEma1BCFASKY1q2hlqAgjFEWxqioffPiDd955C2G4vTXI8yzJMtO0k7h4/uIVhAAjtq52wd+tfWoI4fq/f72ZsCwrCWPOGTHwT/7O7x/sHE4X0/PLi36vbdmGqipxHEmSIgRZrZaKqmFEMOCQMUVRgCIJwaJgVRUlBFBS5KqqyqLQdUOWpTiKBYASBmVZMI6n05mmqYosG4Z5fX1NdY3VdRDHpmHs7+2R8WgqhJjPlghiyzIQwpqmBWFICHnjwYNgubw4P7VdZ7VarZkrd+/eQxitVsH11c3J6ZnneluDfqPdwhjLGFm2rentZtOBEFWMEoZlLKlYmo2mgsidwebp+fl/99/9M8N0NB3eDC9VVTUNGyFUlgWvWU0riCBgAkNUlAXjHGPEWL2e1L+70EGAETJN3bJN09AVRf3uJkhLAASRFIQlxrisoKquOQNr+8f3kxl8nV8FAKxzquI/kJQ452s6rWCsFkKGGGIwXyyKomBCrPc/RJLEa+Hqu/cghAAgIYDgAhMM+PdNvnQd1147q9cEXc5qQ7dajXaaxGmWSJIkFMUyzTRNLbv3zttvb2wMqqqEDHa7Hc6FrJhA4N29wXw5nk4XsiRBQCSJF0WJEHxtWF3He75z13T63fl05jjO1fm5qPjb7779+acfe5a+vbONENze3lytVrqmdtqtKIqLIoOcZWmqG+ZytSSSZLuOLkQteBLHpmlprlaWJWNC1TRVUaNwEYYxJgqlJeO1rrfCMGg0/MVyeXFxLmFysLefJDnZ3d1TFMW2nbIsFUUxTWuNQDk7O6srauj69vZOnMTvvvdekcVr+PFqFaRJvL2z2+ttOrbFeE1kGUCgqzLnAmGsykocxZphAShZticBxDhIC3pzdf3o0ZO3H76nafqvf/2LVqvVbDZ1zTw/v1hnzNeswbIsAQAN318tV/S7o4RD9N1RtL4JSgS5jilJxLZMVVMxxlEUlWUFAVgDzRmnmqaenlyuG9Lga6/m2n6zVis44xBz+PrsWM86XHC0DtZAAZBgXGRlwVi9budZeyTWaEmMMedirSEgBBFEnAsgkBCgZhxhLCGlquia6Exp9bpogMuarEhypRBMdNt05suF41qmpbme22i6Ubza2dmez+ePHz9qNbsAwU6nfX1z1mr7YRhqui4E0BVte3uLc356erpu+QMA1LVYz1vdbne1Wi7ms1bDv766cFzDtnRW0TSK4yRK40hRZU1VVJkAwRazmWu7EKEkSxzXzYo8iEJVUXnNZEIkIhVliRAuy9LQNSJj03KLkiuqIkk4DANalkLwosgRAnfuHqdRHMVBsIyI47iO40wmk/VTH4bR2uJ17+5dxupWo4EROLu4wAg5rjuajFgtLMtxbBsj4jheliYVqzRdz/OcYIGRFIQxr6HvtQSSllHMRQXrumYME9xrt64n3S+/eXF29vliPt3Z3Y7jZD5bVlXFGNM0vaJlVVWddnu5XEIIHMe+GUa6oTHGWFVxINI81RTVckzbNmzbrKsKIVDXFUaw4ftEUoiklLQyTSPLY1VVi7xOkld1vc6zI4RAVdXgddyKcQ4BIwhDhMDrPSAQUHAOEAIIMs45ALyuhBB4DZl57b5C3/3B7wdzJATHmHynzENQllSSiESkPM8IIbIs0WpNnhEYQYyErkntdkdXbd/3VE0zLWO1Wjx79rTf7wbB6vbtW19//VVeZI6rTiajTrtXFGw8XlS00DTN912EoGXZx8fH33zz6PVuVCCEOp3OBx9+oBnq028fXV2e/93/6D9yHBNDIwxDgqWqLhGCRQEhYNdXAmO8tb1bFtSwrCLPIS5VXVsTA9I0VQiBAFaUIcQRJEVJOa8M1fT9ZpolhBCIYFHk6xoLv+EnaWxZRpokpqkSIECeZrqmrJPBRqtDJPnm5rooinbLXy3ntm35vicr0nIZ9PuDqqplSVEIqWqWJjmWpIqxNMlVVeGgjOIAcAwlOUpyADJQVU2/eXr2fE0ink5nRVZdXV0s5tNer5dnRZwkSZbJhAAuWC0EgJqmJ2nGoRiNRxAImUgYS1wIILiCpbt3jiSZBHFg2I6mGRWhECLLNNfiuqYpGMuWZam6GgSLilYSVs/PrymNAeDrIRoIBiEo6xIhRAjmAtRcoPXijzMAAEao5rVgDHIo1utggIAQiEABoVirYkKsVzrgb89EIQRc106veww5F3Vd25ZZFvlam6hZBqHgnEuy1Gw1gmhGJLgMZt1u3/MaZVkagz7nvCzL09Pzbrf38OG74/GY0qLVaI3Gs6bfunV4mKbxYKP/1VePKaX9fr/ZbG5tbV5dXauKKgDQNBUj+OTxk0F/UGTJcjE7Oz8RsB70eojgvMxs2wYAFjmtTW6ZVs1YXXFV1SRCdM+fB/M0T32ngRWiqqqMSZKmAIKiLAUQiiLHSVWULA4jCeNGy4/jkAt2eLi/XC4F4J7nIwAUWZlNZqTf7iZJCGTBOLdsDxPl/PLKsswwWK1WQbfdStMMIZwmWafd4aAimGAsAwRpSVVDFwDQLJWIpNs2Rqgs67LOS1rVDAhA0yLiy7Kkqes0PL95dTM5+fKZpqq+7xNCojBK00wAASHCEqooJZKkqepoMmKCASAMXec140BIkpQnyfHB0f/6f/W/BDL+4usvL87OEcamYhmGpihKURTld3IzqVldU2pZRp7RPOeeZ69Wc0JIXa8lIhm89o8DADGCYo3whggiBL4LGOK1MrTukvh+G4gAoOu3Gv5OJ0Pffb6XML7ryFQUtaYUIViWpabra80WQsgYg0LIRDYNR1Ely9YdS2CCIGSSBPO8NAzDcZxOp51lmed5vV7v5uZa0+Q7x4eXV9cA1vP57OrqEiJR0pwLFgSrjY2NtUBqGMZqtTo4PJzNFmmSv/XmO3VVaLpmW+bW5gYU4mc/++ndu3d3d/e2t47WC661iWhti7IsS9d1SmldV0EU8JpRQlzfJ7KSpmmWJDLBgrEizwxdJxinSer7jTSJhsOxLEkAISBgmqZxFJmWRb799tu6ol7DBgC+eHkhIBxsbjiOvbu7k8ZhmRdRGEdJ3O33izzna/s9URVNBQJqmg4AIC0sSXKW5QUDmCjtrrtcJAWlAHIsYQCB63kvX5xqxmK2jJ49exEGoaIpcRznRU4IKWgJhFgnNfI8K2khy1JZCbGOqUAmOIOEqKq2udnP0pgA+d1330nCGAKOX+9bOOd1zVzH1w21YjWBkPE65bTRaPzu7/5Ou92czxej0SjPcyGYEBBCDMA6PwgxQZxzgOF6kP/+8gj+g8/3YsF6Ol6vCMHrLfhrVYyD9aMKQJHmEEDOGCCk1+vd3NwghGmVrGc7ImFFkdMgwMh2mk6WJmma7e7uDIdDQnCj4QMI8qwYDse3b91Gm/Crr77e2trqdhsA1kkcFlmWJklNaRyGAgggZpZlLxarMFhCCL/84jOMpf29/TffuO+5dhRHCALbNLIsffjOw5/97K+Obh2tbQSyDPO8kAjWNS3Psqqmjt/QNCOLQ1aWg41BFMer5RJjYhiGLBFNURAQjmUkcSaACMMQYagpapbF2CKKLAVhGCxWmqKapk38drPVbFcVz7Os1d6aLWe25UpEisKwLDJes3a7M9jcVDStpgVjeDga5dl8Y7ABASiSDBMsEaxggnUDEoKQNZ3MJVVyVcwFL3IFcLRcjW7fuTOdhb/+s59GYWyapqqpRV4ghIqyoLTsdTpFVtCqBABQ+p0QCoRYLJeGpkqqQmmtqvre4Z6iSOFydXMzbDYb89lUltW1pm3Z1ubGtq5bNSsVIgtKAUIEE0mWIdLffOtBUZRXl5fzxSKKwtl0UZa1LEtrlB78rnFHiNdVPN8fcOs7/OuHC0AA11YEIcRa5nk9jnNJkuqaCbHW1iGEGKLvTAfT6UyS5DUfgZaCM27bRrPlIFJzzpotNyBQltuqarTbbcuy0zSpWbVaBhjJM3+h6/qHP/goy7Ob4bnjmH//T/745z93bkbj1WoFIfzBDz68uRnKsrJcrC6vLoTgEApC4Jtv3dM0Mhlfew1fVxXXtuu6lCTp/ffeM00zLwrP8wAAGBPGWBRF32XwS4oQIhgjAMuixIQQwsq8kAhezGYXZ6fHx8cYIUmWNE3XNFUAzqp6DVZJsyxP87Kkpm7c3Izg119+WxS5Yep5Gmsy5kKoqlbXdLFYmKYhOIMAnJ+fb25uyrLCAAcAqFiRZHk2n1ZUqJrqNz2MCaU0T1Ld0Mu8ZIAvg9X60cmynLHa81whyK9/8+V//0//uWZqWZblWRqESwihpmm25SBEJtMRxmgtzFSM2ZaFEYqC2LItWua9Xvuf/Kf/MUbY99xPv/giTNPN/mZelJqiWrYpychzGlXFGK/yPMMQCIizgmZZLitSGIZVXeVZXhQlBOjy8urs7DTLCozJmrONECFYWntEBUIAcITg2k+BBAIIAgQRwuj10/ada/511Gf9S3i9k14LpGjNlVx/QYxxWRZCcMEAZ+UbD+7cvnWUZjEAghBkma6iaJKMsixBCEMIz09P8rzgjB8dHW1tbWdZ2u/1izqfzsbHt+9enF/95c9+2mh0XNeGAJvmejnIkiROs0Twut/rv3H/AYcAQGCoquDctMxXr07Go8n6pLt96/bW1ibGOAiC9UWyLEvbcbM4WC6X2/tHvudlWWZaBi0pwQRjlCRxEKxc11dVNS/KoigMwxBCrN0urK44Y1VJKaVJHHMhiCpjDOWa5tdXF7qmapqmaSXnfJ12r6tCVcig31ksJhDgwc6OphoylsIkUgwNSVzTdCHAfLHgjDmmBQGMk3gVhqZlOo6zbgQxTTOKQoT47eOjza2NIA4VWU6T2DBM27aSNBlPJo7trtdY31sGfM+DANCirCtKq5KxCiMEIYjiOEni1Wr14QcfYCwhCA1DD4IVAEBVtSguAYB8LagDYOhaXdeyJAnGJEJSlgoOB4O+bVuPHj0OgkCW5XUMhyOIAOZcvC4geZ1uZd+Zpdba/ffJ1b/dBL5W1dfpIIwJ57yuK/Saa8oYW9u5Gatqxj3P9z1/sZi3260oDtM0Mw23ZhWskW07RCJFnm9ubsVRxBi7urocjYbNZnM2m/U3+0EY/vazT//uH/y9PE9Wy9i2rbIqTUNRKoQxcmxDCL61tdVuNrMsLyra7fUgZ3VVMcZ/8IMP4yh68vRpVVHO+dnZ+cOHDw3DePbsmed5tm3LklQSqdPtqYoiSVLN6qqisizHYQwRME1TUWQhYFEUhEgAgCiKms1WURSEYIRQFIbrrSgH4PLqklycPV9vhRzbEq/DRppmFEUWhiHGoK6KJElVVfVdT5HkJMlM3VRlWXDaajTTtIAQNnw/TRJVXVOXqG2ZBaVlUQAIOWcYI9M0S0qn8yGAvCgKx7HjOOK0Ho1Gvu87tp0kKYDrPkqOMJZl2bLtKAjiONY0pddr67r6+PHjg4MDRZbb7Y5h2Z7rrFPCQjDDMNYCEufMMHSIJM5qWZaXy6UQXJUlKHjNat930zQPwxhjvL29XZY0z3NCsBBMVExwgiVCIBaAc8bXbgX4t/meddHYa4v0a/cOeE1/AECss7Gci9cmcQYhqKpqLV3KshxXia7rjUZDklCapUIIy7KFAGmaaJoiSfJiMc6yXCay5zUg4qqmFEVZszoIg/lyYdq669pZmt46PEqTEmGIMFxzhRRZDoJguVwu5wuZSOtyDkJIXdaSLKdBcHV52W417929c/LqVVlWnU7n5OTEssz9/f11SFqSiOM3GePBalnkGULwxbML1/Utyw6D0Lbt9UjKuYDsuzVXnmfL5dJzXYzRmu2GEHIl37BMslrOTpYr23IHG5u9jcHaGpomaRxHEAFFUSWsJUlBiFLRejFfyIZd1VxFkCZZSGtZN6M4dmybSNL6oTQMIwhDAcC6vsaxnTUyJUmj1XIWRcE6RbnWrqq6zrJM103Xc/M8oVX53XhLSFVVWZZvbW14vtPvdzYGPVNTO50OQshrtpbBanhz47i25ztpkquqahh2muZCsLzIZFlRFHu1mDqWWVT1Oj1NJFzXwnUdiUiTycw0zXUdLUIwy1KIRFVVEK/3yt8dbWubFBMcI7hWNODrJOAaAPH9akgIsU6nrRdFlNK1iA++wzNzVVW44KqiZHnmeV6WxbquQwjTNJUkWTdkScKmaayFnka/qcjkm0dfNZuNt956e7VaRVF0fnHFwlqSyC9++fN+u6fIOq1KRZF917dtO4pD2zZcx4miGAAQBqGiqVEUqrLMqspxnLPTU1lCCOG93Z0oTgUHk2DyZ3/2Z2++8eDW7dtxHMdxdOvOA0NXdFWazxeShFVVns2mum7keXF5eYkxRAi3250giFzPtSwriqJ+v79cLDzPVVQlzTPDMEpaep5HsqIUENGaIUKCIKBliSFqt1q2oZWUUlpiiHZ2d5MkCZcrz/Md28yqEkNh+x7NchlBUVXhKoizfDofu6atKaoqKWGaqKauQyWPMyAhIoFgMYvCxcZ2t67Qyfk1LfM0TTYGGxDjsuKEQJgLQggtqUwky7TCYIUQf/+9hxACy9I911FlvAoWjuM3Wx6CoKzrwcaG4AIaOEnSkhayIstKE8erOIoR5L7fyrKUVOU6umkbVpqmWVFomtJtt8M42d7eIpKUxDHntaZpvAaUUsEYwuT7XbUQQjABheC1WG9vXvuJ4fe3Rfg6qLMuIhBCvO6VRq/haUQIrqkq4DzL0surm53tgawQiSiT6dAw9SxLGaNCxNvb23VdCwEs27pz78Evf/FzhKTBoD8eDxGCmmp4btN1HVrkH3/y8ebW5tGt23lZONhdLucXFyd333ifKHqWpaZpXl5eNjyPMpEkGZJwXZdff/GZ5zdVTWl3+4Lh3d3dp4+/+dUvfi5JuCjL47t38jwqC8Rqbjk256yhyHfudMuyFKI+OTmxbbvT6VCaN5s+pZUkEV3TFouFEDwviobfsCidTqdRHM8mU3J0dHtt5pJkmWBMMFZlRfA1p5M0WhatyorViqnvND3MQDKfea3mPFhBLqJVQBYrxgQxjGa7hQnMkhRCKMlku7GZ5CmruW4aT14+C8Ola5pbm1tIMSbjhaXJuWVapmEYeqvbm0wXSNTRagkRkmW51WqqipIkkSxhIFiv3WG8Xs2XTFQ/+MEPiUSIJNWsNk2zLKlESEkriGASh7QSzUZblhVFKdevvaIssywOVgEmGGPsOK6kZEVRmpaxhnPYtqlrimFoSRKXRVFzJgPC1yfy34JlOOffmZLXzDT+HzT2/m105291BwD+Az8+pbQsS0VV65prqoYAOD05HfTaAtSESN1uN1hFBONmq7V2bzLGJIyhALIk/+T3fhKEwZqEtr27pyja2dlZkedJHMwX8z/4u39QlhRIYhWsdMNUZa3Ic7fZ/ebz356fvnzrrbcY45qK253WcDJ2PV+R5OHw5ub66v4bb4dhbNt2o9kkGPf7vdF4UuTFxsZmEqespoIDichpEt8MhwiisqT37t1fl1wmSSZJMufs8vJmbd5NkqTMcqooi+VC0zTXdZMkIZPJtNfrlUURRkGj0XAsOwrCq8Wy0+kEYagXeqfbQlWtmzoAYHRxlaxWaRxHQWLbVsNyoziU1DWqABmmRSCSMMqzBGVCVDyI426nt3dwyGgBBX/y/AXBqMwSmgS2ZRVFocjSYhnSitZ50mj4k+l0HdgaT4a3jg6Obx/eOtjXNO3mZqhpmu0661caLalhGJZjp3mRJAmlJSaopLks6euZV5JIXddhtHIcK8uSKI6qqtre3pZkCWIoBFBkRVaU6WyBMSyKwvfcKE6iMAmisKrrmtUIQQE4499TkAQhpK6/gxBBiBRFXneioNf4GvEdTBCu7QZrm6gsy7IsM8bCIOQ8tEyj127PFwtFlYkEHj/+5r333p+MZ4Tg+Xz+PYdtuZz7nm+bhqKodV3f3NxYlg2gkGWp0WjSit6+fey63mw+VyQShbRmAiL83nsfyrJU1HxnZ4sWKcJoNp9i3Kg5dxwnjiO/1a05G97cVJQ2W16e53t7+6auCQgcx8mydD6fm6ZdFKWiqLIsCcYhhJqurb/LKggt20nSZLFcuY7dajXLslQkyTTbL1+8TNMYEZxlaRiGg8GAdDrdq6vLKApH45HvN7rtjqkbpmFKktRoNEpaFGkuyTIrKo6w4zZn07nbNvteA0BY1FXEqo1+t0jLKIjWjcsQgVW4hAHY2donqlpxrqia4djDq6uaMc+xMeQbvVbB0Gw29113nlIDahfDSyGEbpidTltVlEGv/d57Dy1TdzwHAHB8904cp3s7u0KwOIniOKK0UnWDYCxbdpanJc1sx0JAFozQisZJpCgyhCLLsuVyoSiK3/ABAEEQQggVVaFFaZoWADBJ43UTuddoBqtInk1pVS2WcwgApXRd2/S3HtHvjAxgvaAUr7EL30cq1q+u78kzEMLv6VZrKWxNK9V148WLl82WQySUJDFjTNOVtX/8/v370+nUNMzpZJJl6e3jO91et2J0Mh4nWbqxiVutFi1pVVXX11ecibfffIAhbDQaWUF/+9mX6Wp8794dy/ZMy4QQHh0dzWY3s/lqZ3e/3T5IkrSmxQ8/+uHV9aissqKgjulmWX55feX5fpTEUZwcHh5pqs65qGglK8p8Mb++uXn77bfLsoziGGNsmpbkeHVdEwKLnBZ5LhhzHZvWVbfflSTp+upqFSzhv/5X//yLL76o67rX6RZ5/sMffpimKYTC8Txa1ZZl53kmy3JRFJbtcs6ns1nD9wxNAwJyJsI0SrLYNu2K8jQNF8v5wf4upZUsk5KWBKt5QauqBIDVdR2swjCOv/76m6woFEUhmBi2/Ytf/iYJI9OxOIOthn/31iHgFYLCcjxVMzv9jmdIcZpGBWi6PiJQAJ5lGatZnCSGoRuGIThaLGZEwpyJJEllRVZVpShyTdNubm4Wi4XreoahM8ZkReEcrMLQ0DTG2GKxqGvuun6cJHlZxGGUptlisciytKqqdWEpB2jdWPi9fU8AgBGSJBljwpigtHhtAUVrzsf6OSOEQAgsyymLAhMEAMeYAC4cy5YkifH6R7/3g93dzVWwMHVjuZhNJ9OdrR3LsjDG15dXhADLspI0d5ueaTrTyez01cs7t48d142jQNGQbXrPHr+0HGuxnCOC3//gg8VicXN9lUSB5zdUVf0uqEe058+fDzY23nvv3V6vOxoOi6JYroI0S3VVefOtt2VJK4p0vpgiQDJKNVUzdR1jNBtPBrvb1zc3lyenzYbX7LR2dnaTOJ3PFxhj1/V0XV+tVgoBQoiyKCez2d7BAQBiXXlMiqKglO7v73uO67nuGl6wbutDGCOMi7LM87zb7ZZ5XuQ5K7Kzl9PNrU3BhWnakOeIJTSvFMWyOv26YkVeS5JuGFaSXAGpMnS9LOFyOdN0jXNumea9u3ebrfYqWEVRNJtNj3Y3AWOW5zIBVUWGsC6qotPvel6z2xs0Gv7p88eUlsNZaKoqRDAtMgihrmndbkeW5bWN0/W8PM8QggIkRCLr9fB0Ol1Xj1qWCSE0TRMTUtVcM4zVYmGaphACCCQAcF2bLWtJkmzbUmQpTpIwDBVFGY3GgAOI0boyjnO+rg9GaF3i+l2qTLxGmK4JAIZh1DVbB/SSJFVkpa6r9TgvgIjiyLIsAEEUJqwGg/4mBMI0jIrWX3/99cOHDymlWZa2Ws3FInHdRl3CZ5fP79+/C+r65vp6sZinWaZqCi3Ph9fX9+/d1zSNA3Fxfo4xOTq89dd//TMAMcb45csX7zx817btzc3Noih+/jc/V1WFc97pdOI0ffXq5e721uXlebfbY7WQJcO17W+fPXVsB0H41Vdf9ru9dfbwzp07dVUmcfz82dPDw1utVsswzHW6DmOUpKmua4qqQoRubm7WuAfLsuC//Kf/H13Xq6pCELq2oyhyHMdEQrphAoRVRY3jyHVdCCFgteBsuVxBCGRVjqJY04yqqCAQAgBK+ebudhwnSZKqqskYLcq43eosF0tKC1WTAASMCSLJeV4u5nNV05qN5jePvn7x/IlnOzXnhmMvF4t333mnqmu/02IVs0wLCPDyxfOqLDa3toejcZYVrW4HIbRuCl7Tm1gNFEVmvE6SDCFoWdZiMRuNRmVJPc+1bXsNo6qrStE0LkBR0LqikiQFYQgFyNJMQIAwrqt6OBxJslSWtChpRenp6eliEXw/m7PvS3gkaR0DXrd5vZ7lIUJYCE4IEQxywXVdVxRF1400TbIs0XQFClBRihHSDN33nQ8//MHmVg8jqMhSkWVhsEzTrNVqIQDOz88wVlynKatSo+E5jpVn6XB4s3bsmLZ3dXleVfnw6to0LCLLEKIf/d6PMYLj0XC1WrZa7aqqe90urWrTNIfD4XQ6vbm5aTSad+7cObs4I4RcnJ1Wdbm/v2caXhIXraafVYWqqndv3a5ZPRmOgiwBELY9f9DrXN5cXVxe7u0eNBrNqqo9z1utVuuYZF3XjuMUZTGdTl6Xeckkz3PbtjHGBGMAQFGWdV2XtKoY29jYLik1TZNzPh6NgtVqZ2dbQNTr9zjnCEpBEJmmVdJS1/T5xfXTp98ONjZM08QYjsdzAXiaZpqqyhJOs5hIuKpFmhez6Wy1Cg4PDiSJbO/sXFycN5ptx/eyPGs1m51u33acKIkYrixdmy+Wt24dLxbTq/OTZre/DswA+J3nwPO8siw11apZHQQrWVaEELPZLMuS9U9H1/V1fLkoijhJLq9vmq22adlZmmCMWV0pktxqN+M4VjVtsVi1Wk0ARFHQfDIlhDQajThM15M4FxwjjMB3CDgiyZRW3/tRX68OUV3zqqp0zVRUBQKoapoQQlaUqqJVVWEI67qCRIYAMMavr4eyTHRNhUAQDIUAvV6v0+kgADVdKYuiKCuCeV2XZSEjDA+PDibjset5AMuStFcWpYIUIZisKoZpGZpRs+r+/QdpmgAAKaXD4bDVasdxnCRJo9F89733hzc3tm3fvn27orTIkulsurmxc3FxtVwue73WwfZBFEZr44YkSXt7e4qinp+8+uzz67feeUvTNErrPM/DMFq/mIMgMAzDd11CCERoY2NjzR8cDofwp3/xryVJYpzLRDI07enTJ7Ii7e7uKKpWMX51eelZds2q+XRqe06vN4ii0HVdhFCe55qmzVdLAYBlWaqqXl6cxlF2dHhvNp2qCiQyKovatpzFcv7FF5/vH+43Gq3hcKgoSrPdpElZs5pCVhZ1FMaSpDQapmnqVcV0w7oZjjAUSRyZmpFU1LMNUtXDZaCodkHGswAA9WNJREFUGiHE8xtYknhdCyDqWkCAAWQ3N1d5Xnhew7QcIJiuq3Vdx3G0NrFQWpe0LMpMkTXGMKUFRsI0tTAMOQCqqk6n0zBIJInQkha0rBlLkixNsqvL68l0ymq2JjGvRVHHdgVEeVlwwaqKrjvDIEcCQEwkhLAkSbbtcM6JrCKMkzTijOGapzSsad3xO3lZqIbiWVa3171399ixjfPzk8FGX9O0NE11ItcVzfO8KGmUxIeHh/1+n9ZlFCVlUXDA2902AJwQnZU8CmfdXvPVy/PxeLa9vd3t9QxDt0yL82oyHV9e3Ozu7lVVhSWiGTqlNEmSrcGgrurhcJgm8aA/iJK01WpkZY4xdiyrzEsmOK3qbqeX57lEcJommqYqijKfz6uKAoDW22vXdeu61nV9jW+xLAtjVBTlcHhNOGNnV1c72zu2aXLO3nv/3aurS03TMJG4qBvNJkFIR1qr2eBAPH365Juvv/69H//4/v37SZIkceLYTpwmCKEojICANau4yGpRKmYjCRZPHz3zmq2Dw/2f/OTHWZZVdV1XVafdQgDGacoFqwVzbNc2zE63F0fzOEnanW6SZY7jnL56mcTxxltbIIkvLi/6jSbjIE7iQX9wdXVlmKZlWXmey7KaxBGEHAjQ6/d03SzLiq1fMUKs6x6qqgYAUUpN3dQ0jXNcVloYLeM01wwrjiKMiK4bElEYY1SmMpVXq0AixHPd0WgiSRKEqKoqIklFnsuyDCGC64pXLggmuqpVdV3VtaJommYACLEkE1kDABJJVhRFkmRZwqIsQQCm8XS1WqqGqqoKxvjgYFdViWlpg0Hv+upqY2PDc10iICFOksSYkDuuu24QqiiTiKrYel6kZV4DUDOJu7b39Mnw1asXBwdHk8k3g0H3+uaSYEwQObp1KMvKGjiwsbFBK4oloijKeDJeZ0M2N7fqury8Ou/3dkzDyvJsOhufn5xKkuT5XsNvUlpGYZhlKed1t9sBADiOs87brX0cRVEsl0tFUSzLWm8jnjx5UlXVcHhDAOedVgtB8Nlnvz042J8vpo5jPXnyRNX0oqSe70sSuRwNe92OpmlVVc3m85ubm/l8zjnf2tpyXHdrc+vF8+dXV1f7+wftdgcAXtJyNBpdnb4yTbvhN8ajcVWXcRxhLBGEoiCECCuaZtv2ycsXxwe3EYaz2Xg+m6i6Limyr+lnp2ecif29w6urG0mRXcfLqkpWtFa7SWlpWAZGeD1fy7Ks65BI0DA0hAmESFGUGhGESJ7nkkTW4Ks8LyCAtMgNTSGEIIhrTRUApEmia3qSpOuKwPURUFWV67pZmqdp3m61VqsV52JtDlmTFzFGFa1VWaEVVSSiyDItC0nS1u01kqJAgoksE0xYzfb2dloNfzYevfPwwfNXZ198/nkwH/cG3Xa3++zbJ8vlUpHxfF6rsiQR8vjbb998803HdhzfBRgCAKqqjKIwCFZEkjc39whBQQgIxtc3U8NQzk5etlqt8ZinafbjH/9ezepHjx+/+eABEGC1WvX7g3arF8fxbDYDECAE6TrURKSqql68eO43vE5vEIWhYxr72zudVuvxkyeM1U8ff3v//ht5ltOKcs4kmVQVJUQaj8drK9HW1raiKGEYcs7/7b/9twcHB2tsdqvVkiTp4OCA5Fkmy8piPj89PSloNh6Nut3O8fHdq+ubv/6bn//Oj3630fCCMMIYTSdT23Yopf/m3/ybP/7jP67rejweyaqSD4cAgL29XV3XFFmbTOdZnBua7Pl+u9OrKMuyDCJgGKbreLPZLEsz329qpj2dzjqt9jdff9VoeAKwNE68RiPP89liWdFqsLHBKM/zUtPUkgEsy5CiIIwAYLquS0SGEC4WC0qrTrsvQA2ELABAmCiKVpVVGAaMcVUlqgoZ457nz6dzVcaSRIo8lzBGvJY1VZG82XzpeR7nvCxz+B2qShRFqalqHCUIIdd1R6PvfuXrh09woGmaputXVxcCCFbXnHEAuawomm4omsZgzXnd6nVpUUbRktHUMtTT8+ebmzs/+fFH/8M//6c//9Uv290uAGA6WeiqrnZby2UIuNjZ3g5XQV3XaZZOp9NWs2maWhiuNF0nEhmNrlzPUxSMINRVXZXVQX/QanZv3Tp+9erF7u5+GEZvvakNby6bTU8I8OrVqed5CMFOu3N2cebYtiLBqqrG47FhmKZpxmnqOk2NJCcnTx3bzQt66+ioZnXTd8siIwjJsiTLkm6oEMBnz58ZurG9vb1cBsvl0rKtNVFWUZTT09Msy9YsoHX1HFmu5lEcc86TNNK0Pdu0NcVI07Qoi/fef39na5tW5Qc//JBT+s1nXz0KvpVUudnw281mmMRhGpe0jOO42WwmSZLlyWoVJHGepamuANs0VlH28sUzz7HuHt8ZDAY/+9lfAQgEAGC1Uoui1elcX12Mx9dZkVU1U1T52Yvng43NIAwlokVlWJTlujAdIRQVmWmYdUX73b6AfDqd1jU3TVOSpDQLCSFrBAjjQtfMClKI1qN9IcsSY0CSJKJIVV1WAjAI8yxXdUOSSF0LXdVURamrqqrQGpWjKiqEEZFqr+kgiURxLMtSWdI16R9CWNKiZtV8OWOsxhhVdY0wxgpRFFkmEqtFHMWttgfr+ur8vOH7F0m0Mej2O/5XX3zZabtvPbz79MXTp0+fEYwB5Mtg0Wr7R0dHX37x2Wg4ajQ8SHCj1apubhazebt1e2tr5+zsbD5b7u8fSISkSaxp6vn5yb1791utfhynjIm9vf3pdFpV9e1bdzDCn3728wcPHhzs3SuzaDZbBEHQ7fVm0+nW5kZRVpzzoiiIJIG6Pn36SNW0g/2Dq9EMEikKA8symo12HEVhFCqqGsVpp9u7uLq4vjzf3z989eqk1e4ABEtKueCgqgzD+OCDD9ZXnLUgnKYp+eS3n9+5c1xX7GY4efAGevvhQ1bXaVnevn2nolWwWqVZ6nguAuKd998hBNmmgRFKabnX2l2tkobXtE379PR0c3NzMp2XZUkIpnV5M4p1Q3f9jq4pF+fntKSnJyfXV2cbG5t3jm+HQTgcjsajq263+/f/4T+czpd/8Rd/4XdavudxWncaLY6l0WgkKXKj3RrfDC3barZbBGJNVYLV0vEcv9GIwrjT6ay/xppFLmEsOIjCUFFkQggh0roaR1WV1WqlqiphpKqooqq0pAgjWlWMCcs2EAICcEVRyrJc831831+uVowzIbjve4Tgs7PzPC8opd+7EkzT5IxDCApKMZEkSYEClkWZFrTMs9JUl3z25r07l5cXP3z/naOjfZpFy2Us6uLO8e333nv3L/7Nz4729iFiikpqVjDO7t578PTxt8tl0NONsii2t7efPX1aVdV68GCsOr84mU5HkiQ1m62PPvro2bNnURzouuESKYoiXVdns/lf/uzf3rp17DrNX/zi54JBz7YUBT99/hRhVNHyk08/3tjYdl2vqirbtiejkWG6s9l0uYqPjm9zwVhdXV8PFVmRZbkoqSRJrmNrqvLg3oP93X1JkqMovr6+6XTba5e9TKSnT5+u//3XubrvSpAXy2A2X/X7/U63P50tNFUzdPXu/TdGw+HJy1cNz+v3+2EU5nEsEVRXlUyk6XyWVJWuOZuDTcPUg2Dp2q6hGVtbepIkp6cnhJDN/d3VanF28hxD+M4772CipFnS7LbDKLw4v/jyyy8QQj/86CNFU8MkPr+4OLp9q2Jc14wXL185ltMa9E3dWCwWcRS1Wy1JlizbiaOIloUkkYpWaZ7JslzSUpZk0zTWM1CeFxiTGrAoimzHXtsMJUlGCCkKAZAAADVV5YKpmkokgiUC+Pe1XkyWlXVQbN1iHEbR5tZmbCeGaRZFYdt2WZbrNnJKka7pZVny71ot4BotAiEIgoVpO3eP7kfJbLDR3d/e+pO/+5O33n7zF7/46//mv/1v7969u7nZnownvV7v4OAgjROBqn6/p+u6ACIr8sHmAKGNIitpQSVZ3t7dlWUJY5wkiWka1zfXvV7v/sEDQzfWtp/HT77d3dldcdBsts7PL+fz2cnZq7IodrZ2MBIQiG8fP3bdxs7O3vX19cHBnuvZQHwHjMiybHtnZzQed/p9TdM4BJIk25at6+baspiX1WR0Q2nR6fUPj27Jsry5ubXuqZvNJoJx3/WWy6Wu62ueqOM4QRAkSWJZFlksV9c3Q0XVfvDhR5eXFzVnnW5HQBTF6cuXL5/X9VvvvnN0fKvfbpd5efry1eejR81+VyJaXpSmUQxvlgBAx3aBAIyXl5cXQODdnb0oT84vr1xV0TS93W632r2r0bDZ61yfXdBabO/ud3tdgcknn33+5ptvdHudsqS+11guV5CQktc0ywkhDdedT2ak2awLLCtKSct5GPQ67TzPEMKcsSRONE1TFAVCsH6MNE3L8yKKI8ZrXTcghKqqJ0kYx7HntSBERVEwVlmOTUtKCCmLkpB1paCaFyVjLIpCwYVj241mQ5Llsqw4XxmGvrOznWVZlmVrhX1tUOZCQC4AQIRIiozjcA4RqCjqdb1jv//hh+/99le/ffns8W8/+cWTJ0+Gw6luGN88ejydjm9Gk7394wiTipWLRcAoVxQ1jJb7uzurxTxNE8u2oyS2TdMwzE6nMxqNdN1qeG3TcIc3I9u2RsORaZl3jo87na5lOrSqNNVyXf7R72xCUckyfv+9H3q+59rNNM+3t3cHg60kXhJFERxRStdKgappftNf42vjJJFkOUkzWZJOzs4cx9na2el1m7/51S/jMFAV+fzibLWa+36r02kFwfLq6qrX61FKVUWllJ6cnBim4TquZVmz2Ywokuy7Hq9ZuAq67c7h3q7rmJwWrKb333zDsqzBoH9zdd3v9Szd7G1s6JkHIKySxNCVqi6iJKQVY7Su6wpLYjy86fc3h8ORbhvdVuf4YD8vKyH4dHRRpGnF0e3bd5CAzXYrWMzPL04++OD9tcv7yeNvDw9uCYDbnZ5pqVsb/avLoa5YABJaVxgIIDhjrN3pVBXFEHBWc4AVRV2twlarRSlN00xVtaurG864JBFVVYoiY4wvg1AA3mw0eE1lSYcQZXkUh3Gn007StCwKQiRZVWhdIYJt1cqyyPcdQqRVnCZZKQRvNHzX8V69Om212qPRKMuy773IWZ4BgDDCZZ4RLN59+80//Hu//+tPf4Nx+eEHP7p+9erxN18CSWKMX1xcVyUAjERBhAkJguDi7LTb7cWrCAisKvpiNJ1NR77pbGzuPH38al2Xp2naZDYNg5Wualma3bp9W9d1VVFurq8HmxsAgKIoXzx7vr21bbuuacqDrVsAk9ViLmNycXF1M5r4zWa6XF6cXzSavmbaeZYoirxcTVVVd20/jpI15wQhqCsaQZKicELw7dtHcRyfnZ5yVtx7cB8CfHp6qijKfLFERB6Nxlme2I4eBEtTs0pKAVuXqKOiLFhdmaZJtra2iqLwfS+KolareTMaxXGYlRVjvN/vXV1dWZbZbre7vd5yOrdtu2SsLMvxdLy1s3V+cX51M9R0wzbsilaz64Vp2oqKXa/R39icL+ayqo7HY4ng4fCq1WrLkgJAtYzjyXzqmiYmJFitZrOlbdsbg02EcBDEjmPrpvL48RNN0euaF2UZRRHGKAiDzZ3t+XRa5PnB/r6mGWGclJS6rjOZTE7PTo4OjvI0dmwrCkPPd6uqUhVZkuRVEGumWhZFVZa6jizbqaoCcB5HMUJoDYReLpaKomJJSeNka3OvKgtEJJRQS1dyKPK8SJPQssyNjUEcR0kSW5a9nlXX/E9IsADcsc03HtzFGI2uh7/55LMsKx7ev7u5vX0+uuEQ7B3sI6IBKB5/+3T/aK/fH7x6cWqa5ka/p8mqADxO4v39g7Ozc0lVP/zR75RlWVZUcF7Rqtnw792+VzExHA0Xi+VgY6AaWhRFrXbbMIyvPv/sxbPnR3eOZVkK46g72NBVLYvTZ8+fAwC8RqOiVFNVhGGz0VAk1TJNWZJYLTDBvuOGcZBlWRAE29vbeZ5f31xnadZuNSilzaY/Gd98/PHHR0fHmqYbpnF0cNTpdIfD4XjC9w92Ls+vl/Pgzt07UZJEUSzJsuu6cRRmaQb/0d//+1EUbWxsHBwe7OzuIAhazcbXX3+dF/loNOJc/MN/+B9/8MH74/Hk7PREUZT+YKOqKlUhL1+++OLLzz/4wYe6YfGa/+qXvzm9uFJkJBPR73b6mxvbuwcYwCJPszSdjMdhEGxsbt2MbrBMTMM9ef5ye3c7zXNC5K2traLIsyyHkBzeProZXqym80ffPHr74UPbNm9uhnXNqqo6vnPb830AUZEXVVXLippkqWHoURQVJd0cDGiex0kCISqrxHO9vKC8EkwIp+ljBLMwTtJENy0hEKtKjJCiKGmeFiWFCEOEaUUxJBIma3hEWdIsz2aLsapoaZo9f/5isVh6nvfy5cvFMkIIybKS51mWphCSw6P93//935mPx1fnFyfn55dXI9VQ/mf/4E9YXd2+d/fbb58QiAGEnIlHj554vndwdPD48eNGo7G3sxFH+cHhvu+ZRZpxzi3XMQxT0RRECK9qWFeXF6eAw97Wzv7hQRzFURJXFZUJOXnxynZMQ9Nc25ks5oqiFkU+noyafms5W3EEHMeRJKnVar949dK2zJbfWCznnW5re3uHczEcDh3HZZzTkvJ1IwYXnU5/NBp7nvf555/mRXp0sD/oDzgHQgBaU1lSkzit6tpyzDBcDm/GUZR+8MEHa/uxaWi6rudZ2vR9srm5+eWXXz558uRHv/u7P/rd352OR+PxGECR59njx9++++57mqafnp71+/233344HI8URdEUBUvYazT+zh/8weHRrel0niVZf6N3Ob7hjEdh/u7bm4ahJ0kkEwVgSdat/pY+X319cn5ZFfnuztadB/d1RfH8RsU459z3/ZOTk93dveFwfDO8AQKkcfrOOw8VRdnc6O/ubOVZGYZxVZfj0bjV6QqBaFEBCF3XjaKw4TeKshSCa5qaF1kSJ2E0E6wCQMKArBuPirLI87zhuRVjGMuyocVxTCmtKmrZJoJSzTgXpSxhDHFBOasrQgCrct91oihZLuauY0MEHdve3NwIo+eU1oeHW9PpBGPIOdB0dTIZEgA3NzeJJHueLxtyXqaWZsxGY0PVtgYbl8NLxlCv1wcQrM08B/v7BLKm77murSrS1fnFMlj94Ic/nIyGvV4PQHhxfk7z9PrqUsJKe2MrL4pVFFRV5fke5EKSCIKoqmiWZw2/cXh09Mtf/vyLzz9t+13Xbdx78GDvYP8XP/+5aVl/74/+8MmjR1EQtFvNT379m7Oz8x//+CeDjV5F63arhzA8Ozt7+erp0dEtSsvpbOa67oMHD5arGS3Li4sL23Zc1y+ynKIKcBBFkes5vudv9LcEQIvlEgu+sbGhqkoSRxjh87Mz+F/87/9zjPG9e/d/9KOPnj7/djQcCSHyPBlPhr/4+S//s//sf2OZdrvdGQw2gmAZxaGmaUVRpHmKIWw1/Ol0ulxFcZpubPYJIl999XWWpbIsI8wlicRRjhButVvbOzuu69ZVdX1+4tpmkhRZSZEsK6rWafjPXz41dNtxm3Vd3YyusQQJQce37l5d3ATzpWWqw9H1/XtvRVkahqFhGKZln56edrodWZZpSS3LAggCAVRJyvJUCAYgm89XjuUVJQ3iWJYlw9BVVa6LMgwDy3YAIqqqRGEoa5ppmvPpAnAuSYADOJ0vJUlarpbrC2AYhELAJEmfPXspq8Qw1OUimM2Wz5+fGKZZVmWWZz/66KOnj5++9/DBj3/vh8Obm6urG8O1ZUmazeebG5uvXr0kRK4o+M1vPmFcdHs9x7Mwgb7ru46LAHBcq9lsSIRoipIkSc1qWZUMTbu6uFRk6fOvvtja3PnhD34kgEirYmNzI4kixvlGr1fmWRKGaRwxxjrdjeF0TMuy2WoWSRoGq1UUQqR0Op2T09P3fvBBXZaObhRlfnF+Jmna7du3R6NhResHD96UFFIU6Sef/NZQNFpVSCKGrnuOaxpGWeRVXVeMq5rGeX15drWzs6FrGiGKbbvD0bCgVDcMzkFZV47nYs6REPP5hPzkJ3/Q7baKMv3k01+XZZll2cXFhes6q+WKc7FYLAxDF6AuaQogdxxHlmVMMMIwCla/+fWvyrLsdAYXZ2eqSjzH73bbZVleXFyWNLVsEyGyt7dHaXl9fX1ycsLqqt30Hn37mAtuWI5mellajK+vDEvzPHc0HgdhQMvs7Ydvur6XxCkAXNLki+F1s+XbDScp8mazuVwuPd/3PE/X1aIoHM+5PL/o9XuccSSAqurD4Y2myxsbm6tVxDk3Na0si/HNcLA14LzWVIxwjQm5ubkpMuq1GrSq0iyzbQtAUdNqMOhfXFz2uj3GWJomcRTJkkzLwjC0nd3tNIs4457nT8azmnOCcavZfu+d99vNzpNHX/V6jVbLUTXSbnUoLSUSTaZDWmfHx3f+5b/48zjKHNdZLJebW5uNhjefj5FneY5XFLmqyJqqzqYzTdMUWZkvp03f393d/elPf/qP//F/YplusAqKolAt/fTk1DZNQsjTJ08IBOPJqNvvpnkavHpJKev1eqpiqrKyud27vLqSJN12/Lv37p6enXIufMc9ffrEdazexsavfvUrxup2u/vTv/xLy9L7/U6r2Xz+5NmLF8/v3L/ff/CgrqvhaBiGgWlZtuPLisJqJKlKXhSffvpxp9vvdnu6bkiytPbDhVEUBaFjmpQWlmUQRSFfff35zc3l5tbW5cUVIWS5XE6nkzSNWc2/ffS40WhYlplmYRgkvt88OXk1Ho83Br3JeGQYelnkRZ6fnZz0+q11BWij0Wg0GmG0KsucYDVJonan/fLkRJFlWhRxkpdMDPr9tRX46ub69u0j17MQxJhgTVNvH+2lUZxEEReAELS51U+z2LKcV6cvVEnHGK6LdomEr64ua1bPV0vTMPI0rWvKNI2n3LIs27WCIKS0sm2HsbqqaLvTieOQQOA59nS5kOV6Pp9ZpkfLkgvZ9X1C5CgM8jzPikJTVEs3SkoX05mhaUVR6Kp6+/DQso2qSB3T5ADeuXN7uQpOz17tbh8WRTIYdCzzg+H40vNtRMi/+lf/48bGoNVqy5J0fPvudDrFGG1ubdw+vo0wjuN4dDPc2Ogu5vNOo9Hd2ry+uFw7jq6vr4+Pjy8vzwAXqzDY2d8DADFWm4ZRVYUsSYvFqkgyLOEiSXRF3tjYNGzdbzQW89CT9O2d3UePHvme/eLlU4mgbkdDQpydntCKDocjDNDv/fgnv/j531hpuru7K0lECNjrb8ynoxdPnx3fuYshfPvNt1TT+PrLL1VNvXf/QZzEo9GYKNoqXDWbrW6vn0Sr3f0D07IxkRgXju0QWSaEqIpiGQbnNeOYIAz/6//L/8my7MlkYppWWZZFUaiqOhqNJpORYVj/8B/8ox/+8ENVJc+eP57NF/3u4OLyIlitFBk7tpUkMcEYAJKkWbvbmM0XmJBOux3HqWWbqio//va5qsr37987OTtDEOmaPp3P9/b2dVVbLhaLxcR1PUxkQmASZ4phtlvNy5OXcRhwABVdtRwrTdNgGdesfv7827feepdz3mw2qooXJe10WmmacIQIQphDLmiUhGEQdzs9x/OTJDN0K04SWZWLPMOEYMwgF+EiwZJCFByGoRCs2eoug8i0bc9r1FUdhassiQWrm81mFEWL+awsC8uyLy4vFVlN4hggnmdFnKYIKzVjEIPDw4OXL15ghI9u3f7Nb36FIcgz+vLVaVVVpmX6XmNrexMhYWhWt9fLy+LVyclqtaRFefvW8cHeHhClbugYkcurawhBzdjO9javyzTLNNMoyvLk5cnvfPQ7FS1n0/He4VEYZU8ePzk5ef7eOw8P9/ZUQ3v2/OnW1tbGYEcAiDHO8ixL8yJPw9VsdDN+8OabAMGnT59ube9ubGxnaZyEUcWrg4MDx3FWQYhlOQvDm8vzoqSdVieOI9001sFc12/0Bt35dJ4Vhec3yqI0NIOLSnDBOdA0IwjCqsr7/QGt6rIoVUWRVSWKw7Kq4P/5//h/0DRdN/TFfDmdLpqNRlVVo/GNYRj/6X/yP799fC9J0iReYMTH4/FyGRwf3z4/P3Mc23Hsk1cvirK8vr7p9wfNZpvI0t7eHsL47OxMIhJBqMiLMI7OTk91XVdVNS+K/mBja2d3Nhnlq6UkS5JpqqqeZTkAtaFrUZAUed7ttTJanJ6elWWFEK7rqtPtFkWm6ZZEJAQApRXEiHOualrF+Gq5sDTdb3iLxdxzfVVV4zRHCC/mC8M0BRKccQih45pxGN1cjiWJ2K5Z0UoicP/o7tn5pWVblmUXtBgNh7qqzebTVquVhqGMcc3qJM2DIFx7/RhniqyMxmPVsIbjYavhD/qDr776ilKq69bp6el8Pqcl7Xd7qqlOpuOaiaODQ1PVHNvhCIZRuApWlmnTsnItr9vp3rm7F4bheDyu6logaFtmmeeKJHe6HdO2OePffvPNRx99ZBjGF1/89vLqOopSv9Hwmw1D06qK+p7b7HbOzs8FrY729yEmAiBVVTlnVxcXw6ur0Xj49ntv3bp9HATp4a1beRwLXp2cnM4WS8s0O93O9t7eYr5M4rTI8m63/cVvP3354oWiqX/37/09wzJXy4XruI7XWK1WmqJhjMMwNE0zSzOEkO04q2C1XC4ty8YIACA03UqS3LAs+H//r/+va6fl8GYkBCzLMs/z3d29P/iDv9vwG0EUxnH48sVTzspOp1PXzDTNxWIBAOC8xhi5nlvSCkHc6XQ1XQ/DMIpiSktZll8+f95utlRNrRnb3d0dDm8IIWleQIRZXVmKJCA6u7o0NHV4M+70GlVRuG5779YxB+z68pRzEQThcrlkjCmq6rreZn9D1/RgudRMw234V1dXayj2YjFv+q0wWEIEWs3Oq1cnlm3v7R9Mx5O8LMqq7Pf7nPMoSmlZIMg5q0ejkWla3W7XcVq05qqmYYJPTl9JmKiqMhzdQABavhdHYbfXW64CXdOFALPFPI5iwdloNFEMCyKYJaHj2FdX18Ph0HWaAIAkScbjse2YjUajqul4PGk0GkkY07JUDM1xnF6vVxSl53rT0fTw4GB7ZwARzLNcIOC6Xk1LIXhFq2a7jQkZj0aeZRumSQiJ8iQKI5rkvt8wPZcgVFclAFAzzZcnr7rNVsOzx5Mp56DRbAAAWM1GN8OqLqqq+N0f/+TJ0xfn5+fvv/fuYj6v61rXDXkN8Rbc8/w8LxEEnutdX11EYej5vmFZi+Xi2bOnumZs7ex4nt9qNDkXeZ4XReG6rhDcMMzlaoUxliSZ0mK1XPYHm3Gctvs9+P/9f/+/lsslQqiumCzJjLGNjY233nobIbRcLkaTEUIgS5Obq4u13bssy93d3bOzszzP9vd3B1tbpulkWV4WtN1unpycnJ+fa5raarWhEBiiVbA0LXM6nVmW6XkuwGQ8mfJa7O1uxkk6my0kguqabW8PEITbO0ezVTiaDD1TpxWFEHieO5stGAerVVCVxXg4ZHV9ePuWpKqsrj/99NOf/N6PPK/JOJjPp/P5GCOZ0mrv4CAMQ4IkLOGsTNfOIc9t51kah/ONjV4URJbj6padRnkYxodHR2VNv/jic0PX261WsFxhghRFsm3rybOnSZJ1O72acd00vvnq693NraLIx7OlqqtxuGq2mms7DYSkKIrhcGhZVhCssiSNowRLBEuEVbXr2J1eZ62Q+Y0Gq1kUrjb6fVUzgBCUUk3X7t67e315kcTxwdFtw7JGkzEEYDYaSbKcpunx3bsQABnhqiznYdhuNuuqfPr0qel6D954UKaZoiqj4fDs5FWaZb3BwLRc328Awb75/LeKYWBFno+HB0e3Nze3MCFlXiiYIIQ++/wzSunh4cFyuczz/PDolhBAkcnHn/7W8/1btw4X8yVE2PN813EBAJIkcSHiKCqK0jQNWlWyLOu6vlgsyqKwbJsQIms6/OLT36xWq+VqhQDEiNy6dSvLslWwiOMojIIwDCaTiec6g14vTpLffvrpD3/4w3v37j1+/ARhpGtqtz9ARFJVLU3SIs9Wq0DTVFVVG43G9dXVbDIlBDmuc3l5eXC473neV4++FQK2Wx1aF6ZhSUSeLVcH+wdEgpZlF1lV11SImiDiOGacRBijLCvCMOUC0DpPwqimdc3ZaDx64803Xdv+7ONfb2zt7O7fWi5n0+mIc2Aapqobl5eXe7v7EAHdUufzBaXUMl3OmK5pq8UMA37r3v1lkPzspz9VZVk1dCKRRsPP88LUdVlSyrKECLS77curqyIv9/b258tVmhWIc0s3onB+M5nqur69vfn8xQnnbF0+M56MEYRFWWIkQQ4Ws6Xf8M8uzw+PjsqyCINlp9u9vrre2NosiiJLIssyTN09PT1tNpv7B/uua88mk1/+8ufvfvARwljVNcs08iQ5OztXFKXb6WqaZjtmp9NJ4nQxn6Vx9PkXn/nt5rvvvltmxe0794Y311kccSF0y06z0m92RFUGk9FkufJavoxBGKfd/sD1vOVsbqk6EMB13Ol8zOoqjMIsy7f3DhaLJasoImS5WuZFvrWx1en1ypLKRFIUlRCiqSqRJErpYrFQVFVVVUIIZ7yitGI1hJDVnNxcX3EuMCYIwLIonj1/kqbp1dXVuoFMkqRup9vpdCRJ7fZ3vvzq29F4FMdho9HSdcNzPc9rTibjIkmaDT9Ls35/kKYpBJhIapgVjWbbc1zd0LAkIUJMy/7RD3+XierLL78cDDY67e7V9dXdu8dY0obX5zTPGOOyLOV5blnWaDQJwwhhZBqm47p5TTWhK7Jum6Zu6E+ePHn6+Onezm6j3TMMc7WcT8ZDiKDgvNFohXFgO5YkIUxwnhaKpJi6sVyGzVbLdb08zxEQYRAizi3D3Nvfuxle3zo8ePr0qeM4lBZC8F6/V5ZlEicbnZ6sqkGctFpNt6R5lkZheDOdUgoaTa2g6dpuyjlP4rCmJUKYIKSo6vXlhWEYADJdVZIobDYbr54/hwDquvbNV1+++967nVarqmoCAATim2++qhg1LTNcrV69Ort/76Fm6DLBYbDa2t6iNSNE4nVV0lLTOnleIIQbjY6i6g8ePrw6P/ubf/dTgIGqS6ygCBLXb1eMN1tKVVDPtrM03nPbcbJynEa3q3zz6GvpQG42O4JVQggo443tndFw6MlyTzUYE91uFwDkOHaaRnGYSJJc5IVp6pPhUNOMdquzWixsxy7rGmFk6HpZlnVVQQSJQhCUFEXlRY1OTk7CMJxNZ4xxWZan0+mjR9+EYbj2PwRB0Gg01gkChMk/+kf/2PMab7711jr+uwqCPMtUVbVtOwijo6OjtTsqWK1+9ld/pSiKJCvXw2FdVVkQV2n29ZefA17pitRsNoLVajabOY5NacqrotVoMSZ0Xa8Zb3c6z58/f/Tto1UYmIa1HkUNQ5cVybT0MApOTl622412u2HZhud5F5eX33zztef5g8HAth1NUw4ODiAAZ+dn/X7fMk1W17zmvmtfnJ48+vrLXrfz4MGD5WKJEHrjjQcIoYODg7quy7K0LMuynNVqNR6Pm82mpqrzYFkL5vl2sJhdX5wuF7O6roqc+g3/4uIKIaXXGzQaTdf1Br1NTTERIIqshcFyd3en1+3ked7rdxmrLi8utra2KkqzNK1LuhhPVtP5bDhOs+zthw8Pb92KokTXrF5344MPPtzY7G1tDzCGR7eO1tEMjNHX33xzfn4OISyKknHebLcVVasZEwL0BoOdnb3lZHFxdh6GcRrFtqzIde3p2vnlpfqa/Dafz6Mo2tnelSQ5S1NCJEJImqaUUt3QHcdXVVNwXBTVfD5fLJaKovV7/a2tLV3T6rre2BisVitZlj3PG43GQAjTMvM8X4sJ6+4dCeOqpEww+J//7/63W1vbx3fuSutkSJH94hc/f//9D1qtlqoqL1++nE7HjUYDIXk4nEyno92djd3tzecvnmuacXx8t+F7aZYJgBjnp6enYRh+9NFHp69Oiqra2Nq8PDnDhBR5Gi7nzZYXJwkh8p27t2oO4yRdLYNGs2EYqkKkOC38VgtjTIg0Ho/KMucC6JoBATBUTTMMqEjPnj4WnC+ms+Vy4Xlut9P1fT8K4zTNLMscj8d5lr373rtlWXQ6vZevXuZZvre3uwqWcRzHSbK/s5vE8Vdff/Xmm295fnOdaCVEjtO002llWZqmqSyvW7uA73l1XU9nsyiJe92W41h5knzym08Ojm57jebnX32ztbV9dXVpmXZJK0qLra2NLE6AACUtbdv66uuvbh3dkjD+87/4i/c++MC2ra+++voH739ICB6Px5ZpvHr1StdNRVYUXW132pqujyfTKIz2d3f6vd719VXN2Weff4GJdPfunel0ure/+6//pz89fXW6t7/34x//mAHoWG6v361ZPr6+brc6NefnL17kWXJ4/AAAYBH58ePPbt9/T7JsTcV5UioKqGqwpvkTSaZVqcoyhCBN09VqZdv2uv8iTfLFYnp85zYXLAwDKEC71cKKxFiFhMjzoiyqRqNRlKVhmYjg+WzebDQppUmarIJVw28UeQERgv+3/+q/hBC9/4MPZSIhCKezycZgoBvmfD7DGC2Xy6ury2azURT1ZDq3TKPb8fMsgQh6bkPXDcEZpRWtuev5o9FNs9nUDZ0W9PHTp1iSOKUbGxuqoUIk0jROwyQvKlplrVZbIvLLl68Gg812w//qi98cHt+SND9O0m63U1XUtPQ8K3TDSsJIV1UiSTUUq+UqXIVVWbbaLcPQZSJFUbSOEOZ5nqYZwaTRdJ89f3p0ePvzz76wbNs09eHoxjTNJElc0yyLYn9vz3Lcy5uRZVknJye3b9+ZLxdJEm9sDtIkretaluUwCAQXQghZkYfX14JXvmtnSVzS2vEattcI0xgi4NjuxeX1dDI/PNxVVPKbX/7qnbceciB2d3ZOzy9M3XBM68mLF0EY7u/vr5Yry3S63U4YRqqmKJpSFHQymcRR7DcbRVlsbm1enp9fnl8c7u/btre1vTOZLs4vz7ud5ubWxqNvv+l3+3/1s78aDof7Bwc7u/ucI1VTej3v41/+cmNju9XtJqsVY5XhNS3bEVkp4Vpx2o12Jw5nrKwRqgEgpmlVVc0YW4WrLEkgBO12JwxDw9BbrRZjMAwihKEsKUKwMAq2N7aqis5XCyJhGWOEcFlUYRjajk1ZTQiZzxdPnjy9d+dOmudMMAmRhutt7+/C/+q//C9M09BUlWByfOt2FMdZmnYHgy+++HyxmN+9e3cN65EkyXUdjNF4ODw9Pd3d2/N9X5Ll3Z3Ns9OziopWuztfzcejkaqqcZJ2ewPLMkqaiprrujWdTYNg0et2JFmOwnA6XWBMfN9HCBIECcFZlnKg6LqumyomsOU5cUYZIFXFNRmVeVJzXpaVgnWBhN2064LqiooxhBwlRVqWBatZXQvfM//mb/7d4f5BQeHNZJoUGURoo9ddTsathgMBdmwXIvDr33zcand39vYURYWCVlUFJe3kxQsBGCHk/v0H5+fnl1eXdc0cyyEYTcfTg/3dilVpXgZhKCsyAOLWrVtn5xdlUVZVdXl1ebx/iACP41Wv262wPLy6UbACFZKn2TIMDvePNvvdmperOK1LahqaYTmSrJ5eXPa63X6vMZkMdc1ZLJaWaZ6dnw4GG4RIkiSfX5zt7OxUlNZ1fX1zUxbFdDrLc/rj3//9/mAjS/Pzsxe2pV5dDt96461uv19XNdG0LM81VUUQC1Gv63AFF3XNLs5OtzY3LMtKkmS1WkVRCIAwTUvXzXWlaF3XRJLquq6KXFfVyXRMJOno6ChOkuurqzzPdV3/y7/82dHR4fHx8XK58put84uLOIr39/c9z/N9nzMGICSU0i+/fNluNzcHmycnJ6cnJ36jkZWl3/DLsviLv/jzhw8fVlV1fHxsmsZiMdc17c7xcVaW48mk2+2enJyenZ71uoOb68tlsLq8vGy3Wtu7uxCis9PTXr9Jq0oHgJYlBHA8nh4fH9cVOzjwKK3U9cfQi7wAJNAUSdeNIEwkrK2CNIgiBkS33Z+PRs+efdvqdJM0c0yvv7UZBJFvO7ZtMsY9tz9dTSfjc0xAUdaf/vZzQhRac89vXQ1Hhqb1uu3VbPrWg3tPnz+ViCpAdHl5jhC8d/8u4+Dzzz8/f/Xij/7kj1QNjscjSVLeeuvNirIkTvOs0A1dUZX5bK5qqtdoLFcrRaDnv/18MOjfvnXL95tpkj17+kyW5bvHd9+4d/f01ctf/foXl5fXGRdFnDVcL2e153qbm1tJmoRFBAU3Fdnw/W8ePZaVmawqimqslkvLVJ4/ew6hcnhwq9fv14w9fvyYsbrX6zV8//zsbG2A2d/bo5S2222MUa/bjKKlrpndbu/66nx7a1vVtDzPuRCCYAhRnheaqq4rUhVFUVQNQSQTXFd03d3iOK6qKpZlSpKiafqa/qgoSs2YqqqZ4NPpJI7jmrHt7W2MEGNsbdpWVeXhw4fdbjdNH718+fLNN9/UdaOqKkrpfD73fR8IAf/l/++/D4IAArExGMRhPBwO33rrLSjjqqqW8/mf/un/9MEHH3ie9/Dhw/F4LDjHEK1Wq9lyoet6FEXz2cz3vDffePPk9NR1HVmWMcbz2WJ7Z+/bb7/p9pqtdq8sa8exb26uZVkuS0ormiapLMubm5uYkFUUVlU1GAzi5cQ0zSyvCVEc18nylFaFZbjj6+uizFXDfvHiOUHozYfv5hWTMJuNbg6P7uwd3j09v45WI8jzOM6jJF0Fi3azFYarm5ubu/ce/PaTj33Xcl07CANCtEajbVlap90UCI3Gk8VscXNx3Wr7TstJkvyzTx8Rgvd2tz/++JNuv+e6DiHY9/woCDjnruedX14uliuC8Ycf/qDf74/HYwKh7/uMsZpXL1+8fPzoG8/x0qq2DWPQ6QznM1pWO3t7ZVm2By1R8bPnz/sbW7/8+BOCYbfd6fcHcZL1+i3DUOfzyDKdJI19zz89PVU1+eL87Ee/86MgCDDC+0cHs9lM13XO2XQyRogsg8Dzm77XNHWdYLhYLQFE7U5H043FfElpiQRwGy7GOI7jqqr7/QHkLImjKIpNy+KMZXmmq3Kz1SmKYjabt9ttQshqtbIdJ1otg+UCInRyduo6jmma5+fng8FgXeCDMa7rut/vE0nx/Ean04njuNPprDkXcRyT4XCoKLLveUEQpnECIXz07aN2rzMaD3vdzv37d4siK6n2s7/6y2ajiRCmRaGp2vb2dpqmeZ4fHhxtb2998cVnnufXFWVVpetaWeSaLP/ohx+Np9e/+c3HW1u7lJaj0XB7Z5exmmDs+V5ZUEppGiyDYJkkiULgxenJ/t4urfnm9nYYLRfzJQBwuQg91zGxkxZVr9fvdVpcCIyIRCBjVV3VHILBxoZjGtPRK0VlPcu1XTdPU9My3nhwP8+rw6NjhAEQ9W6zNRrNtnd2NE168ezxcDIpaTUbT1Wiv3j+8o56NJkuX706i+IAIiHLcrfbm04ni+X8f/FP/slf/vuf2o5dUBrFSZoXx7eOCJHOLy7jMLB0/eL8PM/zzZ2tR48fNZqtbqvb7HaTMFAJWizmrBaz6awoy/lqcXU+TJPwerr44z/5B1cXZ+1mw7Esy/aW4TLLk2ajWdei2+m6biPLsla70et2T09PFVXRNX1tDAyCMM/Sy/Ors/MLTIhmaL/zOz8+2D1YLCa9Xo8DsFitPADXjVeKJJdlqWu653nLZVDXNRK8qmtJlhVFYZwTiXz+2af7+4eO4+q6Vtc1xkRRFCG4LMu9Xi8viodvvx2GoWVZaZr0ej3D0I+Ojn71q1998cUXvV5vY3MTAJGmabvdppRWVbVmzZGXL17Ytm3oehRF3U5nGa6+/vxrv+keHR0mSbK9vf3g3oMvv/6aC3B6fq7ISr/bbTabEEFFUXRV5Ywpivz22w/zPC+LfDabzRdzXTfOzp6/eHWyvXfU7W2tVdONzc3pdBQsV++9887p1WUS0zAMuj2PM2pqys3lRbCKv/7mSbvbnM5GrGK04ke374ZJLGuaYFzGfGd/v6oTgqSW206TBavY+PJy+/B4tYww5KZlL5dLVVE9y8yShHOxCqN2e2A6blEXrCiiMN3b3RG8/ObLJ0kWBUH46Nsnlm5bBvvii89H4ylHsNP194+2Gk2/6TchxKpuHLQaf/PXv3jjzTfDKMyz/I/+6A//9E//tWkaqqpIEimS+MmTx5PJrNftr5YBEbwui2a3+6vf/Hp8ddlw7W5/ICCeTcbL1WL/6MAyHUPXu4PWxuaGhNB4dC4RWDNwcXmFCAxW5+88fKeuKgir23dvFWnaaTQ8162qKsuy6WwCBMzTfHt7Cwj02Rdf/J3f/ztEwtPJcDUYIERYVUu6pmkGAlhVdMPUIARVUkgYlxnVVaOqGc3TvMh6/Y3ReOK6TkVZp9sL40hSlEG/W9f1eDhvNG2EUU5L13ElCBRZ3t7eno7H29ubw+EVQihJsq2tre3t7TCMRuNR03OLsvb8Bqvroig8z0MIwf/n/+O/uby8/OCD98uy/PWvf3337l1N0375618IIXa2tjVV3dneFhCalvXsxTNd1e/fvctrFifx1s5OuArSJAmiMM+yxWLRarUsy3JdN4qi1XxaUqrotiKreZELIHZ2d8bj0csXL3vdbqPdcJ1GGkeYsJfPXxBJyfOyN9iUFElV8Gg0bLY7qqRKSHaaDVXXRC2C1YqoCqtLSdIU1SppriCwnM1bvZ6mat98/VV/0JnMJpqqvXz5krL63Yfv1CWLwqSoi2anTfNcJjhOgmC1CharJIqHo5EkKw/f++Dzz7/Msnxnd/f5s2d//Md/CCG8ublsNFrT2UJSpKrKizjRdOPWrSNWleu4+ngy0U1jc3MjSfOXL89arZbreI+/+RqwUlbw9u7u42+fVkzohvX++++vVitDNxivr4fX/d4OAHwZTHy/4bluGC7iMImS8ujoII6jLCsO9vfrqqa0PH5wL14FqqREceQ4jqZpw9EUITyfj+eLMWVYIuTg4FBRyL/587+4ffvuzvZuWeam5+q6iSEGANKqTNOEFnGn22U1BxCXtIaCcV4jTIqiVBVFALFcLFVV0TTdsW0heEURkZmuGUWel0VhGHqeZbqu5VkOMSKYfPvtt3mRm6bpOI4kyTVnvmOVlMmqFkdRr9er6/rs7Iw4jmMY+tOnTwCA19fXf/SHfzTYGEAEP/3kk5vLm52d7TiOn714cXB4sLW1tdEbLOZzRZK2trbqug6CVV1VrK6jKLp165YAaDIecwG+/PJLXSGDXieLg3EUQ4gObx+HQYQQObx1u9FonJ+9Ekxsbw7Go5u/85Pfj5KcCRzniSKTfqfl2rZqOdEqPHnx4r7vaqoWLIN111aaFv1+k4uKMYoUo93rsCofrSY7O5tFRQ3bSdO0ZPWbb70tKzrNokG3HeWJqmkVrcq6ODu/pDnt9zpJnHR6/STNp9Px22+/abmebliO7+VlGcwXV1eXUZQYpqOqSrdh+keHP//1x4+fPDFUebWYv3rxHEB8+/iYFuWrVy89r+F7nuN43X731q2jcLUo0+jNN94IokRSzel0vlotb93yGSM7W3sN369qKnieRKtXL58d3Tp2m50ovc6zXNdV2zY1XYFAmc/K0WiUBBGvKlmWWV0jhBy3gZGcxCHCpNfusrp+/uJFq+ke7O9maYKgaPgNqChVVVuuvVqtaFXatp0RSKsaACErkmc6eZISrMdx3PC8KIoazSbCxLYthHBdMcFqRdPSdM4rUVWV5zir5YJSapqmZppJmtWsvvfgDVmW0zSpqkrX9bLKaZZBRBqNhiLL61Tm7du34S9+9u//+q//+le/+mWj0XjnnXcODw9lWZ7NZoamK5JsGPrF9bnvNxzfE0KMR6MkirudDoSw2+utlsu6qiGCtm3Lsvz0+cv1cmO1Wp28eDJotyRFCcOwrGq/3VU1wzKdnBaKpj355sv93a1WszmbTDhnfrMraaZpGnkauaZOCLH91tXwmrIqCOOW37o4uzjY31d0ta55nKSc5c1Go6K8rgpFlitGZc0sS75Yzjc3N+M4TtPc1C2NgGA5CeJ0+/Awy8rR8CKJcgJJHK/COBhsbNCasSK9urj46Md/UFTV8Oa66fsvnjzpdjsASZ7fDMJVMLtwLXe6WCVl3fD9hmuZqpJG2WQ2fePh28tgxVld16yi9e7R/s14IUEEaCEpRHA4XyyYgI1GyzD02Wy2sbFRFElBc5qVQtQ5LUsK9o+OCSIEiensBhOYpSkQ4O7dB6eXlwRAVZJdx/328be2Ze8e7CMoZ1kmKaSuq4pW48lEVUm32zF0uywqISBDkFa1KiusrvMyWzspGK8ZrzFGdVWXWYERpmVhmqauG4xzKEkYYUmSFosVEEyWdc4zXTYUSc6SVFGkOIkMx7q5GbY7Hdu28zwrS6oqSpbnRVGYppqEy9ki8Pz2Op+y1mDhF5/8+ssvv3z16tUHH7w/nU7n87mu6+uQpK4bRZFVVdnpdCilk8mEEHxwcFjXdZYkmq5naeo4ThhGw5sbRVMV3ZiMxzu7uwST2XQKRX168qKi5cHhnYxWRVnubO3Iqno1vLm+Op9e3yiKqhnG22/dN0xtOp2zWpia6niu1+wEq2Wcxq7fHo3GQPB+f6CqKqurOM/qqoYCmpYty3IcLWzHxZgsl6uG3wAQZlnCOfcdOwzCJEskSYICWJ4XZRlLMxnjVbBSVLWgJSEQQ55ldBVEYRTt7e2fvnxx6/794dUNQcRvNKI4liTy85/9uW4p7//gJ2UlRdEiDmfL2czQ7O2dwfGd20EQ1wL0u53RcGja9tNnL1RDk4j04vFjwOt33nl3FaUQ4iRJ6rrq9QaSjNM8bjZbFa1ZXRdFCQFUFKWi9NXJy+lsWpaFbduO798+PlYVRVO1+XSGEPIbDVpQSdYkWdV0XUI8z7MkDZKkSNNS17V+vy9rOqs5YyJLQ01VmMCKZqwWM4C4osisohKCmChZVmRpYlnm1tZWFCVQJqziw+HI9WxVsXRNCYIxgcq6IaHmFa1KTVbzNGUAFDTf2zsosqKuKyxJAoJoOgvj5cbW1mIeKYpqmPp0OiFEgr/667/M83w4HKZpAiHsdDqyLCOEkyQRQvT7veHwent7e03TlySprqrJdIoJefLkyYM33pAQkiXJsqyvvvrq1p27604E27GLLN0c9M7OTmaTRbuzkdFSkomua0+fPTs4PFRV+eXjp0Jwt+Ft725mcTi+ngiAtrYGUZholvObj3/57nvv5DmNw2Q6mfgNv9Vq6ZZTCebZtqboXKDhaKTpskS0xWJmWJprW3mSLpcLAbioK0pplCbdTk9XDEnTCkrnk4mha7qhU1pNZhNZwhBwz+9UNQtmY8Hrb5+f7t+6RStmqnKn3Tw/Pw+jUMESB/Sth+9mRV1k8cnL58Ei3N079DxrPB7RglqGJjAazaaKrFuWPZ1Nu/3BeDS2Zfzg7r2C8Yury929vYuLS4Sl7e0tIGqCcZnTqq5m8zkmpNPpLJdLwzSSNOt02l988UUQxq12h3P25htvqIpcVZXv+3UpiCRRRktaFGkmADcMdT5bOY63VqrCJNE0vdlojUdDjCEiiqYZCPAsSyCCZZ5VZeW4vmV7p+cvBBC6rgMhTMvWVD0MYyxBCauA8yRZmrrDOTMMAyDAeS0EUBQlz3MIuCTJRVGmaWo6NoCwzmIhuICS57bzPM2LNI4jy7Lhz/7tn4dh+Gd/9ueWZWxvb+u6jjHe2tperVaNRqOuK8PQPM8bjUaMsXv37l1eXV5eXCKEXNdRFNV3nYrSFy9fvnr1qtXuDAaDTz75ZHdn++jwQIiaszpJqjSliqEG0crQDVbXrusWZXl1dvruOw85ZOPJ8PzkpNveaLZbG4Pe+flNyWFVl91uM4lTGStZlum63ul2p8vVaDJkRWaoWrM9YAB4DS9NS993ijLN0lRULEnjOA4no/FisRhsbh4cHEpENQxD0/TxdCzL0ioIGo1GksScMds0GcScCwLqKAyirMyz3HK8+XKiq5KuqE3f1w3vxatnpmlMp1NFRpBzDPDuwdH19fliGVZ5+dknv37nBx+qtn1xemGZVllRgJBlmn3fbrheWpa6YUwXs7Qoms0uzYsiS2/fup2m6dXw+osvv2q1Wg8ePFgsFoqqIULWJTyYSFmWEUIs01QVeTqZ6oYhYTnNEr/py4oEAV43KAEByqJcY71kTc3zXNOMoihUTc3TnCCCEFRkifG6qqhpmMPRtNvpp0XKWGUYGq0oAND3G2VJ0yy1TEfULIpCQjDnXNd1IXhVVbqhp3kBAdQgLylVTQsTMpvPIUa+ZWR5RmvgOU0gGMKgKHLOOTFNczqddrudg4P9fr+/RuCvMZCGYWIMZQmvGZsXFxd37tz56quvBeMH2zsakb/49LP+Zl/V1aqim5sbJ69OEBA//t0fTWfTMAwYo7KEkzjXDBtLwPPsly9ONno9yJmESZHnjx59LUuIVaVpmX63XQn29OWLre2DpOBhHOm2F8a5ZjuG43PB56sII+Q6NldIVeaL+Y3tt1arWV7kJydPtnd2TNPCOqkBWAZRnNPdw+NGq+k220VRMADCJHU9XwAxX66yPDdMW1dVIAAHEGBcUmpKmklTxIBk6BUrlvPFYrLod/ppmUCIZUnb3dqfTa6DaKJKZDg80w3l4PDhbLpEBL/z/oez5SoNM0WWOIAQgipLVqsZB8V0sgyCqDPoEUV58eIZAajTaJ+dne8fHbi0ePPdh9EyODk56XY67W731dlZzZjtOGmSNhp+s9nM0my1WM5m8/zyqt/r2K6DEIFQUhRJVpQ0TWUipWm6xoH6UsPz3Pl86boNSZYNVVvM5qpu1lWdpJEkk9PTlwhJmiHXFTUcW1WlyWyCJeXZs6fdbk/X9aJIDNUiWIaQr49CQgjjQtH0pCiXixWLVvuH+0gihmkpqlqxWkFyUVLbVgHkF+cXzZYvSSSOEvjn/+O/CMOQc3F4dJTneZZlqqpyxiCErusKzvM8Y5ytVgvD1NMkk2X14vwyixJJJkKwW3du1ZS2253JfFqVNInjra2tVqv9zVdfabo8mY7qCiAs+a02hAgTfHVxDhjb2dnZ2N2nZRHPJ7apy5YpsEbrYnh5sbmx7TY7eU4vLs5297ZfvThZhuHRrVuuaaVxMBkOv/z8t0zwP/yTf6AZdppTAACCUp6nWR5vb28tl0vLctIoqioqqUq70x6Px5RWvu+LmmVpqlsmBwACNJ0Mq6I+PD4Ko1iWtLxINIUYEF9Ph5NlsDHYAYjLEnn17FvP9wDnGMnD0RjyYnp5run6G++9XdeCFrwSyG92/vWf/alMZN/3Z/OpqamclpfXl/uH+7qu7Q424iSfRslGv6UqyuXZkAF0dPuA1rUia4yzb775WnDeGwwardagP6iqqihK0zSLolAVJS9yyMV4PDYNvdlqYElmDDJexXFsmiZjNROCEKJLUpalrIam666CFS3KbrsJBczyRJa1KFqOJzemYa9xtATLvX4PY7JGpS1XS0VWur1eVdWSpGBMXlcxgiiJTNMiCCVJCgmJg2mn0ZIlbbqYYwnnZU44YBw22n5VUVpWmqZlWabIMlmtVp7nVVXN6joKwyiK7j94EKxWZVkihJ4+fwYhLMtiZ3sTY4Ig2ds7UFXt8uqq3+9HUbDuV/7444/b/a6qaPNl0Gh39Sxvdzp/+bN/f+vWIZNxVdWj0cjzfCH4nePjq8uL5XzKAZA0w/c7QtRhmLWaThpHbcdLlrPnTx/vHRwkwfz5o+RmNJZ1XXBGy/Kf/bN/cXbyqtvt3Ll37/T8UlH1qmaHh/sQINtpYdyM44QxXpZlo+GvVqs8L9IoGV5cb25uJEHoe57WbI6mEy44FKyimRBgNh3WDCiuZJl6HEaLIFglwf17b7AaQCjms6lrt7MkDaOFYZj7+/unpy9avU1N188vblzLePrtM7PRjOM4CGb7e0ej0Y0QgjiWIOBHP/kDImm6Kk2G1wTLrUYnTwrdsIhltmwvjmPbdRuNpqZppmmGYeQ3fEVVJ5PJ/5+n/4rabUvz+rC5Zlo5v/l7v7hzOPl05dBddFDT0BhQC2MQgkGwPYwbNAaWuTDDHrZ14eEhX1jCQqgF0gBJjQhNaDoU3VShqjqnTp24z9777PTl8Ob3XTnPOZcvvrbv1+UKcz3/5//7SZIUxyHnvmGaZV34vj+bTA/295umwhgSGQdBci1a45wbhoUIzvI0SRLQtn53sF6vKJIMz6WyWmQZ57yuS4TQ9ni31+uvVqsnT54Mh6M4jlVVU1WVc767s6tpWlEWQggh2LUzJ8+z7e1tmZA8iWELKJUV3YqDDeOQixphLAS3TbMpUy5IkdeEIs8zi6JomsYwLek3/qf/Yb1e93r91x4+rMqyburVahUnaRAEAICqrgEE927devn8WZRkP/fzvzCbTVfr1c1bN+M4Wa83UbiWOLMsuxbMMR1JkpbLZZLEbStkRb5xcFDUbdPU08nVfL5wHLvb8Qe9XhpHVVPfuvswTLJos5JlPOpvrxaLaDNfLGe25/u93uHhsWXaO7t7AkqUys+ePPnoww9v3rr9pS99CVE5KwrWVAAIRVEpVRRF1nV1NptLEnJdr66rs5Njz/UMXc/ynCBc1ZWqaqqutRKI0xhDQQkUDMwWS4TlTqeXpkld1RhKqq6WVdPxOmWezifT0+Pz+6/dhxQoMj0+POYAfO0rX33xxeNHnz/6qXfeRpIIk/z3fv/7/WH/nXfe3WxCSYJpmiRpuLd3ez7fGIZmalSm8nIRjEZ9iYCKC1O3DFVhLcdYoYry/7PS1RDCsixkWYEQrNfrsiopoVlW9P2O63plmTesEkBSVKOqSgiRpquctWVdqaosqhoIgTWtSpMk2HS2diynEyxm69XCtAyMkWiBBK5pl1RRqCT9/52d7OLiwvd9IpNut5fESVXVTdNACCmhmCDf86qizLJMs+2qYpqqxlHoODZoeRyHVZG43iDLKypjivF6s5FlWUhQ+je/9a8URX716hBBqBAShKFpmmmeM8FbLrxux7CMLIySMOgNt6M4Ho9HjNWHh68Gg61+f/D8+ROF4NVqXbNaJfjhw4fT6VQAiXHhOG6aZpezZdPUcbAZDgdVXTu2RTHGsuZa2tbW1qujs6osSpbbtn90dGwbOmNc0e1ut8N40+v5VV6tg/D+/XuHz186nttKUDftsuKmqSsy0jVlvQkQlNMsnk6vBoPB9vbOcrkqyzxLM9i2h4eHw9HIMAxVU+uqth2bKgomWNRlGK0pVghVGw44azVd5oJNptNBv7daLlSFFklydX4+nc27g6FA8O03Xp9PZ92tMcHk5Mmnk8WqZmJ7q58m6XoTP3ztvuVYnz36XAKoqRvHUlfrsNMbLuaLbs9FEIwHO27Hff78SZbmD197i4O2aRqIqKzqeZELITbr1Z07tx3H3azXcZKItn3+7BnC2HXsvZ3dpq55IxzPLuvGMOyqSimlcZJQojDBCcUUSE1dY12topDlKbb8FmmWgjerZQtZv9+PwlTTtLIsOWPrzdpx7DCKBRc729vzxUIIwXiTpOn9ew8Wi4XneYqinBwfc9Bub48xRGVZZEXmOP0WiKoqNUXL0ziJIkPXu71BlEaWZYJW4pwnaQqJIv3o+z9YzKdVXQjOri4uhGgP9vdkRaGKQmWl1+tXVYUxDIOAUFoWuarpF+enQLQXV9MWtrpCrq4uVpvVL3znD+FWaKZqOl6SFq7rffjhx1dX04PdG71BPyuLKI4sQ4cIffbZZ3/0j/7RR48eHR0dvfH6G57nvvf++7dv39IMU6baaDSaLSbhJhRCpGkSx4nf8b705S8lUQYAME27aVgcRbqlcyFa0E4ns25nCKBI46jn9dbherqY9XxfVfQ4ChQZO66zCkJZUa8dqVSRTd0AnMVpYrsuEAAAmKS5pulllS1XgS5TJLUtaKfTS11XMMKybgsBFCI1Tf3s2UvLVjuKDGQ5TKrZxfTgxlizTRnS/Rt7H376GUbk5fMvIJaLujI109b0H3/w3mDUe3D3XsuB61vHJyd7+wee30mLyvF8LlrBIUIoySLGGZWwgmklGFWppptN00oS57xZrla2YVi6BiRSNSJez4u6NE1Tt8w4DgXjBKkCCFM3scTTNDEsVwDUMI4lca1QiONYVRSpbYNgvVzOHd+3/W6v242D8NrDCzGqysp1fUJoVRWmaRJCFsslwdgwDAgl0QoEFYikKAoxxkWWCs5tywg2ESZkZ3tnFaxkRY2iVDMs6d/+zncNQycYeb778uVzmcqEkqrmEGGqqI7jJknyxdPHN2/dUCi2DH0TRC+efyFJPElK2zWyrOBCOKYRr9amqX/5az/FW3B4dGpbztnZeZEXtqUe3Lid11y0IlivVVVdLBZN03z++edvvvnmcDhsmmY0GgEAIEJlySZXV6ou72xtXyN3GedlVQTBhnNw88ZNKsuglaq6UFW5YWwymxqmQ5AcrFZVXdy9fzeKQ8ZZEqZSCwlGVJb8jjdfBJ7XgwhlWarrerBZywQzzlsJIITiOBkOR2EQsYarhm6oJImiKE6iOFBVmqeRkChjYtD1TdOcLxZFkRiyWjXF3s7eqxdHZ5cX9+7fO9jdo4Qcn55/8cVT1tSK0+FAWs7m77z5hu84Z+enZ2dnHcd5/c37SZpOZnOE0Z1bB6ypGTIliTZVrZtqw2oEBEGgqkuEUN20punGSTQej8uyyvK8yvNuf1hUDW7r9SYwLUvCqCwLx7JlLC8XC1nRFFMRnPOa5VVJqYxaUJaFrhtZnvqeF0eBrqlBEFJZXUdRp9NlVS3Lcl3XRVl0uz2CSZbnqiKvVitFVXu9Xpr+QXojK3Ic5RijpqkBALqmANDWZZlnhWVaaZFpugYh5qJtWiAdPXs2m82yrLAd6+TkcHd3N01TCSLLcmRVu/7c1lVh2WZVJHmaZlneG3TzPAuDZL2asVrs3rjR6/pnh8eu5493Bp999tnFxQRCfOvWzX6/W2RxmhfbezdevTpaLeZciJ2dnesm4zvvvPPd737Xtu07d+6Ypnl2dpZlFWf8tdfvx3FSlOViPrcdt9fvFEUOJWJaRpEXWVZACBSZhHHUAqDruu8NqqrZhMskDX3X2WzW0/n6YO+GoalJEqxWK8frWLYbRYmqqnVdu46jykrNGZXlMApBywEXpm7kRbWO4o7vnBwdGaZ1cLDzwQfvN0WCFTOM4gd37nDOen3/+PgEYq1IgpPDF47fu//gdV4VskzyJLNdf7GYrldzhrUWUKnlhimLqun6vWeHL7f6vV7fz4ucKgZEqC5jQuB4734U5WEU6bqsytQw1PV6sVis1uuF57ibIJI1LUuLr3/9m3XdtJwZliUhlIVLKquMt0SmQoCmrgiWAGsFJGEWA9D2O731etXUtWPZQRCapkkIxhhFYYAgdN0Owrgoc0woaKW6rq+X+CzLSpLYdZxrz/Rms8GEXIOr67p2XEem+nWx5cWL53u7O3VdEYiv9UFVXW/CwLIcABGmVPrn/+QfYUh03eKikWCbZdnjzx/fOji4e+9u1bAsy2WZxklMCW6a8uz81DDMH/zgB1/+ytfv3b63nE/TMLxx+6bumkEYnR9PTFOOos3vffd7tu3+0h/5Rdd1Dl8caqZesioMwm9+41vT6ezZsy9ee+21PM+LosAYX/sjoyhsBRgOt2WZJkmoarplWa0QWVHO5pP9/T3H9hRVPjw8QhD7rocQvnYe59GmRbJsWqBlzz5/1Ar+pXffKYQoyqYqsrosIaRURqZjVmUznc5UVd0ajSGkq/VK1TTGa8+10yiaXl74HT+tWllWWNMIwSTYPvviSRqsdw7ubI22FEKupudpGp6eXPypP/3nJ2cnQbhBmhYFQVsUm3C1Wm5u3Lw1Gvd6vvP4yUuIDd4UcbphRbU73nGHw3AdiLa2Pdf1BoKDVbDqD/pQkhTFXK3WnBcISr7vV3WT5Xy5vMri1RfPnxuOf+f2vY7fpxhbhrxYrVRdF00KJZJmlYTgvXv34zCUpAYAFISpZhiYUs6EqpDNcilTmRASRZGiapzxOA5Nw8CEFkXe8V0ApPUmKsvyD1JFzuIk6HR8mSiO45yfn3POy6qyLZvKhHGOoFxVJUIQQsm2zCLPkzhVFbmuy8FwcHZxBRGyLIcQIv3eb/8bz3M3m6Db6wKp/ejjjwAAu8PR9s52nEaIkmgTLFfLr3/ja48//7woIoLl5TIBUus6dpbmm/X87u1bHEjTxSKPC9uQt7fHT56/7Li27VhPXx5LQJIA6PU6O7vbl5dX/d7g+nCtKIph6LpuZFnW7/evJhdXZ9Of/vZ3smKVJpWqGlEUUEogwUVZWqaJMV6uVoTKfqd7cnKmaRpBsOP7Qbi5VlpihMqyrOvSde0iLzCRoyTp9IYNY2E4S+NIEuj2nbsASkmW1VVDCEYIYYLyPAuDMMsyJMH9/X3P8y+vLrkQnAtCyGq9YLztey6vinWUHB4d3b99S9aMusi6vQFStSSNwumklSSAFYLh6dEzwepupy8ryvHppWo6okrrMju4+5DlzXjcP51ciRbfvLFvWXoQJHlWctG4jitBXNSFIisQSrP52rHNpspevHo5X24c2x6PtyCUXMdrW5gkmWaQKi0M07y4mkicdX3X9XtFUWi6IpgEibyJV6qi2LYrOIuiyDQMCNF6ucQIapoGAGxbwTm71sbKVLlGq4ThRtPpfD7XNJ0xVtf1zs4OYxy0kiTBRtS6ZjiOd3lxPp9P+/0+AEDVNIwwIaiumayoYRgCADRNkz776DNJkhaLRduKmtWUyoQQldKyzGWFXmtCN5tVkqaPP38ky9LDh69bhl9XBRcCSNImXD24f89UjTTNZ8uVjNoWtBKiF+dnvX53E8a2aT569Oi1114Pwo3jukmczmZzXVf7/b5l2ccnxxjh119/eHj8ypAtSmQhZWncAIgUWYYQyKqi60ZRFFdXV5pmDkdbRFYWy0VdlwRCz3VeHR4NBoM0idsWeB1/Op1IEgACDEcjXTcgJpswWC8nW8NBntcI47ws9vf2J5OJruudTicMIkVR4zguq5JgnCSJIssSgv3B4OryXFUU3krT2YwiHq+W/cEuoHIQrvI0tzS52+01ElJVuaOrYZrlNQNC/P53/42uao7tGLYBBB7f3Ds/fiq30mB7X7PsKotPTi+6wy1NpQQDVdaoYq6DlaEbmChCatMkURRZUXXQijJPWwAbAco85qyQVQMjOQojVTd834nXG9MyS9YcvXju2o6s6IpC67oEAJu22/DKsiyEyHQ6qeva9VzbtFou2lbkWWaaZl3XdV0LIVRVi+Ok6/fCKIqiUFGpEHw+n+u6Ph6PrxeOLy+vJAlqhhYGoWN71+Dga+SCrChZmiZJohuGoqi2bU8mE8MwpE8//kxV1dlslmWZ5djX7kOpbZu6Mg0dQilNU8HZx598rKmKplEBxMXpxde+9GXbczdRtFwtoiAEHGRZ/uWvfyOPN4wz0/aqhgHQwrYp03S1CSvGR1uj1XIZR+lyvX744N7NmzeXyyXn/Nr8tlzNbdPtdQfT2el0EliO2+35uqat1xvP8xCCk8mkqhrLdloJQoQgbF988QVo26urqePaD+7fbSVAZaWuGwhRlucQQgVjw7KePf8iidb37z+IwjRK4r39/aIsH33y8etvvHF+fm6bzu7uPhc8CiPTdYuiaEVrWmaeJQqFRR6HUYGo/PTpZ5A1rtu3ur1ux1cIicMlF6yFJA0iKnHT97OifvONNz/88KM0yQ7296syrwvWoAaBYnU2cfvjlNcdx8mLhgFMKY43izs3b2u2QwjMsjyK8vHOTlHkiiJzIaqybMqiKGvH67AmX8wvR1u7cXIt+wStEBLnjmOmVSFjLHGAqb5eLzivLdOtaq7oNI4jVTGyPHc9t23bIs8tw2SsUWQZY1QUhQRwWZWe766WK9OwkiRpgbBtGyEUhoGiKKqqRlGoquqLF688z+VcxHHkOJ7jOJIErvsNZVW1bQslCROSpqmmaZIE2hZIP37/A03TCCENY5TSNE1ZwwzTEJwXWWKZRl01uq5punp5eaapWhCu6jInLXp5fFQ01cnhUcfvGLZ9dHzaH4xkDLa3x36nXzQCQsCzcNjvZkX15PkrCUqe6xFMkzTlnOm6VlbV7u7ucDDI8wzANkuyIIiDcPHwwbtFVROMTNM4Pj4iGPd6/TAMEYaGaQKIXr062t/bm1xerJbLnZ39NIt9z3Z9L0wyKCHX9cMomc2uXMuqqvJ3f/c3X3vtviproEXD8RaR5adPnqRxJAFgWub9+w/CICIEQ4Rtv8+aPxAItLxO4+WTzz+umdQdbhu6STEQQOoPxhSi9XrpOKrrWEXFZudX5yeH737tqw1v4yQOw2A4HG7WG87KcB3VdUURz5O0ELjX7yGEtvZvRYVwHZuXKQbA8ZzNZtnUjWH6hKqYQkWmeZ4JITbLtW7olm3lWSYY00xTtK0sUy74xemlY2qKSjZxlMXx9mhHtzzQsrop4yhDiKi6IjirqqasG1lRNE1L4lhqgaFruq61gJdFrciGJIEsi7M81zW9BYBSSqlc1w2E7bU9VAheloWiaNffLghhK4DtOHmezReLXrcrK8pisWBNoxu6YRpJkpimmaYZlkBbFnkc1ZdXl55lUYSjLJ2C1uv0XNss0piLdjafOJ4HIV4s5qIpKUGbKA6jDBOEMMWy8sYbb0oIfe97/67f63EAve5Ak5FgPBXw5fHJzZs3/9DPfOv84mq+XL96/rTb6eZVsbe/L1opCONgs4GSWC5mRVb0etua4q2CdRBH49FWnCSj8dg0tbPj0zhM9w+21+v11dWEEPrii6cCgK2dbdPSdI2KVmRJbusmJrgpc0tT6dawqhvP9d5+8531en3z7XtlVQZhKEHIWrF360CGWLN0hoRhaSpRwzQ5PT9VFcXQ9I7nfvH089Xs6sb+rcH2jaOj48nFxTe+9U1FU4P1Omtqw9Q3m/Xk9HS4tTsY7zidURDHdZ2kaaVSvUiKq7ML1zXDMI42QRyvfvGP/pLnD37wvX+bVUyz+7rrIdyqlgl5W5S5hOTZfDqGRJYpAOj6pVI3zHR8VZUhbgFsASayogZhUBTleDyG+whwDiWopEUlYUTkzx8/2hqNfd/TdEmmcpYWdVWpOtY0WzCEJEIUGXIBBOeCBUGoa1pV55ZuloI3ZYlNiypaUTV5lFOMCeWM1Z7XTZLYcTwAQFEUvX5vuZz7do8xwQDXTbNgPAtDjCQJ0VZCcZhyIYqiaZpW+vjDj5q6Xq7WAAgsAVs3G6ktq0rRzKYqgtUsTVJZUXb3dxFETz9/1PGdqqlfHp1hRBVFKarszu1b4/6wLMvf+/73X3/jdd/vyDKqyiIKw9Vipanm1njg+VYLpB9/8KHv+h2vM5tOxzvbnU6/rOvZbLZezhbzKcV0Z/dmb7jFWjZfzj3HdW1nE2wsyzg7Oxv2t/IiSZJUMwyKZc5ZGMedXjeP46Iobt68OV8sTMv0PK9twXQ2SeOoSnOIiIASaNu2bXXTaFhjWnZW5INu9/zkpGJVf9CbXl51vS5AePfg1mq1XMzmiiKrigyB2CwXnDHDdoqay5pGCOZNI4FWUw0h6qvJFZBIkyWKbj1/+Wy9nH3la99++823Hz/6bL2eV1Xxzts/dXxyFibReGesqEaaZm3brtfrWzdu+r6r6tpyGSAJa4YRBgvUcqczkAgt86RpGoTI9dMPoSirIgpTAKRr/WJVVYpCO74vGK/KPM/zTz/7/Pad271u7ycffmgYhqlrtu22kGCZNEXWNm1n0C+a2tEM0TRFVbx89eLevdurVYAk7NiGEC1vW0rVoqmbmrmWzXghWqYqOmOsKK6laFzVDMGrlrNr3p+qGQBCxgWBgFA5jNPNauV5Xl3XAEjSd3/ndy3LqpvG0DXAGRTSq7Nj1/MkROIwULCkG7rr2L2u98EHP0ni5Nad28enJ598+vmf/BO/cnR01Ok6SRxu9YYffvDBvTfeyPNsPl9gioRgr168+kM/8x1F1ooyP784TrMsy4v9nX1d0xfzRc2at99+94MPP0qzTKV4d2eL8TrJE9vr9PtjIpG6quazuaHpRZXt7u1LEl6u5rphqJre8fzz83Miy+tgs5xOPc/LskzTVU3XMCZCiCgJy6xiZSnLRHc8jBBEUFMNhFHNmrKq8jQ1bHM2mTi6xkGrm/ZiOm+5sB374upKVZSbN24uFvPp5Go87CmaoVpOVpTLxXx3e1vXlMvzq57nbNLs+OzcxS1SNQnTPA37g+1NEHa7XsfzoyjBSFJMK4yLNE3XwfLg4Eav20niCDLO6mLnYD+IiqZpdcNMoiUQjChmUddNXdi2gxAqy+J605dQVORFXXPXdTVNA6BdB2tTNwhCi8UCIcRYs5wvJAlcpzHb49FgOGhaOJ1vdIqDzUo3bcfvFXFcpilVZaIQAISq6JPpYjgYcNZIElivV47fkSTUNhwAnuah53mtgBBBBBFjrG4YRrCpEkVWEaST2dz1O4vlHIhmtDUWAMqURFHMGNMNTXr6+Eld11mWAQm4pnH08jCrilt37tRMZHHkWrqma0jin378YRBE9x88XAWhYeiaIq9XUZanlKAXz59rur7arCHGpmnKMo2TDLQAStC17a9+5V2I4PNnzyHGF1dXN/ZvxGH86aNHLZAGo626qnVV8X13f3db04xVsO4Ohhir0WY5n0yjINzZ3pYw0Awzy0pZwYZpUVnJkhQAUDOGKYmDoK4qxrjnO4qqfP7552EYjkZD2/JVXeO8wogihPr9viIr8/kyr0oq0yRLTdcCnMsSnizm3cHgi0ePnz/6dGs8FhAM+qPJ1URWla9+9etJliGMBv3e0dERRhi0PAoD09R9XW9Yuwhil7ZI1xA1WJ0WdRNEMSHIVC3b9Ko6KzjXdR8AsFhctrzSDUNCNIk2igxlWYcSNR1b1cwyy5IwzMq6aUGv69mWI1pelpmumfPFcjDocMbLitVVbTtOVZUAcihBjLAQbZoktmmsF4usSB3HBW374sVzw1S2trbms6BhwHMt1++XjEu8ZmWJKNZNqyqL0dY4zaqqZjKBGEppGsuahjHJ4yxNE8tWqrqMwqzT6XLGBeBlWYy3diGoL6+mZSGGW1tVw7I0WM0mimp43a5oWdu2EELBOc6iFABQZrmua2EUWa5z0L0NhNQ0qWUbbSuOj49VhczniyQtsqre3tm2NOPl8+e2beVF+slnnyqUnp2dypomAfDa668LLirW7O3tnbw6ev9H790+2AUYVkXme963v/WNFy9efvrkM0Dlu7duq7LyySefWgd79x7eb4UkEX207SMMKcVlpd+4d79OIl7GmtefrUOVQEVRHNsuqjrLc8s2FUoIpcFmUwtBZBqlxdnl5c07dyzTOzk51HUKJC6bNmc8CgLOOUUwzSqqGk0jkARn51eKLGu6MZ3OXr18qSry7sHucjJ/60s/VTTccCxK5fOLpWZqMhbnVxe2ZXu2HayXlWLkKVdwmSaJhlW/NyoYi8INoYgQeXf/ZlFkwXxWx4Xp6xIAuizrhlU3WTi/ahlHCIzH2whJVVGbhokozbNEpqrjdUzRAKmNwliSJKkFk8tTVaPD0fZqscSY6oauqCbClFc14PV6sxoPtpI0YEJw3mpUGfT7guC6FA/uq4evngkGIYTdrq0QrFDi2DaQeBIneZ5neVZV1ceffWzqzni0k6YxAJwgLAnBm4ZSOtoalGUpSZh0tIuLC03THMehRIZQKgqBqZpu5ggjV9chqL27D8Iwo0RerTYAwP5wCATBWZ7/gcg6iQeDXl2zq6sr27RNxyqKdDlb7O7ugrbpdLvjHV2C0uHhoW1aLYKGbc+ePN4Em//gj//x+Xx+Prn66te+RSn98Y8/yMt8Pp197StfXa1WF9NFzer5ZDLa2g42m6Zpf+bbPz+ZLeMojETw4ME9x3XzPM/SstMlcRxwwTGSdF03DCOqyzzljkxHgwFvClmWszxvGO8P+oTg9Sb44Y9+tD0eK4riOE6e567rOo6ja6bnehQDRdUgUTebUJYpIe2jzz4mRNu/eVvTTVN3DFUtq3I2vXRMI1yssWJkdeX4g7qRut2h67mUEMEpVZHgZZFEksZLCjFqZRkpRG5YWdV11bZBXmBFLUVbl6Xvd3XViqLcsPw6LTdxZXv2ZrP6+JNP3njnTdfUri4njmE4bmcxn2NIFEUrmzpLM2BAwRgAjawQgiEhmBC6Nd4uyrRteRRtBoMhAKIsckxEsF4pCnUdNy9jGZNOv6+5fhSEy8srb9Ab3L0RxVUfGvP55bC/VZRR3TRFEeRVliWZ53kQwpoz07I0Xa+rusjTLEvG4/HF+SXBEiYEQgwkWZIkBLEs43v37l076FzXTdOUECIBQAjiTV1yniSJ63iqKluWSam03oRlUbRC4LKqJtNpC0RZlScnp6ZpKYpSVSWtKaUyJfJ0NvVdW5Zl27bHu3uc8cvz806n+8UXX+zs7HRc6+WLFz96770/9HM/q6nqo0ePdE11Hfu3f+u3buwf2La9XKyrPB/0h9P5fLFcvP3OlwfDLcs0X7x8Tgge7+x8+slnSRJuj/dMQzMNNcvS5WJ29OL51t4Nw9BKAS4uLpM0dR3HMPQoTvxOd7PZyDJ9+eqV7/vdXq8qS0qprulRHBy+eoWgvFouTE2msjLa3h30umdnh3lWjLe3e92tPM95XbC6jqLw5Pj4xsEuaNsvv/tmluZiONjdP9hsgraF81UQx5vd3TuEyialxDQn88WLx4/GW8Od/ZuPP3863t6SCDV1e7qYh2lmW7rv23mWJUmGKXFdr9ZLrBsYkc1ibhh6GKYIVl6nu1lt/uW/+K2f/s53VIXEaQIJxTLlgFdNmSex7ZqmZfIWIIQtryMliGCl1+2v16vr6FZV1F7XxVTBEFR5PLuaa+6W7HR0xQ1WeRqXYBNVktYSj0lZI2lEaZGom4bpptFqf+Cq3BpvR1GUF6XnurqqHh2/opSahqWoBCHAGt62rSzLjLHFYrFcLu/evasoShzHaZpCCH3PkwnhnLGm4azlvOWcX15eYCwZhoEJwVCWfvDvfsgYQ0giGElAcC4oVYBgkOKmFpLgVIYIgiyJPvn0kem4m826bdhqubp1+9Zrr7/+4sUX86uLQX9g+34QppZl1nXT1HVZlovlsoVIMNYxjSBY33vt9dH29un58XQ2cU1zvL17fjkzTCcIQl2Xdd3eGY/DKHj27AvBmjRMdL975+7toshb1hCMgAQxQqqma5p+eno6W8wc17cd27EdCOFkMqFUVhRycnpMsbY92ppdnbueX3OmG3KSJKxubt++K4QUbDZNU55fXvW6XdPSg/Wy63lpGkVh6PZGpeCGZixmoYQky1IhVHe2tk6+eJxVxf7tO88fP8JI2t2/+emjTyDEWJbjKKrKsmT8tQf3DMcmTGACsS4ny2VTlFZ/a74IoOAPHrwVJOVyfeY7bhony3Xw2puvSy3LswRRo6orTZUNw5wv5q3gnIOe713nKAhCVjZVU+qaEmZxK4SpqRhjqumiYcvZYr0K/PGNW2//VJRzhYvV4edJXQpi9LsH7//407rJhh68tddfzid+x6/rKi+Kne3ttKw44xKUOGsMXV0u10K0tu5KqMUYtG0rSRAhdJ09l2V57bkMguC6a0OuK4pVzZqGqjqEcLGYl1Wxvb1NKOFc6LqGFUVhrIEQOY6dpQnBMM/yJI3yLN/Z22N1m0ZxFEd1VWiGfuf2Tc72/sn/9I9n06mEwGhn6+z8YnvcdXyX1dIHH7z/zjtvW7bZtjVB0sP7D2yvI4T0/d/+x5wxhHCRF/vbN6/O5oUkJlcrz+8+f/FqZ3snTZN/+73f/PJPvePYlm1Zq9XK7jj37t3FhOpUNW31+fOnZcFkWS7LCkowjpOqqJ09R0JQoXIcx7AFUbBZsMIyjHff+fIPv//7Z6enDx+8luUFhLauKWZvazpbhFG4s7OTr/Nef8BakaRpmiWKTC8v56Zlz+crLtrLfHJxNt3Z3VZwTwISJMpkE+VJFCRZWZYKRVlZbY13D1+8Gtj+7o2baRStZjNd0wgmhqGkcSrKVhIoDbJGzA1Nbhk4PXwxGI40DLlona6vmWaRxkUe1WUFUN3tdw1dPz0+RUT1eltJtMSILObniqKahptVZVZmiqpShCtWAS44y+qmagT0Oj3D6dSiVQSIs4a6Ktf0Lz78gY7p1Dq5mGwODvZtT482K8Zq0/UX80VesqxkUMKQYM/zkjhezGeOY2MM4yjWdYNSGUJ4fT+VZUkIKYpCUeQWtDu7O7PpgmKIMUyT8hpZY9tunIRez5Var8irxXzVNI1qyNLv/NbvGobhuu41g4vVVVUWg0FftGIxn89n853x9mIxf/Hi2U9/52cQgpcXF08fP97Z22nb1nKc1XL98MGdMAx/9KOPLi9PbdvsdjtlWfyRP/yHWV3NZzO300822eXsIq2SG/s3i6IMw9h1/Lppyqau6vrunbtN3aRpGmxWEErj8ZhQ0rBGUw3DsJeL5Wx+RWWys7O7Wa+bhpdFubu3dz3nlBU5WgeaplV1HYdB13d0Qz8+vgiCaZGXg/5YgqQ76Pi+DUB7enqp6UZVVdvjraqsF5tgb3fr4ujo0aPH2/sHXqd3cvTqzp07AEjHR8dNU9+/f6+umSTRy6uzqkwwwp1Op+u773/4yf7BwWax8LtdrOoYUhlCx3MUQ0miiDfMsHVdo7/1T3/jjTfvlw1DkEznU103plfL4Xh35/aNsmTxJnBcwzbtOC40XWO8qcqKUFVAqcwTW5cvzs90Q+92R8enl9s7W4pML8/Ofa/nGFZZhBw0edEQWWNNHSSx1d0e7dyREF4vr+bHz1XU5KLVbV+XSQsAEfV0urDcrqLImBAEYdMwIbgEoSrL56fH4+2xBMB8PrdtG0Ko67okSWVZIgTrqgGSJMsyAIALXhW1TKFMKWNc0/Q4jiVIalbrpooguji77PV6ohWT2ZX0e9/9fQgljElR5G0rTF1jTd3r9KIoePzkEWf89dfeuLw8t22btSLYbJIoevutt588e7KYz3d3dsc747qukyT76MOPOG8kqZ3NZt/45tfHo2Eax7ZlJnmpUNfrWmG8WMyW8/lCVbVud9Dp9Zqm3h5vCy7ef//93d3dINhMp1OCiWEZr73+uqLo63VQliWQQNuKrfHw6uJytdpwLgzTGI+3AYKr9frD99+/d/fe/sHB93//9w92x4ZtLZZBmm18r7O9vQcASLOsqqrp7KLb7fd7Q03Xsjiuy2qVpIw1MkTD0Rir6ouXhwqRyrJcrVdlkSMAb96+0/Ka5JHcHQQ1KZMI1SHC9MmLw+29fdzW3W5XMTxF1uuiABDUrHTc7snxq/3tfhYmi6u5bWLN6S6DJIw2LQC242iKjA0DY9W3rSiJbNuDEsrzDGLJ1Iw4TdMi6XV7ZZbqmp5lWRhF3e5AV5W8zECLCNLaFpRlXBSB4/iu611eXNSsWcfZ3o2HrCVlEUaLiSbj3f296eTK1NWiKlnDQAuW68Dr+qqiAgAYY47jMM7rIqOoXSwCRdaoQvv93mQykSTJ9/2iKDVNzdI8jhOEUF3Xnu+xmssUXl1djEZbhmGWZVU1taqp1/ltGieMc0ophFD68XsfVFWdZanrOhBKCiVVUWRJdvjqxe07N/qDXpGXQGqrqvy93//ezZu3F7M5RpBJwtSNrcHgxeFzzTA813/+/DmrGcYIY2TomiShKMkvr2bbOzt/8S/+2SIJf/z++1lR7u7uWZbdCHZd3dndGn/y8cdRFJdlUVX162+8qSqKoqkASZ7TyYvKMA1V1dI05aIqsoxQBbSS7Thxkrw6OszynJdVp9NBCM2n0/Vq9u/9kV86v5y6tn14+Eo3lLt3boVBTIiephHCkuu4CKMPf/yTKi/3b98L4xBTZFp21++fn13kZX7z5kEQrt/7wQ9/+hvfobLyyScffOXL737/vR8djPdcTacaKqumAaQWLYW1SqlieEACZZa5vtPUomJovZ5RqRIMOe5QN+jRq2dBGL72+htIlouqOBj2k4Ilad5xrbwqIZaLvCYUN7yu8lJR5aLJDc1EEEsSqcoCERgHoU6pP+zxFtS1ZNvubHYhS9wwTc5YnOYYo6Ksk7iEVFE0AlktSa2sKmEQIEyiVWBY5sHB3iYM8rIqy8J1veVy6TiOqmlptNFlGAaZZXgShYQgjEld16JtQdtSmS7na9t2IER+x4viiNVcJujy8gwAMBptAQAq1pimCRHO0lTTFM65qqp5Xkgvnx8lSSw4U1UlzbPVfH371m0Ia0PTXr54nmXpcDR49OjTcLMZdofI0Cbz6Sfvf3D33r1f+qVf+u53vxsEgd/x33n7nR+99950Mf+Fn/v5JE4W0yvHdl++OvnGN39GCGaZ8tXlcZZnsmr3+4NOx1sF65PjU8aYpqqUkJOTI5mS3Z19IEFVMzAlm3A5ny5Goy3H8RzPI5SGcQRA6zoOkVAjRBDHBCNd1eIgLIri9PTEth3BG9syoyQXENRVZRnm4eGL4bDvuR1dN+Mo4G1tWvbZ2WxruNMf9uMo/OTRp4ZpWoa1vb0TxYmu0X/8j//Hn/2Z7/hu99mzL548ffrwnbd2drYXFxcmVZEMR9vjmgMmwGR2tZhNe17H9Tzf92bz1XK+tDRt78Z+1dTTyYzq1nDUD2aTLM26o0HdcB1xWarzxnQ6dp6XeVPpslo2EheNppE0zbhgMiWKrIm2xQTnRWHbTp2XSGpbqWV1q6k6kXEYBUgSum5WZUVVJSvyNMkN3QQSFKIRgkdJ1Ov1eN0ILiQAGGsIgQ1rRAt0w1B1bb0KFUWpm0YSgkpIVdUkTjqDPhMsT7OasZoxnSLGRFEyhMmg15VlmmX5NbTccW3O2WQysW1bCCHL8jWw/ZrDwDmnlEqHL15NpzOIEKFkPp+rsmrqJuO551pRED55/Pjo9BhDYJuWbVoNBJ1O58XTL3Z2d33fPzo6qqpqNBphjG3b3kThG6+9/vFHHwnOVVWRVVlW5X63W2T5v/7N32wRvHHrruv0Hj58WFflZHIpQU4QuX/3tbIqDg9fjbdGUZzUjF9v9gnBkzSxLZsQOUqSbq+fF00ULHu+KwCQMMEY53kerjdZmgJJwpjompIlkeV2OACzyXQ82srS5DphDILQ73RMx4yTjDWtoeqOYwGpbZqybpoWSLKinp9dUoKKPAUAlFWVZdlrr78WhSFAeG/vpmvaSbJRZNy2AAIwXa1s11cwCdYLhJGimKyugvmkzmOv62PDT8sqS6M3Xn+4WgUvX7waDkasjiyVcMlUdKKoVlEXBGFZNZMkzbPc7/QwwYvZua2biBBV1/KyYEzkaaYrcgvaFrTdjj+bTVRNBQApskoJ5aCN4phSKssq50LX1dlsphu6pmm8bqqy3KxXhGDD0OM41DQDYthKkBIFQihJ0HOc+WSapinn7PzyUoLwy1/6UlEUtmW9evZFC6DT7SuKiqCUxBFoxe7uXpZlVV0BCFjD1uu1ruuUUsuyZFnOsqxt26ZpqqqS/vU//w3NsHgrQYjLIldk2bHMTbCaTq/CzToMQr/b+dpXv/zvvv+9i8uL/nDQ73Y1WVV13XGcqqqqquKcv3j+3HacLM99z1MVdXdne2s8/PjTj5I0MjQDE8qZ+PDjT77+zZ82DWexnLm2Y5oG40UUxobqTKaXl5cXhqHfe/AQYtLxO7zhQbhGWNJUtcirxWrV7Q0oVbM0VCnO8yIvG7/XWQeBoekYo7quszyXWoEloFlO3fBwsxmPxoKz5Wrx5Mnjhw8fUoUSWV1vAl3TFEKev3h+enqiynSzWY939ly/47iurmlVXsiqnKapZVmO44SbQECoa4apG4yXdVXmaSkTjGS5qOpBt7dezcMooLJOCGJ5/PjDH2/tbGv+luN7kqjTLAUSYbXgHGgGrfLccfymSR133CJWl0WWs26/N53MCCamoTJWNhUri6LT7RRVCSCqK6bJxLTMtEgxQp5tpUlSMtC2LUYEQMj5df84QwgzJjRVS/O0LAuKsKYokiQhJCEMBWdhEFFZXqxWpmFtjbayPK/rOoljAICsKHVZNHUjSZLn+0BwwdhyHRmO1+/3sjSZTSeGpmBMOp0O4zzNM9u24ziWJElVVYxxHMeGYTRNUxRFlqXS7//2b5Y1371xe7lY5VlmGTqlOE6isshlim3Hvri4lEC7Xi4c37l7+/Z6sTBNu2qa58+fV1W1t7cXBEGe5y9fvvzpn/5p3jDOOauKMs9r1ggAXnv9rafPnj5446Hg7Y3dW2fnx6dnL0bjvc0mMk3z8aNHMiHrYPXwwQNVN3q9YVFVqqo7lvvq1TPL1lVZKctqtb5mD2Wsasqs6PeGmmmVrB5sjWbTqWmYSZI0TV0VRZ4mWzt7eVFUZZFn+Y39Ayih6exqs1l//tnHhuHuHhzs7e8AIDWsXq9WEmt/93e/u72///VvfWuxnOdZrqsaliTBGRciSVKIiec7pkIxEHmVh2mxf3A/TTJEEavKqsgRQZZtSRKpeX3y8mXLWG84vJoufd+7sTOqqpwBCIkqK2bDakpUisBmeUVlv0VNsF75na0sjx3Xujw91GTcH2/PlzHL88uL872DfcO2Xa9bZWlapA2XZEJ92xaCRUXWMGbbLmcsiiIgCduywjBEiEgA5UVu2XrLhEwIJnizXmmaSgiWWrBYrXRdr2u+Wq0830/T1HXdnZ2d2WyaRjHBuMgLx3N1U9NUjUtkOp2bmqprGgBtkSabzUZwvn/zpoQgY0xV1SAIGGO2bTPGwjA0DEPX9SxLMZRV31Q386XE+f7u9mazzrKk2+2slos8S0mGijxJkmQ4HJmG+vLFi6qqXut2wzieTqfj8Xg4GLUCnJ2dvfXWW/2un6WJ4zhhEPzu7/xukiRf+erXICHvvvXWwf72i8PDOA4Ws4kkOJSE7Tmaog0HPcaa7rCTVbnh+LpuJHHEEYxitre/gxA6PHw1HGy5HEznl6aqNYxjhFvQVlVlujbjTFHlqqp6Xf/0+JXg4NXLo+VyrSuy4/lVXX/06FPfcS1DRZB3HB8hulouPc//4IMfd/odKuMizg9u3Hz73XeWs1krRL/jPX7y2ZPPHnU6vYODW1TVXM+wLf3Z4yd5Eu/s7Ri6HYabKM0ARJamUJnIFFGZtFCBjDh+bzab90c7R+cX62AhQ6HpqtcbBEltOBormqoIdc9TLZdgLHjrOC6CLZZaUJdNnuUNzrPS63h5DNW17DtmGCccIN6wIi23drYxhhVnZZXLCgEFKPIiSXLHsZgoalZCSBRFBQBABCFAiABMMMJo/8b+erVhTOiaKlqQ56Xl2Nv6znKx7Pf7mqadnBxLAMhUnk6nuqZjQiCmJydnWzvb461+nmasqTDGnLe9Xn8+m5+cnHgdD0J4Deu+VjWZhpGlaVVdX8ml//n7P+p1/LJIN5uAyjKUgG5oSRzXTeU5ThhsEJbyvKiqSpGpqsq9Xn+93rx48WIwGNy8eeMnP/lwZ2e3aVhV5Fjky3XIJfjmu18O4zhJkizLFABcTRW8+uDRJ72t3X/v537x7OykESytmG05GPA0TUzLMy0njmNKSRpFskJVTW/b9uzs7OrqEgDU6XQphapMu93e5GrW6fSqpqGqXNS1bTsYoqKIkNS+enGapKlpavPZ5enZ5c/9wh8RABZl7lhmWWZtC5q6KYtytVhOJ5evvfW26XXOjw9ff3g/L8vPHj3CEppMLxWZZHmh69Z4e29370Dw0jbND370Pgfg/hsPoWiX85luWl5vgKQWsGa12ZR1bbv+JkjGW8M8iZ48+qw3HBFV+dpXvhzHUZ4XhmZWZVk1uW8ZdSOKpi3KwtQ1CEBRVDKlVZW/enWoqJph6IpKJYh401AEqawQwyrS3NAM1oIwWjuukWVpnlXdbhcAfHkxuXFjH0gMSAK2pKorx3bCKMmL3FBlCYAoilzfDoKQEqXb7cTxtdGzzfN80B9egxRkSgFoCaHLxXI8GkkQxmmynC96gz6SaVmUpqHDFoCWV2WJMG6BVFaV67plWSVJ0u12AQBt22ZZdv1XqOua9OnHnzdVeXZ6tDUamaaVFynBaL1Z13XV8zumpUdRhBFarlYYo93dbc7FarWCUJpMpnVdvXz5kjHx5pvvREEgyqBsxJe+9o3Hz54Vdd3tdOaLxZbnXR4dhcECUPSlr31rvLV/fHLU8ObW/dcHvf7p0UtKKMKKBHHdVHVVqrK8Wi23d/fOz8/LstA0bTqdKYra7XqCc4Qw5+11kdUwDNtxwihWZBVCHoWBrluc86vJaVFkZclu3rhnO55mqNPZDGMkAFjM52kYnhwdvfXmm4jKbqfH62I+u5JV9fDo+NkXX3R8/+bBjTjLLMcZDMaKqqXhijHW7/eJomRl9elPPrg6O/lf/uk/VTRClmVWFU3DoijJsoRxfrB/MJ9N66rI8sbq9IHE0yR68403kGjLvBCgUShBRIOyVtWlQmASBlAiiBBZptP5khC55Q1CoBECSlLLGlVREJUty1ZVfTKbQwTniykALSWy7/uSBBWqtK1YrRYQQdu0oyhSFBlhuaprmSBNVSUoRXFAqbxablRd832/aZoiTdM0HY228jxXNY0zBkCLKY2iqC7KXreXZCkSYHt/N0yT+Xze63RZ0+RZrChqFIWjrbEkwbYFZVmWRWFbdhhFskwVTV2v1rquQyhhAJo0jTXVgpDkeSpJIC/yosiTKK7LXF7SJEmvri6//a1v16z6zd/81+OtcbfXzbKkrstPPvlkvVpjTAf9viKrp+clIDwvijrPm6JYVqVlmmFaTFZrVZZ/5js/c+fO/dPzy/li+vY7P9W2YLlYEiy3Qlos57ZjI0QJocfHJx3fT9Ps4OAGAG0QBJKEOedlWbctHw47RVGdn58jhGSZhuu16ZhVySAgWVIKAVVV6XW7NffLvAKAtawMFtHs8mJrextLBLfINq0oiZdRaKpqGq1lQn7vd34HYfyNb33L/8Y3QAs0Te8PBqIVrm0wDmSFdgzv8uoyiqObN26uV8u64Z99/HFcVIZlS6LxTLOpheNovMyW54dnF5PheKvTcwbD8XJ+hTR5OZvIVJMk5LpWnmWsLolAhEhVkTdlrmu2BFoh2kG/z5hI89Tz/bquNIUGq7UsY1VRCUaT6ZVqGFlSuFa/1+9ledC2rRA8SWKCESVUUZQ8S1VVYazx/N56E5RlcW0fMUyTNdx2nbppWgAQxo7j/IHtzLIY523bAtA2gmu6vl4sy6LY399vmXjx/Lnf7Q57g/Vyadu2LBt5UaiazZhomlJRFE3TEJAwhGWWgbY1LavX65VlxXmDiyyXJNBKHCJoGLoE26dPz2RMDvZ3z89Oiyx97bXXLy4vqqa+dePmfHaV5WVdi8Oj89l0Ot7eFzU0dePw5as79+7Y/husquq6vn3nTlGUaRJGcXRxPrtz/967r722mF8+efIxohqmSlUx0OYla2zbFgDEF4ltuxBAQrFuGBAj13Xn83mWpZwLyzJ0TZvO5oPBIAg2juPef3BnMV9QShHEr14d2pbteX6URPPlHCHp9u1biq5JIhRN/eTRR/P53HI8XVUhJKqiUGr+3M/+gu6Yr54/Wy0WX3zxha7r+/sHluVgKqd5phlGmRVlkalK3NSiFeXJ7Or4+FgIcfTqxbOXh3uj3Tiu9g62Z7PJfDpbUbK7d3B1NY9W87v37m/v7IZp6vZHjOWe5wBgZ1neCri1tZPkmzQvfc9veFVXNaiz6dkrjPF4507WSophNEJqGIuTRJeVPM0YZ5Zst0LUVTO5muzt3zIMvQUgSaI0Xw8Gg8nVXAhpOOhTQouiiNOsNxxoitm0XNWNVhGsYKrmBJs1IghKkFd1mWaSJGFdUzUNYcyEYJxXRYkpUSmGBHiOOb26OD/jEGuqSquqUDVNM42iqloAEEZNU8uyp+v6er0WoqWYLBbTO3fvzFfroihaAREijDHpJ++9X1WVqip5lklSC6Gk61pZlrqqBusV5zwvi53tMQAgSTKIpXW4Wq/DzTqdTCYXl5f3bt50HcfruPce3G2qaj6fv3z1ans8QhgiSLa3d58+f55liShLjRKiyFQ1/cFw1O/LlC4WCyFE1TRlWWua6nmdy8vL4XCAEFqvN3VdXVxc3Lt3X4iGUBKFKYQoSULTUn3f5wxcXFypqk4wIYRCBIXgvu9Np1e6rimaGWw2l+enL59/MRwNXK8z3t6VJEwJvcYoColXjZjOVk8efb67s/XGm6+dnh75bgdCtAojghBriuGgbxn2y5fPT8/OWtHO57O8Km/fvmeoRhLH88Vkd3eXcRFn6Xe+853ZbFZFYafbnW/CTq8vWl7lpW1bRV5kaZoXGeONqqrbOzsylYuykinNwtV6MZ3M5rbb371xS4LYNE0ORF03TV4iJLjgGBKZUr/bnc5mABEA2zzPHNs3DAohYKzFUC2KDMO2aWpCLQBbxhvGKoppnq2QRDXDq6syTRMA2jzLr//aMIZAgsEmQBirqgrbFlMKgJRlaVVkjNVAkhTTZk2TJann+ZwxhLEiy5RSxjnGqKkbQnBdN0mcANEYpqVohqYpUZgEm1A3dJynmaapMsVRWEAJOI63nC8GW1tNVRVVXVXl7bu36yJ7+eL57s5uEMasadMsG/QHcRz/4V/8Rd9393Z3Dg9fnh4fb9ZLQpWf+vJXgWiyOIqTrCyKB/fvYoqLJJ1fTcuytl1fUVXGmjxNCMFUlhfHJ7Ztu64NADdN7dNPP+10OsPhYLnMDEPP82y9no+2Rk1TH+zfAFJ/Pp9IEpRVqqhKludIkizLEk3btmKxWASbgLGGcwAA8Lu9AyEaXnmdThgGnLdJkr7zzjvz+cyyzel0XpXFznir43mT6aVmapoqX1xOW4DG23tXk5OyzHVN742GveHW6em5Zrk3bux9/tnnyCHf+fmf/fVf/x8QVZIouXX3LqHUMrRlsjm7Op8tI7c7QIgYBrEsR1W0vCyiJJzNrn76m99ezGb9rbGsquEm8N2OZTmq06nqxrQtTTWiIMAybepakiRJkvZ2d6uqKYoizVLdMFoocd6AVlYVGgYpwgAjUgFRlUWRxQf7++swhxJgTbXZLB3HQRARLCNCNIIk0DLWDAbDLE0VRYnDte04lmFkeWYb5tXFZQPE3t7uq1cvBsOhDDRKsWZbru1NLi7LItdU1XO9IAzCTdDr99I0lRVluVwqqtrp9aS24QLIihJFEZVlTJCqGtL3fvf3CIFVnSsywQhWZYMx3dnfPzs/q4rCtswXhy8k3hRZXCbR8cm0M9xuEaiKQpKk4XD4xltvJnG8WS1h2964dXBxNdm9cZvXzXI66XS9w6PDVojX33zz8uLqYGdvsVrFReb3e5DzKIxM00yzPC9qTZfruqCUjobbJydneZ5vjbeeP3s2HA7ruoawFW1bFo3j2ABIhBAJgtVmvT3eWy1WUbzp93sIoizLESLL5WJra0gVrRWtZTuzxSzLE5XS6eQSIWrolmkaT7/4QlFpGid1WQrWdHvdFuGTs9MvvfOuBMnB/m0hpNV6vlxcUVlGlKxWG8fuvPHWm59+/GFd5IvNejQaFUW+2YRlUW8NO46l6zKFqMWyMl2E/eE4TbPd8bbg4vHjR37H0w1DCI4E5wCaTofIhDcVhhJrqrzIFYVEUeZYnbIsNUMXkrSaLQiRTNMAEtQNHUjSYrnWFSWJN4wx3XDDOO/1rxuk8Wg4QBLM8yLO0jxJh4MeEC1nrWZSRbHCLDM0ZbNYWKa1WC193yeEENROJxPP6+R5xepG1dSsrgTjsixTVW1FGy2XjdQIBjVFVVUlTRKIYJIko9FouVgWVcHbdjgcGqbJOIeAY0ypom5Wy7qux+NtJGnS4bNnVcmSeHN5flrXhd/tyFQP48jzXca44zjHJ0eHz5/E4aYII47wbLW5e+fuvfv3CSFZlvm+/+L5c5ng0daAMaZpelVzmVLXtnq9nhD8cnoOAI6TNImSGzduUxkqKhUcCCHCMHx5ePTGm28WWSxJSFH0JMs1XVdk+vTzzyiVJUnSNEW0raLbVFVtXf/4449v3rxpGvZssRhvj6q6HnY7s8UVb0ELSFnW4XqzNRw2vJ5OJv3BUNeNk9PDokg1TZ9Nl4vF4md/7mePjo8nF1dhGEkIvfHw9TgJiiK3LLPT60AJdf3O8+cvkyS9uDiXoKRbVsfxLK+j6NrueIs3bLlYNk1ZMJZnhUplqa2SeL1Zbm7dezDe3js7P3VcyzJcWZYplc/OTnv9vuf7UZIIDoosjcLg4GCfiyZJQ982oyBcraMwivf3DmSK0zzpDXYa1jZN1ba8rmuCKaEkTmJDN5aLhaLIdc0sy1UVuk4CVdXnsymlVJE1wbmha4ap1VVdlrWha5yzsqmyotKI6jvO0emRYRiO41AKs3jdNABSizX1aNjLsrgsSpUoF5Orwc4YAyRavpgvB6MtAESWxFVRWLZd5EWapFESI4Ity97Z2Tk7OyvLcjQaKrJyenxCCOGc7+/dlD768XtxmN69fefpk09PTg7fevvtOM47/R6lBADQNI1o2Wo2/eTjD1+7fz8ry/UmfO2114MwDILgxo0bjx8/1lTl7PTk3XfeXq5WjuPomr61tTWfz1ar1cHBgQRBXjAu2qKp+v0e5Pzs+Khh4pph4nc6nZ4vBF8sNpphUUoxxrPp1WYxtx0nTdMoDAFCX/vmt6+upovZklLqOI6u660k0ixlnPO6MS2DEFpUNVHk9XJlW1adJ5wx1ggJolcnh6NRr9vtP3r0NM9zyzLWq/XV1aTXH+zfuMnram93J88zz/OiNFEVOY3jPE3btuWMCwHOp5ObB7e8XrcoSwhaVVYwREESQoIliFlVX5wctaLZrFd7B7fffOunJleXVEYyVWzbvrq6Yox1ul2IYBgnmuFqMko2S4xxC8FscSmqouN1dd0r69qxzNn0ChKs67bp+G3bqqqSJEkYRqZprFYrQrChm77nLVYrSUKeYyMZB1H4+NFT23UG/R6vG9M0EEYQwtl0pmvq1eWFoivjnVst45JgeVkwxpqmsW0DSgwh2euMFutlGgZ9z0MUCyGiKFps1qPBtqIoTVMbppGmqUpl0LYXFxeKomxvb0+m0/0bB69eHQouCCUSAKZpRGF0fYZ7/PjxG2+8If3rf/lP6oLzmidxcOPmrqppUZSZjs1Yk2W5aeq6rrKmYYyVRcYb5jpeXpetaMuynE6nr168MnQ1jMNvfvPrrz18PU3i41cvbccZjbfPz8+rqgyD6Oat+063O1lMXcfhZQWESLPUtCwAAEaIEqia+my+0Q27rsrVfKoosut6nPMoiheL+Wg0mk6mF5dXo63tTrfjul6eZQTjRjRxEre8bQWQ2vbs8tzx3a985atXk6v1YjHsDyFCUZQslgtZwVeXE1nTNU37n7/3vTAI3njrra3t7W5vaBvabHJFqWzZtuk4SRy2gkEJEEKbmodhAgBQdK1mNWsa3/dePn8xGgz9XmcymVBFxYRahpnG8eTq1Ol0FdncLOeaSu/de1CW5cXFBUKo1+8HUVhUFUZU15Q6T/O8lDXl5cvHKpXKvH7t4buKpjFWM8YhllVNSZIUQsQ5tyxbkgDnHGO8Xq9Ny0KSpOoGFyDerDHFVKFhmLUtkCDL4thxXdBKdVNzzk6Ojt55503Gms8+P97b2xlvdauyvqaoMdZ4HbcVQNeN1WaNAPBsax2Eum1BIK0WC7/TI1hNs2ixmu7u7BqakUQx50xR1NVy2XCGMKayEoZht9s7PT32fV/X9DIv8jyzLJuLCju2mcHqcnW1t7dblOXLw0NDtyvW7O3tQggty1yvl77vT07PptMrWzPCIE7KVJXVLMsuLi4c29raGv30jZ9erRctEEkcTS4vJUm6nM6Ojw5d131w7zVJQkEY9fweReR0uhqORmUrmNQmSZbHkaiLBgDX6794dbpcTEc9X9f0FqsypWnZdHvDJE7Pz84QxrqhEAIZK3VN0TRjE651VRkOB+Em5U1dFvGHH328u7XVtqLbH8Z52R8MaS1aIEGEVFVLi0JV1bu3bwsubj18gBCumyZNE1WRbccriirLq6KsHNuECL08POr3RljRl9OpDlrPtWHbMsY8z72aXF5NLn3LJVQxdDWKEsMwh1tjotAozhCWfN958uSJLMuGYQAgLRZLIsu+54q6FIJrjgdgCVr28OEbMmwvzi+qujItM04rJOuyYpW8rpoaCKBqRlGWmqoQQuIkxhi1gnNJ4kJUDaubugUiLZJ+f6epWVXHnmPmeYkRAaD1Bv08S8IwUGTZ9TzdNKMobGq+tbWVJkkcx4gocRQ1RSHq6mI2K7dGMlazoi7STEE0SWJTJ4QQ33MAaIuiYIxVdY0xkRVFp3S5Xq03waA/kGW6v3+QpammqkkY5XkRRfHl5Fg6fvasqArG6qauy7LJ0uzgxo2G1avVkjN24+aNly9fNmVWFtlqvXn54qWmaVvj8XQ6BUAab2+PR+PBVr+uy2i5vPPw3ofvf8gacfPOvYvLy5evnn3rm98YDMc/+PEHntc72N45O31FKOl1RzVnVV02DaMYLmYTquqabj558qSpqxv72wghvzcCgqlUqRibTGeSJLmuqxt6nue2ZemGfnp6msbJcDCI4/BqMiOUjgaDusiX69VwtAUg0gy9bhhCKM0y0zDatuUcIcjicM4biZq+4Zh5km3mU88zZFnVVHsZBI5lGrpa1g3EuOWsLPIkr7Iss3RNVejk6krX1ZPTIyHB/a07x4cv7tzbr5hEVJUSICq+c3BztZodPn/a7Q0JoUK0iqIyBhbLxfbuUNc1iAjjAEpIAnyzXtqWoRF5sbwCAFQ1sNyuabnrzQpIAmOsa1aep5hAwRpFlhtWlWVl225TM8PQEZQIgdPFUpJQt9tJkpg3FaVKnpWarkdRWJfFZrVYhclXvvlNSbREkiQoFXnBOMvzjPN2/+AgS1Iu2NnZuW3bvV7ve9/7/oMHDzRVybOcyopuqo6tT68WCBDG6po3DWPbu7tet7taLrNNEodh2eQAgCiM+72e4zpJkiKIF8sprpuaNQJChRCiqlCIdrNZa7qqaVpRZKv1StXUJNqcn50zxhhrDF1PoujmwUGn32+B1Lbg8uJytZjtbI9bAeuq/smHP1FMHUhwtDXO8uLDDz+0TbMqstl82jC+vbtblk0YhrIiD/p9zhmV5X5/sFiuRsOh69imoZ6fnU4vjk3LY5rEWON5LqEyRIjIqlQ1ZSPaNIOCe45V5umL58+7g+HO7j7BKIMQx3GeZ3EYGqbh+f7V1QxCnMdhw5hM9VYSvudEUUIwIhJSqHz73oMw2tSMG1QeDrvhZqOrhDW1pWtJlDPGet1OrilQAoLzbrdTFPmgP2qqEsnV6OYOg9pw5AVRkGxWUJKCYF3XYry1T2S5LCtV0Xb2tp69/GRvv1NkXPDE9TuoBZqm1WXpuW5ZFDWAjutxzpsgFKKGgGVZCCFUVT3PkrIqCZOauvYcO8pFzYr59NJ3vaYmVStEyrqOB4BUpdn8agYRdmwYBjHnbRTFo0GfC2G63YvTUwJRx/Nu3r51fHzMOVcUKstymkRFUQ4GQwjRNdb/9u1blJBWAlRXm7JhRbUqEooQEDzJQsftZHkh6ubF48+zPPP8DqBQ1HjQ9zsdT9f1wWj8wQc/CYPI67jSow8/oFSJokTTDS6aPE9VTR4NR8++eKppmgQBJvTs5Hh6cUkJunnzwLLsJE2bhl9eTSzb3gQRbNuu7+zf3P/Rj95bzxcQwYdvvtk0XFW1zXpjO/bWaGuxXhOZthwgiFVNqetaluVut/v54yf7Nw4oxkkSx1GoKLLvuhfnZ2G42d27keb19vY4jkJV0wUARycn9+7eVVTl1YvnvKk1Ra2rmspEUbW64UEYpWnS63SW86kqy/1Bv6pKDsBktlguF5yxJEtv3bqzs7s3GA2mV1NTNfOyMhynLJvNZt3reZpKiyxjTVVXdQuA47pNzTAlm9VS0zQARCvEZhO2bdtx3FW6JkS2FQdTuWzqPN2EwbriaG/3hmdaNa/KotI0I8kiojSCg6rAQTBXdQMhChEVnOkqtUw9TaI0zW3b0HU1CBIJYlVX87zgDVNUHSEIEciSxDKNJMsIoRiBpmkgVsqi1DRNMK5rWpomVV3ruiXLdLFcyDKt65px7nU6rGnC1TrLstVmfe/eXcaY7/sSFKxhSZJ6XgcASQh+cXEpSRKltNfrUVluoVTnVbhaVHXq2r6ha61o6rqlsnJyeqZpigACK8r27l6VN1kaX12cGqbR8NZ1PM7b1WqOFUXngpVlVFZ5tzcsiszzvPlshjG2LOPs4iwIA17xTrfnOSbnHLStqqhXVycAAMdxHa9TZ3nHc84vLgajbp3nDx++6XX9OEu+ePLMtn1V1TerlWnoXr8bhxmUqKZTRZaDIFivVoqiiFaq6vry4sKyTIxxFMae15Mw3QQBkiBndV6Wqm7IGEPRnBy9DINNUXPP73Qsx8Hk6uJkvQlEKx2fnt24eZsQ4th2EESihUIicRL3hiPdstbrzd0Hd0bDnbSokjRVFTkJQ4nIVVFQrAAh0jiUSS9Li6oqTV1eLpdlWVq22/BalilGwLadOE48z7Msp24aC1JQLMOrp6ODN5CmbcK1BOWe52uqWjdllGwQItPZpqobx+lIEhSiUGSFIKzpOsLy+dlZkSGZkqpu8qLCFMdJBFsaJeH2zhhBqJoGklBVN4w1pqEvF/PNcmHatt3ppnnp2krbtnlemZbBpJZqGpIphpCLxjDkoigHwyHEtGqa9WrlWJZrO6ZtxXGMEArD0LKszSbSVP3k5Gxndxu0gBBSVVWWZVVVFUUehzFExPHsNm6ni1USB3u7Y4ypZhoCCEjp9ni8WCxPDo8HowGAoNsbHL46nE4mX/nKVySA6qLEq+VqvpzZlkFkCKU2S5Or0zoMNnVdgZbDVrq1f1BkJQIkyMJPfvKDIkl29+92e4N79x6mRaFrSo5hnCeabnz++HBvezsO1xBLHc/dHw83WeV0Oqyp6yIr0+zw5RFCZP9gJw6XTdEgqnS6HVOleZx0u13NNE5PTymmEmht23GHI1mmdVVbtsVaXkapa7nr9UrG8sH+jt/rp2lSNw2mKssr0ArLNGUZAyA0TeESSIsiy3JVUQ1F6XV7o63dKk0Wi7njd2ezVZnGpmHujsZJljFeEoLCMAUSIYRKvJYwNC1TVQ1d067mV45lbVYbIICiaYqKq7qeL9ZetwOQvprWs/VKYFWlVEFof3fv1csXnJemaydJUuYRkVVJwlSRYV1rqivLihBtA6q7N/cuptOyYdcA1U63t1rNHdsu6rpuuGEarCmWqwWlCiYwz+qWMYxIVdWU4H6v09RcUZU8yxfLlWVbGsGiabIyJbjFoK7Lom46LOMAMtsy6qpp6hoAqdvr5lnuOE4SRxKQXK+LsVLkRcPq8dY4LytJAopC18slaEXHc7hgkkQMy8yzKI7i7d39IAx9z5/O56v1Zm9vN9is6yqLo4hSbbA1fuPtt6/Ozpq69D1X+uwnHzZNrSi0laSyKLM0LvMcQTAcDqMk7vV7nDUSkLIkO7s8f/X8sW0ae7u3Xn/r3STNnr54EUdhv9d99OjT4WioqHKV5AC0eVGqquI4NiTynfsPzs/OMJSorHz62RcykYdb/eHAFzVfbsKsKh3LrPIiybMvfe1rEgBNXW1Wa9M08zxv27bIcr/fLarq/PCYEKKqqmmaiqYlaarIcpKmrRDXBjZZljt+RyF4tZxv4qTb60VRbJpmmiae5wOETl68JARqpkmopmkKxhghxBhjjHPRAkmqqsrQTYjbOFybukmJHMWRkETH9eIwZIxJEFmOWxQFhBhS3ORZGcey7c5WkWcbBEkE0xfPn+3tbduee/zqWFXg9vbuMiwAkILVdDQaSVASHGR17ukWkmXRtm1dZ0U+my9u37qZZymR1aKoEJYUBVdFVRSV7TisqvM0A0CYliFhFEYxoTKEUCZyUTMEIUUS56WuykWeAZ7ozrBktOVQgjwM1p1Ot23BcrnsdPyqqpIkvnPnzkcff/oP/vtf/4Wf//mvffndJI04B4PBqGF1nqWcsX6vu9lsqqIsmdjd3b04PVEVapjmarVWVc0wLSyT+Wyapqki41ZIkoR0w9gabymEPv/ii024kn7w+9+zLL3T9YMw4owTgs6Oj4PN6ktf+hKAUpZnmqosFvMiyy3DYKwxTG2z3DCBsqI0XRcCybWtL549nUwng8Gg2+9PLi8H/V6YJBBCU1OiMDJtGyFsWg5ECsE0jNaeq6MWQSJnZRls1gSivCp3Dg5sy4qCdVPXGBNKaZIkGKK0zOMk6TheGEXXXK/rYcxsNkMIbW1tPXz4cL1en5+fO5YtU1qURRCFhBAhGMJE181+r3t0dFik2dbWIM2Ka7I3AFIrhKLInIskzw3TzLJcUXQA+GazkilVVTVNE0lqTdNiTRMGAQBA062GMYRxw5o0TuuiIpo8Gu8wzgmG68VKAq1uKC2QVFlldZ7lOcD04nIy7g91QyWEAglWTcmzwh8MwjjKgtB23DBJGGuEEIZpGKYpSVKaxrqicQF0XauqKs9zLEmKIm82QdXUWzvbdV1XZa0oapIkvZ6fpiFoZQxIVSxMr18JgCXUlJVouW7oaRrruiF4GwRBmqbv/+TDv/13/sv1erM9Hv+rf/ZPGlatVoHndQxTz7O0bYVCcdu23W53EyQY09PTE1WVQQsolXXNfPbi+cnZyc/+7HeCzcZQlTTNdnd3G8aE4Jv1BiPSsAbXdTWbJcvVQrSgFe2Tx5+rsmwZ2qtXr4hM27Ydb28lcRzHoWcaRNVkWWWMLdebdRB+ZWfn7PQsz7K79+4nacKYCNP0tTffXi/nB7furNdrqckNXev6vqIZRFYJVoq8HI/HSGKsZscnZ4PxeGtrXBfFlmWWDQ+CkGBU1wIhVBQFpbSpatO0bMcBTFBFieKI1Y0sy8vVaj6fG4bh+/4XX3wxnU4dx6G6GicZofL+wQGr68nsEiEJIXR+duqYumnoWVXohm7Z9tX5eZwkN27cSMJItAIg1DQ1RrAsCs4aimlRFLJCNU3J02y1WrWgHQ6HTVVDhGvGy7KiBBqmWlLM6moznwCEXd8fjIagFY8//0zT9b2dfUJoki5Y29qWaRgWleG1DjIMA1FUlu8hCAkmQbDGshLHedu2URx1up3RcKuq6jzNdd1smmoym7qua+i6aIEkSR2/07YtgiiKIiEERnC5XHgdZz6LDNXBVM6KwukMijimmECiyjLlXGUNK8vadf2/9/f/27//D/8hAABidHF5eXh4+PVvfO3s7IrxpWi5Y1svXzwXvLoWN7cA+d2e7dmaqjUVE6L9/MnTv/S//stlU/+Vk+O//td+NY+i0XBYFsV77/0wSbM333y7uz0CvMVJGuq6/vnjx0mSdDud4WjImlpwTihRFZoX5XQ+e/78iyQKdBmDlsRxulqvtnb2Xt9+/fvf+15Z1wC0/atOv9dnjfC9TlLkQRTdv3dPRjAKg+HNQVFUgrcUEVlRqqYGEszTIs/zwWioqloSp5SqrAFIApiQtm1N0y2LvKqqfr8vBKAI1nUlW8bl5NJzvVcvXi6WC8u2bdvqdLpEJi9ePLd0o9/rciEwxq1oEUQSlR3br+smiSMEgWEYvAVJKm2iOEpzRZYt6mmmnWaZJAHUgiQINdOwTLMo6iTJGANRENRVnmaF7bh+x8+qumW8ybKyETIhtutBjOqmTqJAxuTZk6dNWQBJorKyvb2n6YZoOUJwa2vcMFGVVQuYrFhZngnOBoORrMhVVVKNtlxvsrpqcoSRoeuKql6cn08uJ8PxlqJrqqZkWW7opkyVdRC4trOzs3s94YQQdbvdPM+TJOl2fQmQ3rDPuYiWpWCNY7VZmiMEO3Y3z5KiKJumtiz7N3/7t/7Br/86QhhIwPe9xXzx/X/3/UGv49q26/vPnj81Nd2xrDAKjo+PHz68R2UjTdPZdMIZ393dQwT/2n/7a2VTE0r+7n/z932/9+f+zP+qziIh2N27d0+OT8uqbiXY3xrhqqoWi8V1Hcz3/V6vK4RQiAIA/7ff+67jWBKQjk9O33jzrcvZBgLkOIbpGu+9997WeOfDn/zkf/erv3r46tUXTx7LlAAJDuloHYUQwuOjI9Oy2rZdLJe25dZVuViuen0ShiFCSALAcH1JgrKiQoIolTnnWAJRGJZV5Tp2XdfXOAqEcBImbSuiywnFJCyD2Xrpuu7WaHRwsB9HkUrld95623Rs1jRZnPS8ThzHF+fnjHNZlh3Hwdhp6hIhXJelaNuqqk+On+/u7o5GW5PpVJYpJbiuayormmrlWbEJNpTKo8HWerNMssB1HSFgXrSyoqT50jENyFoEYZqmVJazPNN0oymrt995dxWs15uQUJ0Q/dHjp/1eZ3dnS9Npnqae681msyhM1uv17s4OxCjYBEWRK6osccB5KwTwXI9SoqracDQKN2HTMEWRFVkOgqjT6Rim2Uogz/Pny2c7Ozu6rrOGX5dFB4PBYjlXhVitQ0yoafqC8/OL4+Gw1zRNFAdNXUfBptft1U3zd/6rv8MYkyToOramKAqlt2/eaqq83+vkTbW1NR4OBovZ/K233z0+Pfv//Jd/98/82T8HJKRpRq/bzfO8rNIwDAkmhqaHTfT//H/9Z+++87ZrKHVdea4/3t52O926qq6mV3A8Ho+2tm7evPnVr371xo0bruu6rtuCVoLoW9/+mW5v+Pobbx/cuOP5vW5nAFroOO61/eyjjz56992f8j0/juNOp0MogUhazGeuadqmmWbZ0dFRnhe6pp+dnsZx3O/3iiKnlKqq2gKJEFoWRbhZzaeTIksEq5MogkBiVV2VddMwIVpJgpQSIbiiyKZldrtdRVVuHBzESXx0ePTk8WMhhOM4aZa2oLW9DlSsnEmLsCCyYtsWQkjT1Ot6bhxHjHNFUWzb/vrXvq4r6unpqW4ammG0rWRadlFVcZw0rDIt1bYViCTH64739nnbFlVJqOy4LiW0YYxgAhHinK+Wy2C9IYgwLlgLHNe7efMmIcjzrAf37mqqspgu4yiu6noymYRhqFCZ1c2zp19EYcQbrshKnmSEQNAiQ7cJoRhTTdW7nZ5luZ1OV5aVKIodx86ybLlYyFSRZYULPl/MGBNJkjYNBwBOJhNV1Z4+fXpxeiKEWG42iqoCILI8MwwdSZIiy/t7u91u59NPPzk9u0AIt6042N+7sbPzl/7Cn/8nv/HPVutVK0l/62/9n/7SX/4rf+e/+jXNciFRzi+npu3/8L0f/43/w38yGm8fn5795b/yV/7qX/2rv/zLv/zNb3zD0I22bRljv/b3/l5/OHIc13bdoqzWq5WhKa5jQUVR2rZVVVWSpKqqVqvVYrG4uDptpdYwnN5gdxEk3/rWt99+/aGtq7vjreNXJ9EmfvjwwbvvvOP7fpqlEEFCyNbWlqLKaRIpFEttK0R7ffquqmp3bxdCiBDSdV1T1bOzc4SkYL1sinQ9n8oItU3DymKzWiFJkikNg0CWZUmShBCz2ZxSAkBLKInyNIyint+RCb3mgpiWSTTFdhydKvFqIbHU0fDu0PNdl4tW07Q4TsqyVBTFsi3LMk3T8H1fkqR+rwchzIqsaRrGRZ6Xi8WqKDJNp1Rp02yFsAAScH23rJqt8ViAKozWiqJIAEAETduu6hq07Xi0FcWxEG2cplXV1HWNKQ/CCQLMty1TVaAE4jhumsY0DIzAoN/J0ihLEpnKrGp63W5R5lXVqKo+mUwfffb49PSMNUKCsGmYpuoQQtu2m6YpyzLLcsuyR6PRer0CbYsQbltgWaamaVVV6prm+5aqYM930jy3LJc1fDZb1E2dp+n1/CjPcwkAAFqM0V//1V/9j//ar37x9PFnT54sw/T/8Z/9F2+/9e7//f/2f/2nv/HP3//gJ5sg/uiTz7CsvvfBBwJILw8P/4u//bf/5t/8m3/8j//x//HXf/3P/Ok//eD+fQCABKWPP/l0uVxRKk9mi26/DyXp+Ojwgx/+EMZh2O/1tsfjvb29JEnW683R0bEkQQDaDz/66Mc/fu+Lp0/f+8EPV7N5WZWTxTQq03kQfPbZJ8enp7sHt374/gdxkuztH1RlgyG6dfO2JqsYQ8exPM+7d++e63Tms6WiqEWeB+vNZr0BbQsliRC1LLnj+v3hMM3zi6uJoqqapsoyVWR6rTd3HGdnZzvOirSosywjGPd7Pdu2Hz54cOPg4O7du4Zuct4apnF5cvjZT95jTZ6lm+nkNIkTzvj1lpVtW1mRX81ns8kECAEhitIizcubN/bzOOJVgQFfzif37t3SDWVyNYcSkWUzDtP1ZsUaye8MMKGtkKqiaNu2lRCr65Ojo+ubVdFU07QM01yv15PJ1Xq9lgB8+fIoiJKqaQzHApJEqWxZVl3Xz5895bzu97umobK6rOoyjhOCdVVTDUPr9fvbuzsQwdn8StNl1zaDzUa0fDa78D3Hc12ZojzPZtNNt7OVpEm/N0ZIiuKVohAoQSorN2/ekngNRAswpapWljUlRCbU8dy8bOI0ee21e7qmcs7/2C/94pe/9G6cpn/xL//Fd95880c/+knT1H/qV/79b3zty3/uz/ypRx9/qGC4mM/ffvP1v/mf/B93dnf+9b/8lw/u3vvaV77yv//f/m/eev31PM/+o//wz17DGuIkbgF27I5j+wBSJlqqymkSQVY3RZYhhCghTdPs7Ozcu3fv1ctX//Af/PeTy8uvf+1rb7/1hu3Yv/+97706PPri2TOMcV03cRSbhvH9739vNrl6/fXXf/KTD777u78znVxF0SqIllmW6rq2s7OzXC6n00vDVAmFmKIgCRFF471tRVWpIuumhSkuy7zb7XQ6vqooDWOe5+m6XuS5ruuLxWKxWBiGQQi5ZliWZVnXtaapEILVapkkSZGllFJF13ujcd60acl6o51ur6/ICkRovV4fn5zKsjre2l6FycnFBCDiuB7n7WR6gTCP46iqa0RIK4Btubs7N1pBlosgSpLRcHR8dNI0TdsCKsuKrCCE2hbIsixTqusaxqgscs4agtF4a+R5nq7pGBmOPdA0Pc2yw6PDk5NTRVFkWeZC9PqDpuFFWUIk8ZY1Dc8LJgCSZT0MU0IURZF3dnYghLPZLI7jOA7jKAUCI0jLoq6qqgWt57uUUplqAEi27XPWQggxQqZu5EWx2WzKP6iMMi5YFIXXUCFVUymhW8PRr/z7f2J3Z/uv/7W/vlwuHjx8cO/e/SzLp7PJ9vZ2WTVnZxdvvPnG5eXZb//WP3cd82d+5puiZVdXk/Pzi3v37q2XizJLv/zOW69ePn/42oN+t9OK9v79u1ujAVVkzdC6vc7NWzdHo9HNm7dgFIZREL549ixJk16vJ0mSpmmD/vD+nXuUYENX3njtga6rW+Pxq6NjTOjuzt6wN0CQJkli2cav/Ae/ghHq97pCcFnWojiI4kDTtB/94Icf/uQnF+cXRVlc4+Gm0wlnVVUVMsVUlSUINUOLk6Qsq8lkQgjVdA0jHATBar1uGCuKoiiKzSZQVa1pGKWUEAIhZIxlWSbLFGHY7fiWZpxfXDjd3mhnzzRsVTMkSMIwPLhxYJkmkCBVNILlIi0liHXDNA19OOilaSzLquBSt9u3HHe52qyDMMmSKE2iKDUsGxPMGbMNy9ANSZIkCWiqJgGka0ZZVhihydVVkaWsLgVnQjBKsBCCykpd1d1OF2N8PQrxPO96xIAx5qLVDdN2fVlRZVk1TMvvdKmsSAgt1+uyqvI8j6Kwrqu6quazmeM4pmkVRRPHKYJQUVTPcTmrHMe2LGe9WeR5rin65GIShyEhCBHsdzoSgr7vSVCyLFNV5LIq0zSNojgIwuVi/X/+W3/r7/03/7Xne6xhTcM2mzCIosGo//Gnn+4c3Bxsjf/t975HMa7K7Mtf/pLnuKvFKkkSXdc+/eyz0WhLN43f/973bdcdj0e/8if/pKnrv/pX/2pR5KqubsL1erVqGgYlTLAs/Zt/8RsIoU8+/fT23TuYUoyxaZoSb99//72izG7ePHj2/OkPf/jeg3sPTNsmhI63tga9fpJkWVFAih9//vmTx5//+f/wz77+8PX3f/yx49Hnz19UZSOEGI93LMu+eetOXVeqqiEIFJk+e/Hcth2oqGXJ9nZ2ZJkkUVLXdZ7nUBKWabQtwITImnZ5cSHLMuecc17Xte/7lNLrNhznjaLIrGEIwcnFpDMclFXNm2azXqmarqqaaZiO627WS6/bpYpeJMn86krCsNvvPHn8uBUtocr+/l6W1ACKTsdtW7QJNowVum5LEizKjFJqmU4UJlezy/H2dgvarucvp3NCqaaps9lEValCcV7kRVFd4zFUzcKEiFbYtjOfL1RV1lRFpvJ6s7m4uLh//35d14qqgBYAADdBQGRaVqWqqnXdANC6jpdEseBss1nt7e1tNhvd0DEkeVbkZQpAq6iaqiib1dJ1PdZKnDcASBThIk91Xc2KnKhqkWeG5QiAgeAYAhmjum6AJDHOmqKqq8rp+JbtbNYbSQKaql5OZ3/4l3/5P/1P/y+//VvfjaPctvXPP/307/3XfxdDfjFd/fIv/dHf/r3f+4//xt/4tb/zd/7G3/gbN2/fKbJksQ7/4T/87zzHnFxNw0341jtvLmfzPyAfaXrLW8MwRM2lf/mPft11nJa3VVM9ef7UtO379++dHJ8MB4PPPnukaTKB7dOnzw/2b2ZFtru3iyCq6hpBRDB69Oizo1cvZFn5pV/+XxyfnvGqdmzrxYuXuqE/eP0BgNL+/m3DMOI49nxfxigKVmVRwhZMl+vuYNgZDuM4W83m/UG/rhlBUri+cl23hYqskKIoAJA4Z0IISZIQRLKiFEWmKHJTMYpJw5v1eq4bFsK0rhlGSLSi0+lwztbrRdui+Wz58LUHLWiTOKkrpivyejNbLKa+PxiM9ghBsiwfHb+ybVdTjSSN6qbqdvsIUc6YEJVlW1leXk3naZpub28TTOqygkBQgkXLDd0M1gtZxbrpZGm6XK1M0+Zc2I6bpSkTHBElS0LYgk63M5vNhPgDsdZyuRxtbcVx3O0PojhOwwRCKYpi3/PbVhCKGKvzsmA18xx3vVr1hv04jgmhtmFjBIkM4yRWVBMhdM02zvO8LDMogaYsIVWwqkJE8iyusqzndy3XLotqcnlaVLlt+5pmYCynacI59z2PA+nv/tqvffubX/Zs9x/8d/8oiKM/+sf+8Icff/zP/uk/r6rqK1/58l/6S3/5hz/4wS/+ws9PppN/8S/+la6bf+Ev/EfdXoczNh6Pg83m4vQYY5pkuWE5o+GwyLIiTxVZkd7/we/3Ot0iLy7Oz1+9Orx1586HH31448aNb3/72//v//w/L/PsT/yxX07SrBVtWZXL9VLTtCIrgvX65sFBv9spqwLLynITfvTxJ7cOdkzD1P6/Jf3X0qVJmp0Hfq4+rbfe+9chMlJ3qa6GASAaoMFIgoMhMDRexRg5tzA2cw20uYM55BjQAIWRbKAaDXRVd4nMyoyMDPmrrcWnpcs5iDtwM/eD19+11rMcGwJ8cX0hlfb67YdnT58Nh8OyLGnfaxA6vtt2HZCIUaq4AhBUbQU0EMUx0ERfZ0VZDMYLnZAPH26Hw6HjOKvVqu/78XhycXFe5GlVV8kpHYQDhDEAwo+i7XYnhcSYEJ1EUbTdbqXkcRzVdUcQxkhh01lvj8f93vetxWLRd/3peAxC37atzWYzn10kSVaUWVVXFxdXhuEgCBCWSknLdA6npO0613Voz0zDaNvGMs3BeIAh+ptf/dVsNr54+pRRul6vuZBxFNu2TQjWNFRUbVmkgve+//Fb10MImqZBCBkEu46rIQQhruracz2EUJ5lmgY0TQahz4VyHTtPj0WRj6dzKZUQoi4r2zQNi/R9x6VWFDkhuuv6TdNgjDijh93SDYaj2YUGNAhFV1c61puuy5JsNAwm09HpVNi2qxQwTSPPcwBAWZbDYUy70jYs23HSokyL6l/8t//d8ZgCAJRS/5//8X/8F//8nz8+3ldFfn5+5the3VTL9dL1gjiOPNvdbTZ+EBySU9N0V1fXj/d3cRTEUQh+/OH3fdvd3d6+e/3u/OxCA9qHu7vnnzz3PG+1Wmma1pRVFIdNU+uEVGX19ddfJ0nyF//qX8VxeDafhWH4+ZdfvfzxjQLwsxdPpZRpkkTRoKe9BFrXiY/fe9u2hVQSAGIYpzQdx8P18pEAGIVBz2lZVuPxOCtS29C7ttMwZj0Nw9Cy7Lbtlo9Lx3UQRHVTe55FKSvy/Lg/BX40ngyJaQjBNU2DEMVxfDwehRA97YXoHMfDULdM0lLuR/E3f/iDZViGYR4OO4xBFIZVVV5fX0mJLNMGSO12e88LXCdI0pNQvSakEkBI4XiulJIxpusEQJTlRRyHGILkcHQdFxLkOM67d+893x8Nh0CK1fLR9nzbC2jbdF3DpcrTYjgcjydRmmZd1we+e9wfyrqZzueeH6RZ6rpuVZR5ml5cXAEA8qJwPQcDWVZl1zPfD6qq8l0XI9R1red7bd8zRpumiaJB1/WUUp3ojmN0PdNNlzHW95WuY6XA6XQSTIS+YzkGxqZp2hjrlFIpRV3XCOGHuw/jURg4HjGwAEBI/N3LH/7v//3/I83y/9u//Bf/7//n/wtpWtfV69XSNC3PDTGBbd9OZjOgVFs3BBNEUN3UPeOWaVVlYRDiOjb49X/4y7ZulRS2af36178ZjkZ//k/+/F/9xV+s1+uvvv7qzY9v2rr5r/6r/3K337z58fVPf/rT0Wi03W5evX4Vh2GSnJLj0ffDwXg6GI0h0AaDwfF4pF2PMAjjeDCcJkkipby8vNKg1rYd7bq2aTDRF2eLh4db27Kk1BhjhmEIpYAErusmWcIpnUwnbdu1TaeU5jgOhBBC7ZTsPdfTdb3IyuMhnS9mlDOlyY+aIMaGUlIprSpLiNlwMBIC52UuOLMtPUkTziDQoG7g+XyeZdly+TidjpWCum6UZWHZdlW1SkKu+OXVokrT/WY/mIw+QusgApRRrJt5UWGhEFYaJkpBqIRS8ng8nZ1fmAZhbVOVWdm1nh9CoKRQYTS8v1tirDuuLoVknAWBn5c5xERKDSKUJEng+4HndU0b+FFdN3mVBp7HKdd1Yljm8Xh8fHx89uTGNKzdbldWtQYBQuj8/Nxx7N1uH4Ux45JzVlWFF3g6MSDUNCDbnj7ePdqWHQaOponhaAoAqqvGtu39YQ8hHA5HRVEW+cE2rHdv3j15/swNgqquX37/PefiH/yDv0+wqaQ67rcQQQHwbHqWZYlpYds0mqoWTDDGKe8BAp7vN23Xt83b128+ffEpfvnHl23T2I5jW1bf91Ec7bY7yzRn81ngB//Nv/hvvv3226LMm7qOo6gsy67r/vCHP3z+xWezyajjN8vlerFYAKiZppGn2XQ6gQDsdrur6yvLdD4CdwfDYZ5nTdfFceQ41np1v5idpYcDEGAQj3b7PYSIUiYpY4xpgtuENFIej6fxeNx3fZam42Hctg1CeuCFWZpgTBBEz15cf/vdN33Hnj59TinVoKiPp89ffNXWdX3cs562ZttS6Qc+63uCURSMPt6i73kPt3dPnjw5bvdKwdl8LoSo6soybQgIBzArsjzLHQP7Huai5Rz7vl/kGVesYd3hmA69AGpSN3QqAEaG71tpltC+0YmXlpXjhgExFeuZBgHESZIYJgEAYGQqKLgQx2Oq64S2lHE+nEwCX87GkyQ9UcbqtpKaHA4GpmE0dXU4HnSD2LY9nY2lpD1VF9dPHx4f725fpWnhut793b3j2nlZSqmOx23fU9txV7vH8WQguI4wHk+GgvOOt9Px5HG5BhhdLS45paZueK7bNy3SwNPrZ69efTcYDV3Psxy7qptn1zej8ZhL2fdd07S6aYVRVDftcbtaXC5Wq1VZZJZlQkI8x92uH7zAz7O0qktMzGNR3D484m+//WY+Xyig+Z779ddfe4GfZNkv/+zP7u7ukiQpimI8Hm1WS9p31zfXv/nN311eXlxdXUGI3r55FwzHzz79TAiBlFScu667Xq/rurZsK4riNMmklB+nCsd1EABZlkGgjScz2/U4557vSSkNQ7+9vb24uGBKFmW+OFtgjFmaEIzLstAJPFvM6qbmggdBWNd12/an40M8jLGh+b43vJ7WVZukh+lsHMVO17YIwdF0xhRvmdQgNE1LCsmF2Gy3aZbphDzc3wsu6qZBCOq6LqW0bdu27a4pPcfrBL84mz7e35PQ0wC0TFdJ2LUcaoapG3lbalKTUFRdGxDCOlb0rCxNgk2lINENDQINaJvd3rVN03YoY6ZhMMbiKIYQAoAM0zgc9kopJZVjO0oqQgjnnFNu6ERTSlOKM95KCSCIoghC2Pe9pjTH9eqmv7u7DYLg8vLa9zPHsfeHfUCCYWBv1mvG2Gw2zbMsCELG6Pv3D2dnUyVpWVbT+SRLislkIgFomrqpSttx27b9WDbx4Ta5vLwqy6xpSqSbUTh4TNMkTffHQ1N3X3/9J47j7Pb7MAxtndR1VdWVY1uM0aoqFvMZIaDv6zAaEWL7QXB/v86yAr/45BPTNIbDkWHoWV40tMM68TyvLMu/+fWvF/PZYjH//PNP//D73//hD99wzuq6/mf/7L+u6qrIUmI6EusWxhbGt+/fPXl6RSkNw1A39M1m03f0Jz/56eF0fPP6TVPV48mY6OT+4ZFzUZbtZDreHnaU93XdWJZpGDrQNMfzpVJJljmup2NYZImSXECFiMEVzLJMSvn06ZM49rMscRxfAxhBvNsdprOhoVucqzRNOe8tkxi225R5WZdZnpqGMYjioijPFgtCSFVVHy1+UilMiK7rt7e3VVUO46jIEzf0Jevn00lblUEYW27YdxQAmBfVYBS5tjt6Nl6t7mzH40ILXHswMPOmx71ifUU7va0KAoFumgISqWlRHGoaeFyu3rx9+/VXXzm2WxWdprQwDMqyhlgPw6gqi6ZppORdw6N4kCYJ1nXPcyllAIDTKR2NRgiRrpeW5XRdz1k/Hs8MwxZCzGczTdOWy9Ugjr75/qUS4vzsIs+SyWw0n80A0DzPlVzmp3w0GiulaUCl6Sn0AwQBU3IyGWsAlEWRpYVl6YZpQwghRPPZoqwry7KVgmVdr7cb07IAUFIJgxi+72MIGe8Hg0FZlm3bQQQMizGhGOOfvXjBOcNff/3lZrOhtFsuH3/+yz/TDb1pWynlYj6fTibz+fy//r/8s9t373a7jWW6X3zxZds27z+8F1yOBjGxrI4qHRGu5LNPP9VEP5vN1ut113aapq3X667rpFSe50op729vb54+9f2grBvH9XTdWJzN26YRghsGaZoaAKQBrW6bpmupFI5JTJ2URU10gjFiQmRJ5jrOx6Xr+fkFBDrGytDJYBCHYUxp27W967i27b38/vfzxXUQhkrxwWB8OOybpru5ufF9T0qplGradrFYrDcbpVRRFHmeSaU1PeOUEUqFUqEfYQR9z+t6WlZFFOmWbeR5mleZZ9rzwRhZLjb0KtlK2gnJMeonw+Bw2ALONCHjQdwyqZTI0hRCPF/MGWMIQaVptuN6vn1KjoRYaZIqoAjBSkqC9Z4xDOFoOKzahnHetg2ESNeNx8fHy8tLxtVmu5uNBkpTlPIwDCGEuq7f39/bXqSI/ae/+DkAMPD81WoJMQiCGcZa3xWO7SCENQmyLHd8xzB027aUBjjnmGAhxGQyEZy/f/fu2fPnp8MyCiMdkydPn9Ztc0pSTHSEoGVZCKO2bSVQruP2fWdZNsbYIObj3d3NkxvDcTua0b4FGp+MxzgIYwVQ13UKoCRNP47J79+8u7u9BVxuHle//fWvf3j5w2J+/uXXX3VtByDgXNC+51IYmoKiRwoRokMluZKHw6GpO9dxPN8YTSdtWesmpqwDAE6mI6BJ2nemQYDGs/RkWXbgxllaKKW5rksp77rOcRydkCJNOVAdY1KRrtf82Hn/4YOJcdOo4+E0XZxpmGz3G03TXNetm/L7f/dHCOHPf/5zpWk9k88/+/qwO2pZFseeY5laNFYaP+wO+93h8vLC9wPOhU6IZ1kGRH/4/e/Xm82zZ880KbFuMKZMy0zTlFLadb1t4DBwy7YACG9Xm5vLMw3AtExDrAMEONR0jCwN9HnDGiiZIIR0tJuOpuyYEIIRQrRnfdeOwohzpoggSJNCYWz2fT8cDHraWjamjHu2a1v41Y9/dJ0oHo2LssRIIzruezaeTCBEVLbRMM7LiiDcdLQEjAkhudZ0XTQcQSUJQqbtMiXPLq4NU/d8h9VV3ROmYBREXdcEgaekwqbd963p+GVTIaSGk2l6OtFejEbDd+/eOp6tlPvH776fTBe2G2x3u+Fw2HVN17dSBI7t5llGdJ1R0Qnu+wYy8OLyoqUMwD7dbYLQA1BpiuGy6YJo0O/30WD44cP70+n0+WefK6XqtrVsO01P//5Xv3r+7PmTp0+SJA0C3w8CqEHBRV7kdVNvlivXdfu+G08mtufUdQMAqJvGdGyE8Wg8kopVVW3bjq4TpaRtmX4QNE3ZNF2RV9PZfDY913UdIcBYYZomAEBpyvVty3IFB2Vba0BhiJ5d36xW63gwdBy/58JxPYLx8vFBCDmdTRljVVWVZWlbajqdLbe7IB5C3hsA5qc90S0Nak+fPfnw/gOX3LbMMAzqqgJAW62WGKEXn346mUyiMGSMpWlKe8oYm81mRZEryD3f7xPhumFhJ13TSwB3+5MGydSeYkT6ThiELI9Fcsw0TXe8OPSiosgl5z1jlq4bhCANFH3ft41G+Ww+6zq22Z8Wi9nhdNQxFJoYhKFnO0na9D2bjO22bU7Ho+s6ZdnEUew4bt/3RV76nu8FMe3ow/JD02TPnj3jrHMNQtuKCQGBBgEwLBsq0HXN4/3+cj4fXI85wFJKyzVPx2PX9RDCKk8/+TTSib5e7zRN15RcLdeGrl9cXOZl0tb1kydPX795NxgxwVVRVIQoKWXTtr7nE0wEF0opzoWUMsuTru/Wq7VrObap9009GIYf3rwGr7/7drlaccaOx6MGtNlstt/vd/u9QchsOu3aRoPaeDwOgiDPMs/zCNEJwX3fU0rTNEVAYz2N4ggjTKXw/ZAz0badABqAQFCGkfaxoEzXCRdckyDPCtvBUhmQmIyxpu5cz47CoK6LNE0+CnOCMwR1zw25Juq6uL682K7XPeWmZVVlyYRcb7bDeBAGUdf3nPc3T66zLLu9vXv+7HnTdGXbDiKvPJ1o29muFQ7jniuMSF1VjmNjgm3Hebi9/fD+7WQyjwZDIQXCmGCMEPooHHEhdKJzwQ1DVVXruAGBhLYN7buypcPxRIie9p1lOavHNQZqfjZdPt7leTMZz1vaDaeTwPHaujgd9xDi2XReFsX2sAaaunn6SdXx5XIVxYEUzLIcYprpYS9537a963q2bdZ1k+bl/OwsCEPOGCGE6ORwPGFMOJOGYduW8eqHP0zHA6JhKkRWFbPxRAmOsE4su29aRvuyaxzDmE7H0HC6rtMRXC5X0+k0y7L9bvfk6iovcjcYOE7o2oRgSPseIViWJ9pTqUiSpWmeP3v2ou36okiiKAzDQVs3fdMigjEh2+3WMAwNiOFwVJZFkWVlmkexr+soTyrwl3/x/9tst4fD4fXbt9fPnv+X/8V/8fvf//7s/Pzbb76pq+rzzz57+slTXdc3641rWx8r1F3XMwyj61pCSJqkvu/3lArOg9AXQlmm3VPaC4EQ5n132G+iOB7EMSL4dDpEfpQcT4YJwujslFVFlSqpdJ34vic4k1JWVRlFAyWhkEIpVeapZZk9p2VV+m40m00/3H7QdV0qzcDG4XAaDAZ1XUaxv9ttLcu+OL/kXG63D4w1puE6ugsk13RYttzz3bLIXdcxLTM5npTktG/Ho2nVdLppMs5ZT8Mo7LoOIiSlbNvWti3GhKYpz3WqIstOB8u2bT+uGmZb+HTcXpzfHA8HSXsNQ8M1TdNDAOVFZtmW7EVfFVzx0WRy2J8Y5fvto47hZH4+mp6VRc5Fz1hvOlHTscAzmjLVNBJHw66vMNQ7xqqOep5HWQchNAxDSkZ0AyG9LBrHdpvqCCVbL/d+PLBDry5LQxO24wkNblabxfm5AID21ARcQ3g0GikpddNOkhPnHGOSHfe6YXzx0z8jhoORBBqXlNGu7ZqMM95TADDa7neOa0upxfFICnk8HXzHVVItl49cCilVVZVS0Zub55ZtdHWjBLAcQydovdrB97d3h9OJGOZoMuGM/pt/8xeHw74qy/Pz85snT+LBoKq6jmmWaQd+aNiRbZiGaW13x54Jy/FszyemNZ7OsWFrWAcQ9W03HAy6pi1OSXbKdMtCGL9+/fp0PDl2UBQVwsDzwtNxXxfJZDj45PlTRrssPUIIqqoKwrgoCsY7hDTfd+qmXq4fszT13YFh2dv9USpEDGswHvqh39SlZZJoFGKsGQiEntM01Xa3jsPYNn3H9pjiDWcSGgoau10ipOaFkdS0rmkIxM+fXENFNSWIblqm6wUh47ynfdd1dd05jut6TjwMdB3m6QEoNZrN/Wgwng4RoJoSpmmtVo/T6cjxnboqgEKcsSRLhoPBNB60dbE97KEGaVO9f/vWd6Mvf/YLMxzb4Wi92ecNs4PxKa2Wj/dS9EyoXoCqKdMiU4BUdQ80QOvaNZ04iGzDYE2tUaqErLOiy9P79y8Dy6ZMXD25obRXnF9eXQymQ9MxAVCDYZRniee4i/m57ngdp+vH+zJNi6ISCuqOLaWgHT0kpaabjPWcKyGghk3DDQEyZN8B3jDOy6o8Hk4IEMFoclzRpuKsIwQGgWcZOPCtzz57ejolhk40pb17/66jVZqevv3jHynt4d39fRhG33333W67m0wmt7e3b968+fiur6+vJ5NJ3/en48GxjM1603fCNN2yaizHRghttxulhOu6h8NeKrHdrpRiZZVl+UmIbjQezM9ms9nCcT1d18MwkEoBhINooCAOByMN6Qjrbds6jvMxocsY0zQtzTJK6el0aprm5skT3w+mk5mmCU2x0SCIAhso7cfv3xz2p+lsnqQn17b7rnc9Vwjetc10OqKcNW3nBwHjjAlumIZp6mezaei4TV4IxqPBOBxMOg72p9x1I4JNTWlCKAhxFMVxHG82a8uyuq5TSkuTTAphO45je1JpjAkplWXZlPFPPnnRdn1ZN0EU3d/dl3kxCMPf/M2vf3j1sqjKxfmZ7lgK63//H/3DY3ZgXMSDASE4jCOIyWZ/mi4uLi4ufd/XACS65ftRmqZd1w2m4+FsQmwzyY4YKcEoBMqxnb6uiyLv+95zHCG47/lVkzuuEfgB0shqmdY1pbTnopvMBprsmzop8sx33dFopEHYdS3BODkcO9r1giVldn9/V5RV19O2o1IBBYhu+IxrUNPWD/fbzVZKbblavv7xFeeCc344HNq2DYJwPJ7lWcF6fn52/vrN68fHRwAgZSwIQs8POkbxP/7H//h3v/sdQsj1fQDRJ5+8ODs7c12Xc+44jmXblDKCUVPlnucwKbK0mJydcUm7tsmyEyFBXZcf30EUehBAoeSH2w+mZfWcQUAc29Y0+fnnnzdtneXZZDzLy7wu8zAcOa4jpBgMBvv9LgiCpmkB6JVSw+Ewz7LZbIYx7rqOMZHluefZBGoIqKrMZtPzyU9/kqSJkKKnWpGmp0Ni2ubZ2aip6yw5Imw4vndMTmmeKaVNZ+Dx7sPV+bypay/wCdaPWaIbzmZ/UJBgw2SCKkU919V1ghA4JclsNknTTEgOIPI8nyBQlbXSmvVuS1Z6FMdCKS7kuw8fGKVSisFw+KeL86qqAt8jBEGEDNOECHGl1T1jooyG/nZ/QABoUk6nM6EUwroOwWp1PxpPTMsSTA7CEEK8XN57YQixASE4ng6WgWjXE0R224PnmoYOs1Z4xKrKSgJNaAIABIGmYxL4UduUw1FUN/l6vZpOpqZuOJahKCtbmhT52fm1Y7uWToQSBKG7v/vt/ft38vKppilTN5qu7/veNXRiOKfNA1YCadBxA4JB15ZhEPVm/9HnLriQUhq6IbgYDocQofV6bVq26wVJlisNzOYL8L/9q/+paZrhcMg4f/X69XA4HAwGSlMEE9u2pVRl3VxdnKm2kBDUFBElkqIIQt91nSQ5SiWABn0/2O8Oru3kea4A0DTheJ6uO0E4zJKk68qry/mb1z/uj+nTZ59OZhPV18d9SrkYTUZEJ2/fvtN1NB5P0jRr2m42nVZV9bH3J4oi07CLMleqJxo5Jcl8NqOMcyFa2gEEMUGB6RqmmdeV4MxzrNsP74SG4+EIAdT1neu6cRR9+PCBdq3t2JbtIQg/vHk7mc6dwC3LwrRdy9YlbfeH42QyFpJTygzD6zumAWU7Vl1WnPambhxOJ0SI63n7/X4ymSAEj4cTwggi4LkO1NRmtYoHsVLg8vr6j3/8IyGk52I4GNVZstk+Pmzz/+6//ZfvX792TMMOgrruDYyyMie6cX55tVntDYwhErf3b0MvJgRfXF7kWWGaeprkruNz1tXlYTCZcWBW6aEqSoDhYDY1iN41Ne16rFtFkRmGjhDEGNO2tUzTMIz0kBDDQqbpeL6JjdNhF0YBIvBf/+t/3XRqcHbz9ZefV2U+mU8o5aMgUG15/+o7iHGv6RUVnmfaFonCOE2S4/F4c/NEU6rv2tXq8cmzJx0TeV5IKS3LBhAihAAApmni6XS62Wx+97vfffnVl6ZpBIE/GAxW67XvR0qpoqpmi3kch10pV+vD/XKbJMn1k0vXtQ+HveM4UglMiIaBHXi8l1mZY4zns4VCSHdMoHFBGyAlbXkQjnTT9VxLk6Lv6TE9IoCDMOBCTKfTrmt7yizLZkzWVdf3/cfzCSEY71nfWYauI3xxea4gWt4/2oZJLN0yrK7vctghRjcPS8G46zuzs4vl466pOkap4zpFnukET6eT7XbDuHARdBzn7OLMhLhuezcauAYukj1C+PHuNkuTs/NLQvTA9zq977qWMz4YDvMsk0I8f/Gio31elOPJpCwK07Imk7FlmV3ft13LBLNcr6jq1Wr9/vb2+fPn2+3WtB2MoON5c3gVT+HhsEMQMi41qQgBaZFihD3Pbdoa65AzethtCcBVXUxGk7sPbxzH7jqiW07N5GF3IFoJj0A3Yt8bIIirIgVCAyYuysJEyPNcyro4jvLkBKQcj6dFWR2TNEuy+YXvR+HrV69nk2ndVk1XBUEUhVH+sJ4v5uFs8bd/97dlmUym8xLCNtnXTeN5YZIcDD/2g1iK7u37N5bpjMfjqijattKAmi5mluuZClIqkuQUx4Plcnlzc/MxOIMfHx+btvmzX/7y9v7++fPnuq4zxgM/TpOcIGRZphTs++/++P71q7OLK9sye9eeTMYYY4Rw0zRJmi4WFw/3j7brQyniOKKUmYbhOi4i+PHuHkBtMIiF5ARjezCoqmq5XHqu8+z5Jx+hhowx0zTv7u7arr28uIzCCCKkG0jTtKqqGOdd31u2LRmreQMFNR3btg0EkOd5RNf7vndt2zItrLSmqrwgYJwRw6iqyrRMx3GAZh0PR8roYDCo6yZN06qq48g/bNa665k6qcsiS7PpfPGP/rN/tNruHMctirIoiq7rhBCeH1RViTFuKM3y3HYc27ERAATjjwTNLM0wIa7jNXWhlCqKkhDyUeNLkuTFYBi63u7I3WA0clDXFFz2nCMpJULo7Py8rmqEUJ7lcRSznn4x+eLx/q5pK8d1EFRKCcaYbmme43IaAoGV0gzHORZJlaY60AhCbdu6ni/7nmASuKHgavW4HkShjvQ6zxFGzz99UTcNZcx2Az8cWI5V5Wnb1r7vN/Xbq7NL13Y1IZPdIQ5CqiRtK9f3JYAAoTiObNtOTsVicaZj3bas+9s7TQNccIxJlqaMi+Vq+ezpUyHER8P+8XgEAOC//uu/fvr06S2/K8pSSpmmKSH6IByHng+htlwvade0dekHYRxFTUPn85llGh8+fBgOR4Rg1jMlZNdy24KGSZQGPc+vqmZ59zgYhPEgWK6WShNhGFZ1qTUIISSEcP3gw92dkppjO1Vdzmaz6XTa930cDz5K17Zjmqb5UdQzDMOxzOP+4Hue49mH0851DCWhpmlCSCVlneaFPGICPd8GADCmxtMJBJBS2jMaeK7NWbEtPtqas6wIvECfWdDQOaP71bJIT5qmqrJZrVaW7SCEDcNM05TRHkANIKSkon0vpXRdt2ka3TRY3zFOXdcti1IK5fl2EIZVmX9M2E4mE13XX758GQSBVKooS8dxECJFto0CL3zy5OF+bVk2l6LvKCLY8zzP89M0c127bdvJZJoVpzzLgab5vjsY+KvdtmpbjDQIDA1gphQXHBv63d2dG8Vl2yzOzqDp3L57P56MTN3EOiGGlZxOu836+aefUc66vo9148n1jeCi58Iw9Kosr68vf3z16l//T/9fwwtOqzsERJrsL+fzwDSwrqd1NppMuq599ePL8XCglJZnedO0Thh0bduV7He//R1jveMFjPPDYX92ds65SNOsaVrHsTGldL1eI4SEkrbn2JYzGjlNXZomkYppio0Gox92G4zwer12bJfgKM+ytm2lFEXZTiajumqf3FxXVWtaBmPqxx9/ZFQqxm3HiI3YD7y2aeu6ghAiTJRSURRVVW0Y5t3dQxSGz549KYpCKTUej/f7PcG6lPJjGNA0TaUpz/PS08n3fYOQ7Hhsixwi/OF+ORxNFosLwYVpIC54WpW+6wfh2DRsypjv+5Qz27YppY7jxlGU53nf0Zffv7Rt9+b5M9eP8iSxdPPVaiWFMG3PcVylQSklAEgpwDgLo0AnepKmhq7nReG4rtI01/d2m41j21ma2rbDmcyyAiKcF8V8PuecGx/tDPFgMhlLpVHBLAT7pvZsV0mQ542um/d3d59+8XndNFlVnE63k+HEIOR0Ovqer4QW+AFC5HQ4QYibphmNRxCTti6P29ywveNq7doYmiZHaHc4PHn6DGPdxDiMXEIAp00QRYrgcTx98vRmt91zCDAhx+3u7PxSQkU12fRtUWQAgpvr8+V2I0RxNgsury/Ssivrer/eKKWef/1V0/WLs4XtWHVVDYcDHZHlej2dT6XUMNKnk1HbVC3nEELLsjjnbduZpqGUxBjjX/ziFwjCwWCQFtnF5WWaZoEfuo673Sw/vH8zGMTf/OH3H/2TX3z5YrvZhqFHBZ/OZhihou/rukySJAhCQ0eWbfCig5pyPevi8gYAkGR1T6Xl+ErBsiwhYpZpQQgGo0jTFIEIAmAYRpqmEELTNBijnCmEIKV9WRZ935mmSfsOEVy3DdQM07KUivKmefris5ffvwzjkYK6GY3bZOsBUJelVBrCfk8pFFpRVr7v1k0xHo3Hw3GSpSWo//yf/HnTdg/392VZWKa5T/Pzq+c//PDd3d3dzZOnAEEmRNs1EADX9YuiuX6yYFx87Mzuu/Z4PGpKns0Xh8NpMplUdWZaBuJwf9hzJgzDuv3ww6effVo3TRiGgnIuBWPMiuM8TRFBpuNSLi6urx5u7x8fV1IqYuGr88V2c2CMc84Mw2yaNk0OT25udB0f98fBeJDmR4IM13Kn88V+t7MwMBFChvX85rmu48CPur5joiM6FkKDQGdMQqJxQCoONcOCkg1Gk7JsuqY5HDZAk8EwbjraUh6E4ziYcQzy/RGjwHPN+bN5nddcSECIYRHP9YQQZ/MF0cnj+vHy6nIxmT4sl6c0hUjXsDEbTj4KcQQh37H+029+MxwOLcvGRVUauuFLcXFx1ff96ZRgTJq6Gg6Hlmn4vjOdZlIqw9D3+93j/cN8fkYwqctyW5amaUrbnMynL79/ZZhm1HXv3729ujjz/KDvO9u2pNTqus3zSgrl+8HifKGkvH94gAi0bRP6QZZl6/WaczafLyCEhm5AQEzLErLv+s62nTzPl8vlzc2T0A+6vkOYsLafzBYIoefPP0EIZXk51JTjOCY0oygQUn9/u3E9AyJbSY4xsiz7dDrlSTIYjgbxoKPMNO27uw+LxWK/3+u6+eTmBkA1HA4M15GMP3y4Ozs/6wFljPqev3pcDqIQaoR3bRj6ge9pGsjTk05A02QYASnodrOezObrZdk0zZdffZXnGdGRZZHT/rBcr8M48gPHC92u7SQXtGdd1y8uzlfLpWkZmqZY20e+x4RGTLOl3TFNQz/AmFDEvDCMB8NyWROdVHULodINUyfEd4hlO5ggwfnd+x/DKNR1aGDcNi0XSklmmi7ta0pb3bZM7HIlO0FNaABdV0pstofDMb04v4SOxqXYJadgGDuur8s+y7K27iGEnLau4263277vB/GAUUYQ7vt+vd7keWYYOsK4b5rdZlVVVRzHZ2dnH97fTsaTru+LYgsHo/H87CyIYgCh47iffvpiOBwYhr5cLg/74253YIxBCMqybJoOQPSb3/zdy5evpBAP9/c6xuPR6GNZWdO0dVNfXl5qAOx3u6rMBKdKsslk7LqubZu2Y9dtn+ZFGMW2Y1uWdTqdIAQAaFEUNU3dNI1pmo7rVFWFMTF0kxDd93zHcUejkVQKYVIURZrlWZZ1Xee6btu2gesUeRb6HsaoKCuIiWkblq0LQZXGIdKqqrRM8+7uPk8TJRnB0NBxEHiapnzf8wO/Z8zzfYBQ17an0ylJk7IsP2ZgOGc967I8BUozDdJUedc0nuO1dVsWCcFwt9lIwV3HZn3385//IgxjSjljwjCsPMv3h93V+fnPvv7JbDodTUaeayshQj/kXCoNzM/OLdvlTJ6Op/V6qTQ5n085pePRUAntw4eHvKzLtmt7xjomucZ7rpQ2mk7nFxcIoTxLTYJdywAaQ0AY2JQKSk2jjE5GgybPBOsxULv1ivcCKgCgpiFkOi7EelXVF+fnnLMkz7gm2qb67tVLymnXdpZlxVHkuLbnuX3fSil1Xd9ut23bYow0TTumCRMCAIAQElJgXdcAPCTJv/m3/3OapoZuKqUdTyesadp4MjEM47A/mIYZRv7xeJCcM8b++O0fHdf+SNgtivzLL7/45//869VqbXnu1fl5FIZFXjzc3X///XdnZxfz+eJUFIM4vr+7LYvs7/29v9f3dLffBWEIoIgHPiJ6WddKStd1ESaGYbSosSzbdm0AwH6/p5RiX/+I7UtOqe/7ySk1LSOK4yRJDoeDbZqUUiBE2zRVXTu2K6XUsOZ5znq1BJLtDonf8vE0whAxyqIozLKkqiuogS+//DLP9ttNN5nN0yy7vrn+4YcfDMMYjMa2Yx8PWyE4hvDx4WF6tpjMpvvdzvM8wzBNSau8oILuD7s4joAGlg8PhmEZGuqbHmqkrlrfCzWIDvtDGEaU9lEUu56/elwJIW3dfnz/WLVNEPpVcRIKzxaXQTzaHXYaABqA08UiP+2QSRzHzI/70LXqpgnHMw3CtmuFplV1gwF+8/rNT3/6syQ/ntLE9fzTKS/L4umTJ03XGrZVta1QuuV4WEEgtKbp+raHgDiWMwjC/+3f/i+jyfjJi6e8p9PJdPnwGATeYBgxxuum7Lv2+ZMno0FcluVsMWU9PSYn17Xni/OHh0fbsR3bIYTkWUZZV1YVIUQI6Xn+x6iPFwyGk0VZleeLy3dvXkulnj17ziiHjNLj4ZCcTnme9z29v73DGsKQmDb88qdfPH3+adP2q9Xq+vrq5csf/o//83/vaNu37fff//D6x7eEGMfj0bLtNMseHh8O+71l2ePJbBCNu5Zvj0nX0vyUKs4hAIz1o9FgOhsTHSVpgiCwHZsrmKdZ3xRX1+e24wguGGOaUghAIcT5+WWSFkyqvKo0KYGSge8PxhPbdmlPq6qs68p2XUxwnuWcqsX8fDad5Gle5aWUihBdSi30Y8401/HD0Lcc2zCtKAjSJLu8uHz+/LngvWD04uIqCIO8LKbTaei76/X9fr+pqrpre5qlFgKPyyXChqbh0Wiy2qx7VrmOQ6nUTdNxTNe1MYS0a3fbNeOMUnbYHIfD0dXNNbaIAFrPRc/4cDQOwmB72CTJifU9kDRPD9lh64ehENr/8m/+7a9+9e+Wy1VeVIdkV5Qp5XQQh1IKYltBHBzT03A49l13s35s+m40m9WUHtLcdgeYOEjXXc9zPBcR9P72Fmgk8CLPdYASJuj3u3VPpRRytd5oivu2C6SWJinRDcd2NQAhxKZpCKls17Et4tg67ToF4Ga7FUIwxizTaqrad62+aaIworRnlLqWPQwCyLkJYBRFi/NL2vN3bz9gTDDGeLfbTadTjDHnXFOaUsqxrWJ/jKNBVdOf/OynUFNJchoMhtvtNisKDaLF9Kyn9PuXP5ydT0nXDuJhVXezs+uyLHlbVEX6H/760XSdy8XZ3fu7n//yT/0goJzlRSaFjOIYAKUpYdqmUqg8lZ1oO9Ooq7JpeqAdF4vFdLF48/rHruueP326T466rmOlMUYx545tcaEXRX5+fi6FuP9wbzrmKB6kx4QJdXZxThlrmp4zlWdJHIenNPU8XyrRtiyIRwAaq+XSDXwheNM2yek0HE7atjctfHFx0XW9ZRmB72Kk6zo5HPe8KRgTQTjwg8iwLN0yp/NRRynjEmFc953O8eFw1DQNQK2qKtuzHdd9+/pD0xbPnl1RSrFpxoZtmMTxHEOoQ5oWRdoUKRPssD8hhIdd23UdwiSMBgDAtmloV3MhiG7qWCvr0nPcZ8+uT2mtEMLQdDAZx3FZVX3fjSezuu3qurVc//37twhB23X+5OufVHllO07bdqvN42dffR5NFrfrvR8EZVX5FkmTVANA08BoODQtq+u6q6ur5XKl63rTNEEQNk2NdOpYVg+6zXYd+EGe54NBDIAWDQgX3DYsQvQoirjgd3e3SZIEYTSfLnqEDaIrDcNPPvkkjuPVavXs2TNd1+NB3DZNXRcYYk6ZkqyqCw1BQszZfDEYjU9J9uHu/re//51QMoojLuTlxdVquRFcnI5Hzqhl6aaBLy7Oh4PYNK1f/r2/77gBgIQQ3STENPTVw/1us22atu+pAmBxcZ6l+fu37wgmhCDTMrq+P2W57bpCsOR0AprWdi2T3HKcNM1sw/Bs27as5cNDnmVPrm+SY3K/fCSmjhB6++atUhrCellVQErBmes5SgnXdSDCw9GkrjtEjMXizPMCwUUQxgBgxngYRIfDkTFGaa/rhmnanPPhICaGcX55+Sc/+ZPBaGRYVlGW48ns8uoJAMiyLc/3s7QqywohZJo4Cv0kSZIkObtYmIYOpGbouq7rrmsDqJVVozRtOh6zvsU6DMMAADCajDe7bdt1X//kJ7phjkejwHOm4/Enz57eXF/SviuKIgzCLMvCwC2ytMhy27a5kGmaS6Es04x8fzGfdW0T+B7tewIxY3w8nTRtRzkPwsDyQwnRdD7rOVcaQBDTvscY+4HfU8o4L4ri4f5eA3A8no5HY6UB03YH8dB3XMswMEGmbRimbliW4waY6BrQ/CBQUuZ5zjj3wxAb+mg8lkBpEEhNGZYBH5dLTMh0Ot1td4ZhpGlGDN00SZ7nlmn6gUsZfXh4nEynhmlBhMMo/uKLL8umxoRcPbkJw5Bg3TStZ0+fTqLgw9u3t/ePrh9cXJ4HQZhlRV7kdVu1fUMZhVAripzS/vriyXAwvbtb7Y5p3fPZ4sq0A9/3B8PB9fXl23dv19ttEIYAaLvNRscEQJgXZVHWWCfb7eZ4OPRdr0k1Ho4/pquRoRuWVTc10UnTNoggxikmGsHAti0hede3lm1td9t4GJumcTomdVUbhjkZj6MgvL6+kVIBTbMt27btt2/ffVRbi7IIh4O0LJe7HTbIfr9BmGgaKctGKmVatuM4YRDFUSyEME0DEyS4kIp7oRWEblPnpo4wEK5tmATWVc66RtHWts2OibysR9NF07bPP/nk+uZ6Mp0FcVzVpe+5HWNZ2VzdPDMt13XCvucQGp5tlOnBNUiZJqdTEgSB5we7zSpP9gRI3tWn46Gqqu12Z1mO63hSKqnUcDj1w5Gm4e12ZzmOYZrb3X40HjVt6zpOU9eM0tFoFEYRAPBxuQQQDYcjw3I0DXquhzESnCspoyhCCGNkWLZrGDrt+572jLGOdovzsydPnzIpvDjqODMcC2IO725vbdvGhLx59/rh8dawTKlpJWXjySRJUsu0Xjz75KsvPnddixD4+YvPr84ued/9Z//wH/q+39R1WdSvX7+ZzaaDQWzoxA9C03S9aFg3vU70Z5889QNXiD5LU4QwE7LI88vLC8dxDceFBCFNHQ9JWrfD2aLrKdAAY/zm5jr0PUo7IWU0jCAAtm51Xc841Q0jzQuMSRQGg9FQaHJ3PFmmfXF2wSXHGAL4kYYsfM8xdXO93PZVG/iOpglO2WG9Yy2tyqoqCgBg07Vpmp1OBym55Thni4VtWpLLj1v7oigc28EAPd4//M1//PVhvzdMjCAkBDMqizzL81QnRhAGSinf9yAijuubpj4eDV++fJXlGdHx8XhKkyQ57F3TZrRt6kIorqQ4ny50rFum7uomYBxBVNOWmLptO3VeUapcL9ofTsdTNhyMKWVhGAjGFZfZKVVCVVWFIEQIua6PsfFwd58eT+kpvTq/iHyvZ7Rq6yD2DdPEug2gZhBt4puyPHZ5IiF62Gw2u8PqcW3qOiYIAAAhtgyr79okOykN0p4+PD50XRfHg8lkqmkAIei5Dqd1VSQAwo9gHAhB33d/+zd/ezoeAUKUieFwEHiuphQ2LUtT6uxs8bvf/hYCcH5+vl5tF+cz0fcAUNrTtmkBAELw5JQE/sB1HMc126YRjA/i+GJxVpXlar1umiYrS8txr2+uiqKkTWsYRt/3VVkIJQzTppQ/PGwmo0nfc13v7+63F2cz07RoT5PkuN48KiGVUqOx0HW97squk1Kqpm0My6iqyraMIPAN3ejbbr1el1V5eX394cOHYTxCSNd10mF0fnVO2/54OGBfBJ692yeWF2CCt9t9EPpN2wkpGOtm88mrH36caGNMsOeHu+12+fAh8N2m574fF0UxGk81TWuaRipFsPH1119LBT/c3gIEielZpq00RXSTMXk8nQTjCEKEdcu2d7tdFEacq9ifKtlwwdu2wchAiKxWW6WhvKx0w7At0zCgaeGu67u+sZXT1JXluoPB0IA4IWa9WsVxeHd/pyQvy9yxrcN+p+v4kKVeIO3Qn81mu93O8zzOped6w7HRNPXMNKu6CYNAg7AoC0Jw27an08pz3fFwGHoRo4yz8uryZrXeCkHzsjSooVtWmuQY474V0WDg2BZQ2sXZ/JQkVV3a0gwCvyjLvqeHw4F3fV7kU9edTqbb9Zq27XS+OB6z29u7n/4sJlDrekZMwzYd8Kv//X8FAKxX6+lsGoRhluWO7bq+87f/6T9dnC+wgRfzs+VyKaUYjSZdw4bD4d39e0bZdDarqso0ze12m2XZF198CQ1DAyrPM9d2urY7HA4AANq2V9cXxLDqhmHDDFyH9h3l9XaztU1nMBiatskZWy4fmqazbTsKI8o5wKguakbZ9dVlWZWn08m0TaWkZZgm0Y+HY5qlfhiGUVRmWd/3rutqEAAEHdM87va6Drww0KCFkKUTRFn/EbAGgJqMx7bjJkmqlPQ9N8tKz3eTw1YnuO4552A4GDqOuVmvt7ttmqQ/+eqLw/HoBn7ddoEf+oEPgCaV1tedbpC0SOMgqJu2qZq2a7quvbq60nVTU6Sn1XgcrpcrIZRpmG3XA0yAFAhonmdvtpuei8XijDHKmNANs6oqAACCxHa8ItkTHQOEiK5XZWWZFu8ZsfS6bbq+i+MYaSjP8yiKJtPZcrmK4oFp2Xe3H/I0W0ymdVuNJsP1egMAMEwLITQdTba7A0XYjkYmcVlaaeB4Spash9PJzDD1siwfbh9ffP6FZZvrh1ugiTAeUiFZW/ue++bdLSQEAnB9fhGPhz1jdVUrIY67XRSNkGW1dRH7DsR4t9sTw9gs1+C3f/1XH/Gvlm2ttlvJJQC4KPNRFD4+3h6T49nZuW3bfuArqa1XO6XUZDIM/NDzvNPpuNvtnz1/djweR+OxRERKHkbhd998U+TF9fV1mqRx4FPeZUUdxiMNQqgpyzQAlJxJjQHGODYxQrBpKkKIYZiMsbKqmr6bDMcQYN8P9rud7Thd30HIMcIYoqaqlZIdY67nHXebOBoILpIst1zfj4Ltbr8YDxzbFFx1vdqfDoNBhBDUIFKy1wTzvHC53SaHw3AwEKy3LYsKcXl9/f7tawgMJTShJNF1Sund7e0vfvYTpWn3y4fZdC4Yr6piNps0jEHNqKrK9g2CUJoUZVnZtuHYtlKaTrBhEC6VaRi0azfrja6bi7MzKjTFqWOQvu8l0BAhPeNK0b6jhBh9Xf34w8uL66eOF3DWjkfD5XoNEQqCsK1b07Bs2yrKIslOo/GobWgcx3VdE50IKYMobtq+KuvJcFTnJURicT7/4eUrw7CarqU9C4MIYTM+v8ZO/P6HQ7Ot42ENcRJ4AefMduxXr146lnXz7BOMYZUdNSFevX3/yWdf7FcPTVVFo8nF1c3t3V1X1ddPrv0wevnypRJcR9i2wkZx3td9njx/8QllYrs/cMaw67qn06lt2g+/u/3TP/vlZrM5nXaGYcWj4Zu3r03DUkpbzBfH43E+P2NU9H1v245h6Lv9DkJ4fX2dZdkpTW/vH33XMQyDTiZREM3ncwMTqKTkAmOzZYVWFAZSrm2UZTMZT5FlMsq3u1V2SCfTcRiGCMC6bBjl43jS8/5w2F9eXr5589393d2f/MmfcM5Dz3dcTygNIbRZL8/OLk5J6rmBlFxC0PQtIJidxHQ680K/bwukKR2BQRQhCCmlju9hBY/bxLdtQLmlG6ZllbR7XK5s398fTsR04yjQuKqapu260XhQlNlmu5rNFgQbpm0DpLChDvs9kMqLhhDBru6g7/S0i+NwPpsmSbJarb7++uvHx4ckSRDCUNNGgyHjPEtTDUPHdoq6E5whjDSEOZdt3RmG5phkFF96Ubzb7R3Xts3w/fv3gyimXccYJZYxmIzbsiqLnHYt72kYBk1T+76XFrnreZzztq7ns8Vqu3FtZ71c5aeD5/qAQMkRoJSymmCYJ/uZHxumwRwotcCEerK/NWzy/t0rQ3eYAi9//G4xnVqGzWjvmPYf/u4/xV6wWa8Myw684Hxx8R9/9e+Xy/vPv/w6yzKdECu27cBpjoeubvwwRATpiGBEoKbhd+/eNU1TlaWu613XXl9f13UdD2LbtiAEN9efeF7Qd6JtWFGUk8lECF7XNePcdd2u6zCGYRCkeb7dbkrHfvr02XK12h0O8/ns4uLCD4K2qtf7va4bT5883W8epJRKgabpIBBhGDmOk+aJZVmHw961nTwrNAARAmeLebrfvXv1MoyCcRwcNqvJdPrhw+10Pnd9v6pLAGGe56ZhdLTHGAJNGwwHlk503chPu8N2Hcc+1jRCLN93laaxggOIaEvDMNpst2EUT+bTzW7neP5kOj8lqWkYtmmejrs4GAghEEKapj1/9ixPT7qh27bNGed9T7teSqlJZdp2x8vj8ZDmKZBKD8O2bZumMQw9TZM4jg3D2B8Otu0oAGzHabvWwARCqCBs+n4WT/3A/+abbzHB09k8SxLHDZVUnNKqKLpO9wdDoQE3jCAGmgb6ruu7DgAYBKFuGE3TUkpt23EcB0FU5oWUcr1aCiURApZlEwQMy8KGHgZR0zQN7dMsXa93Z9c3s3M7dwXSsKXAjy//5uJmMplMgEIQ66vlnXBbS/eOWR4G4dlijjGCGAsh7u/vx7OpH/hv366/++5bzw8HcRRF4R++/TsEoGUa+0N5OByub54apoEAgVEUpmlCdFIUeZIknufqOqnKYrfbDgdj1/UoY23XeZ6n69iyDKUkJhhC9P79h7dv3pVV+fLV999//93Pfv7T/+u//Jfj2fSTzz/9xS//VDfNb779VihleQ4mZBTHyek0Gc+EUHle1nVHaVdWmWmai/lcSuE4dt+3iIDFYooxfHx4mE2nruv2Hb26evLs2SdFUXlBDDHJisI0raoqEUJSKQDB/rBXmhaEoe/5yemwvP/g2jbQgIKgbpumrYWUgR+1TRcEAeUCm9bi/Bwi7Lr+/OwcIjQcDPu6Q5pmELw/7BhjjmO7ruN57uXlJSEEIcQp2y5Xx8PBMA3L85kU4/Ho/GwhOBsOhwSh//AffsVYT2l/PB4gBFEUjkdD13OxoQdR2LRt27QQklOWId3sGc+L4vr6khDSU0W52m42glPL1Ou6tEzTsiw38IWSr1+/Flzkx2S72SKEac8J1gnWGeWMciVkkWWaUunxxFm7WEwsA0dx7Poh1k0N4rrt7MAHEEGlLmfj3cOt72F/hKCnJR2bnj1TEpyO6SlJdpuNbZhSyP1hHwRB23WO449nZ/FkWtYNMchf/erft23z1ddfPP/k+c3NTds2EGrX1xfDYex5Xt/T16/f/O3f/uav/upXp1OG+75/8eLF6XR68/btarPK0vTmyZPtdvP73/9+NBgTnUiNl2VhWqZhGlmertarwA99L7y8uoqjqCiSx8eHV69+WK7X/8OTJ67vEUIQIXlRHE/Hlz+8zLN8MpmOJ/ZoNOnbOk2zyWwxGZ9hovI8y7LM9WwhWNe3WXrq2n4xn+d5kab5pWFYjoswxoS0TDheFIbDzW69OJ8L1o/HYwigBkHVUIiQBrQwig2iZ0X57LnnuD7lPQCaZRtAU2VZWqZLO3p3/2Bbet223798CSGK4rgoiv1up5hCAPVNaVi4rMrhyGmapqoqTanxMAYAU0oHUXx1fnHKjhAh23Ux0ZWSOiE3V9e77fbtet22zXa7sSxLCLLdbkajkRC8rOrJZCqVIphwyt9/+CA0DSCM2rbcJqzvLq+f6NgeDQlC4u79h67vnz55kiapP4wZ7QBQZ2dngouuaS3THo2HZVk0dcelFgRhGET//q/+0nbsP/n6J2VeWpYlOOvqWtPQeDp//epVVpaT4SBraiAVa3tuseXr98Sdm74JdEgiZ2Isyt3tbDbDmCTH1HJ03XdOpzQ7NpdXV3fLJd7v267yw+D+/o5Sevfu7Z8OfialYIyORsOyKk6nZDE7q8s68OPPPnX2p8P1zRUEBFLaAw0FXvDTn341jP2urSTjvhNpUgKoXNd1HU8ppZSMo1hT0vU8y/GKqsJYj+LR2w/32/2J6ManLz7VEfZs5w+//d2v/vIv26ZyXeeHV68w0QejMTbsoqoelo+zxVnbNj/88J0U2v3dGgICNI1gPQ5HTdXpulnUPdSNi8uzsiyrqlUalBqgTNiOu9uvm6YUrBdSdlxoUDOIPhyNLi+ufcdHEByOJ6mwbju25+z3h8PhpIT8w29/x7rOcUyMMcQky/O6qJq2zbMcKegY9mQwTNOTVIxz3rbcsT2i64SQMs9c21yvV7v91jLIw+OHtMqUhquG0k5jTNRlWSTpdr3UCQRQfvnlF+fnF5PJZDQaLRaLJEm44KM4xgAkySmIwvPz89FodD6f0642MEZKU5RLzpRij4+r3S7puFLQQFDXiSE58JxACgkA7hmzAy8ejnhPPc+fX16bpjUej/MyffLkyReffyGlWJzPFYJt09Rlvd2sHx7uBsPYNnTKaFvWdVleXD9nGqBd8vjmta4RAwkvtBsltqeMYJ12XVVVSV6uVhuL6NvNdr/fO4Fn26YUwrQtRODlxeIXv/xF1zMl5Gb1eNjtyrz0TLdve0TI/OLi6YvPpvPF+fmlF/rwybNnYRhdXFz6nhvH8cX5RdM0aXJinCkl9/vdu3fvl8vVxzKg3X4f+CEhxmJ+ZtrWf/ybv/7xxzfzxcXf/wf/6PLqumma169fn07JdDbL8/xwODiOE4bhYnFGKf3mm28YYwgTQohhkO125/u+5Zi67WLTrjvmhINgMLG9qKNUA5xzphNzvTwO4qng4nF5jzAIAm+7XW+3O9v0irJhQq1Xq/VyLbn47o/frR5XYRjZVnDYrQlGNzfP8ryezWaDOPrw7p2ho7P5bDqZ2I5zfX09nU7fvH5jGmbTtAihMIqePnvBuZRCFlkOISQ6gRC4nsc48z0vigcQGpSKwI+7vr19904q1TPmed50OvvZz356cXFBGa3ruizLj4sYKWTf9RBCjHGR50WeH1cPiLdno1jQJnTts/m0yDPG+8EgiOJoOJqYpp1meZalXLA8yzgTx+MRIXQ8Hl3X6XpaltV6+SgEq+qSUhpGEbHMoq7rrtEJFlwMR6MwjB4eHggmz589m4zGtmlaliElD6Jg4Pmnh/vqlJkIS6XC8ZCY1uFwXD082g6ZjAe+4wumzuaLwPUGfig5v7i4uL66YpSuV6vJZPoRcYWJXla1bbuE6AChntK27TQNWJbT9VS3DfCbv/53puHoGCXJbrtbG4a92x6jKM7yk+c6g8GkadqHh/sg9HzPs227Z9L3h3meSMXLMgcAVVX1/Pnz7W5XluXz58/fvHmTpEkYhmVZAg38/Oc/f/Hp52le/d3f/ubT588AkBCCJEmUxJ7v1G0xHE2TU0opZ5xrSnvx/EVV5a9/+NaynBeffHb/sJKaQlhBqNm2BSEUXEKIXde7vb+jjLKuuzm/YEJkZUEIMQwLY/PD2++urq6xbkOEhOjvPtze3FwTTHTTRAT/9re/HY3Hpm6+/uF11ze+756fn0dRnGZ1WWWa5KPJxHZtk+C6KiGEZdW4juu4XtN1tKdcSIwQhtB2HSF5lafxIG7bpm47TQNCiNPpFMfxZDLhnNOOQoi4lE3XVcWp2D88uT5XyHG8uCpL1/V126/qWgjW9z3RjSwrXEO3TMA0dDicQt/vKB2NRgAAJSREZLfZ0r69fHK12+103VicneVFLoQ0DL2uKk1ptuUKqSjtBaWDeFBXNZdMSrrdnqgmB6bJuF4r9cVPf25GI03Rw7vXvolo17iB/eMPrzwv1E2TEPz48GAQ42F1DxH883/yT6q6ery7Pz8/f//u3Xq7/8//6T9llB5PJ9rT8XhCucjzPPR8pTQpJRUd7hkzTSCVmkwnQvLd7jgYDD777LPjaec4tqahp+HA992izCfjcVVXfdU/3D8aFj6d9qNxPBkO01NapMeXf/wGEuP8/Pzzzz9/+/Yt52IQD9I0PRwOw9ERIP2Xv/zlenlvGPr52SLPMgUwZ4zTtsqOb3987bvBKStGw8EP333z9ZdfffXlz4SkdZMr0AkhHdNv2pYQg/ZsOJhpQNzev48Gwe39fez5EEKktMViVpTZanV/fvbUIu7D3UM0GkbDIUT47PxsMZ++e/ueNLpuW199/XVT16ZhmabFee96rhSirCquwGJx2bdl4PtM8LbtlFKYECHE4+Oj1DTK2WK+aNvm4vwiP2UIQWxarGuzLNtu16ck//Krr5RS8/k8z/PHx0fbtqMgAgCaCDKhuLLHozNN6hIioWkaNrDpaIpsN8cg8BijhkkAEK/f/DAZRaP5+ceCo7IsP5rKMYJIQ1Jp8+mEc1pV5XweNmUlKQs8P0mSokgsx5eGphOSno6OZedZXpaFZRmMd9fX57/74/ezOJiNz7ImuX/3re1eaxqHfZc0tGyLgYxMYvqu1UpWtL1C8Pbxfr/dfPnVF1VZCiGGw+Gvf/1rxtjzTz5VSu0PR0LIcOj/8OpH2/UC30uSU9P019c3LrL//xatYyJs+Px6AAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "execution_count": 223, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Flat_Coated_retriever_breed['jpg_url'].values[1]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": 224, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "execution_count": 224, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = Flat_Coated_retriever_breed['jpg_url'].values[2]\n", "response = requests.get(url)\n", "pilImage =Image.open(BytesIO(response.content))\n", "pilImage.resize((200, 300), Image.ANTIALIAS)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Conclusion (within-breed-selection and between-orientation-selection)\n", "\n", "- same dogs selected in the first, second and third positions by all orientations (favorite_count, retweet_count and rating_numerator)\n", " \n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Research Question 5. How did the algorithm perform at a confidence level (> 5) in the selection of the top 6 dog breeds by using the three forms of the sample dataset by using the aggregation method?\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us test the algorithm's first prediction efficiency for top 6 most frequent breed predictions by using a prediction confidence level (>= 0.5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Algorithm's performance using the dataset for twitter_final_table " ] }, { "cell_type": "code", "execution_count": 225, "metadata": {}, "outputs": [], "source": [ "# create a subset of twitter_final_table with the required variables\n", "pred_eff = twitter_final_table[['tweet_id', 'predicted_dogbreed1', 'predicted_confid1', 'predicted_dog1']].copy()" ] }, { "cell_type": "code", "execution_count": 226, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idpredicted_dogbreed1predicted_confid1predicted_dog1
0892420643555336193Orange0.097049False
1892177421306343426Chihuahua0.323581True
2891815181378084864Chihuahua0.716012True
3891689557279858688Paper_towel0.170278False
4891327558926688256Basset0.555712True
\n", "
" ], "text/plain": [ " tweet_id predicted_dogbreed1 predicted_confid1 predicted_dog1\n", "0 892420643555336193 Orange 0.097049 False\n", "1 892177421306343426 Chihuahua 0.323581 True\n", "2 891815181378084864 Chihuahua 0.716012 True\n", "3 891689557279858688 Paper_towel 0.170278 False\n", "4 891327558926688256 Basset 0.555712 True" ] }, "execution_count": 226, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# display the first five lines\n", "pred_eff.head()" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "Next we store value counts for the 6 most frequent prediction. " ] }, { "cell_type": "code", "execution_count": 227, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[Golden_retriever, Labrador_retriever, Pembroke, Chihuahua, Pug, Chow]\n", "Categories (378, object): [Acorn_squash, Afghan_hound, African_crocodile, African_grey, ..., Wooden_spoon, Wool, Yorkshire_terrier, Zebra]" ] }, "execution_count": 227, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Store the prediction names of the 6 most frequent predictions in a seperate variable\n", "prediction_names = pred_eff.predicted_dogbreed1.value_counts().head(6).index.values\n", "prediction_names" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us loop over the whole dataset and let us store instances where the algorithm's successfuly pedicted with a prediction confidence (predicted_confid1) of (> 0.5) in first its first prediction into a list" ] }, { "cell_type": "code", "execution_count": 228, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[114, 60, 70, 46, 43, 26]" ] }, "execution_count": 228, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# store the instances when algorithm's first prediction has been successful in a list\n", "true_counts = []\n", "for item in prediction_names:\n", " x = pred_eff[(pred_eff['predicted_dogbreed1'] == item) & (pred_eff['predicted_confid1'] > 0.5) & (pred_eff.predicted_dog1 == True)]['predicted_confid1'].count()\n", " true_counts.append(x)\n", "true_counts" ] }, { "cell_type": "code", "execution_count": 229, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([134, 89, 88, 78, 54, 41], dtype=int64)" ] }, "execution_count": 229, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# store the value counts of 6 most frequent predictions in a seperate variable\n", "total_predictions = pred_eff.predicted_dogbreed1.value_counts().head(6).values\n", "total_predictions" ] }, { "cell_type": "code", "execution_count": 230, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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prediction_nameprediction_totalprediction_correct
0Golden_retriever134114
1Labrador_retriever8960
2Pembroke8870
3Chihuahua7846
4Pug5443
5Chow4126
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" ], "text/plain": [ " prediction_name prediction_total prediction_correct\n", "0 Golden_retriever 134 114\n", "1 Labrador_retriever 89 60\n", "2 Pembroke 88 70\n", "3 Chihuahua 78 46\n", "4 Pug 54 43\n", "5 Chow 41 26" ] }, "execution_count": 230, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# create a dataframe for the above 3 new variables\n", "eff_dict = {'prediction_name': prediction_names, 'prediction_total':total_predictions, 'prediction_correct':true_counts}\n", "eff_result = pd.DataFrame(eff_dict, columns=['prediction_name', 'prediction_total', 'prediction_correct'])\n", "eff_result" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The above table displays the algotithm's total predictions on one hand and corrected prediction on the other hand. Let us now determine the efficiency of algorithm predictions" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now determine the algorithm's prediction efficiency" ] }, { "cell_type": "code", "execution_count": 231, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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prediction_nameprediction_totalprediction_correctprediction_efficiency (in %)
0Golden_retriever13411485.074627
1Labrador_retriever896067.415730
2Pembroke887079.545455
3Chihuahua784658.974359
4Pug544379.629630
5Chow412663.414634
\n", "
" ], "text/plain": [ " prediction_name prediction_total prediction_correct \\\n", "0 Golden_retriever 134 114 \n", "1 Labrador_retriever 89 60 \n", "2 Pembroke 88 70 \n", "3 Chihuahua 78 46 \n", "4 Pug 54 43 \n", "5 Chow 41 26 \n", "\n", " prediction_efficiency (in %) \n", "0 85.074627 \n", "1 67.415730 \n", "2 79.545455 \n", "3 58.974359 \n", "4 79.629630 \n", "5 63.414634 " ] }, "execution_count": 231, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# calculate the prediction efficiency in a seperate column\n", "eff_result['prediction_efficiency (in %)'] = (eff_result['prediction_correct'] / eff_result['prediction_total'])*100\n", "eff_result" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So we see from the above table that the algorithm has proved to be most efficient for Golden Retrievers, when we set the confidence level at (> 0.5). Here prediction efficiency is about 85%. However, its performance is least efficient for Chihuahuas breed, and efficiency of about 59%. \n", " " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we continue with dataset on df_dogs table " ] }, { "cell_type": "code", "execution_count": 232, "metadata": {}, "outputs": [], "source": [ "# create a subset of twitter_final_table with the required variables\n", "pred_eff = df_dogs[['tweet_id', 'predicted_dogbreed1', 'predicted_confid1', 'predicted_dog1']].copy()" ] }, { "cell_type": "code", "execution_count": 233, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idpredicted_dogbreed1predicted_confid1predicted_dog1
1892177421306343426Chihuahua0.323581True
2891815181378084864Chihuahua0.716012True
4891327558926688256Basset0.555712True
5891087950875897856Chesapeake_bay_retriever0.425595True
6890971913173991426Appenzeller0.341703True
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" ], "text/plain": [ " tweet_id predicted_dogbreed1 predicted_confid1 \\\n", "1 892177421306343426 Chihuahua 0.323581 \n", "2 891815181378084864 Chihuahua 0.716012 \n", "4 891327558926688256 Basset 0.555712 \n", "5 891087950875897856 Chesapeake_bay_retriever 0.425595 \n", "6 890971913173991426 Appenzeller 0.341703 \n", "\n", " predicted_dog1 \n", "1 True \n", "2 True \n", "4 True \n", "5 True \n", "6 True " ] }, "execution_count": 233, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# display the first five lines\n", "pred_eff.head()" ] }, { "cell_type": "code", "execution_count": 234, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([134, 89, 88, 78, 54, 41], dtype=int64)" ] }, "execution_count": 234, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Store the value counts of 6 most frequent predictions in a seperate variable\n", "total_predictions = pred_eff.predicted_dogbreed1.value_counts().head(6).values\n", "total_predictions" ] }, { "cell_type": "code", "execution_count": 235, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[Golden_retriever, Labrador_retriever, Pembroke, Chihuahua, Pug, Chow]\n", "Categories (378, object): [Acorn_squash, Afghan_hound, African_crocodile, African_grey, ..., Wooden_spoon, Wool, Yorkshire_terrier, Zebra]" ] }, "execution_count": 235, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Store the prediction names of 6 most frequent predictions in a seperate variable\n", "prediction_names = pred_eff.predicted_dogbreed1.value_counts().head(6).index.values\n", "prediction_names" ] }, { "cell_type": "code", "execution_count": 236, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[114, 60, 70, 46, 43, 26]" ] }, "execution_count": 236, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# store the instances when algorithm's first prediction has been successful in a list\n", "true_counts = []\n", "for item in prediction_names:\n", " x = pred_eff[(pred_eff['predicted_dogbreed1'] == item) & (pred_eff['predicted_confid1'] > 0.5) & (pred_eff.predicted_dog1 == True)]['predicted_confid1'].count()\n", " true_counts.append(x)\n", "true_counts" ] }, { "cell_type": "code", "execution_count": 237, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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prediction_nameprediction_totalprediction_correct
0Golden_retriever134114
1Labrador_retriever8960
2Pembroke8870
3Chihuahua7846
4Pug5443
5Chow4126
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" ], "text/plain": [ " prediction_name prediction_total prediction_correct\n", "0 Golden_retriever 134 114\n", "1 Labrador_retriever 89 60\n", "2 Pembroke 88 70\n", "3 Chihuahua 78 46\n", "4 Pug 54 43\n", "5 Chow 41 26" ] }, "execution_count": 237, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# create a dataframe for the above 3 new variables\n", "eff_dict = {'prediction_name': prediction_names, 'prediction_total':total_predictions, 'prediction_correct':true_counts}\n", "eff_result = pd.DataFrame(eff_dict, columns=['prediction_name', 'prediction_total', 'prediction_correct'])\n", "eff_result" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 238, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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prediction_nameprediction_totalprediction_correctprediction_efficiency(in %)
0Golden_retriever13411485.074627
1Labrador_retriever896067.415730
2Pembroke887079.545455
3Chihuahua784658.974359
4Pug544379.629630
5Chow412663.414634
\n", "
" ], "text/plain": [ " prediction_name prediction_total prediction_correct \\\n", "0 Golden_retriever 134 114 \n", "1 Labrador_retriever 89 60 \n", "2 Pembroke 88 70 \n", "3 Chihuahua 78 46 \n", "4 Pug 54 43 \n", "5 Chow 41 26 \n", "\n", " prediction_efficiency(in %) \n", "0 85.074627 \n", "1 67.415730 \n", "2 79.545455 \n", "3 58.974359 \n", "4 79.629630 \n", "5 63.414634 " ] }, "execution_count": 238, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# calculate the prediction efficiency in a seperate column\n", "eff_result['prediction_efficiency(in %)'] = (eff_result['prediction_correct'] / eff_result['prediction_total'])*100\n", "eff_result" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Finally on the df_dog_class" ] }, { "cell_type": "code", "execution_count": 239, "metadata": {}, "outputs": [], "source": [ "# create a subset of twitter_final_table with the required variables\n", "pred_eff = df_dogs_class[['tweet_id', 'predicted_dogbreed1', 'predicted_confid1', 'predicted_dog1']].copy()" ] }, { "cell_type": "code", "execution_count": 240, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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tweet_idpredicted_dogbreed1predicted_confid1predicted_dog1
9890240255349198849Pembroke0.511319True
12889665388333682689Pembroke0.966327True
14889531135344209921Golden_retriever0.953442True
28886366144734445568French_bulldog0.999201True
42884162670584377345German_shepherd0.707046True
\n", "
" ], "text/plain": [ " tweet_id predicted_dogbreed1 predicted_confid1 predicted_dog1\n", "9 890240255349198849 Pembroke 0.511319 True\n", "12 889665388333682689 Pembroke 0.966327 True\n", "14 889531135344209921 Golden_retriever 0.953442 True\n", "28 886366144734445568 French_bulldog 0.999201 True\n", "42 884162670584377345 German_shepherd 0.707046 True" ] }, "execution_count": 240, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# display the first five lines\n", "pred_eff.head()" ] }, { "cell_type": "code", "execution_count": 241, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([32, 15, 13, 9, 8, 7], dtype=int64)" ] }, "execution_count": 241, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Store the value counts of 10 most frequent predictions in a seperate variable\n", "total_predictions = pred_eff.predicted_dogbreed1.value_counts().head(6).values\n", "total_predictions" ] }, { "cell_type": "code", "execution_count": 242, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[Golden_retriever, Labrador_retriever, Pembroke, Pomeranian, Pug, Chihuahua]\n", "Categories (378, object): [Acorn_squash, Afghan_hound, African_crocodile, African_grey, ..., Wooden_spoon, Wool, Yorkshire_terrier, Zebra]" ] }, "execution_count": 242, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Store the prediction names of 10 most frequent predictions in a seperate variable\n", "prediction_names = pred_eff.predicted_dogbreed1.value_counts().head(6).index.values\n", "prediction_names" ] }, { "cell_type": "code", "execution_count": 243, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[28, 9, 8, 8, 7, 3]" ] }, "execution_count": 243, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#store the instances when algorithm's first prediction has been successful in a list\n", "true_counts = []\n", "for item in prediction_names:\n", " x = pred_eff[(pred_eff['predicted_dogbreed1'] == item) & (pred_eff['predicted_confid1'] > 0.5) & (pred_eff.predicted_dog1 == True)]['predicted_confid1'].count()\n", " true_counts.append(x)\n", "true_counts" ] }, { "cell_type": "code", "execution_count": 244, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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prediction_nameprediction_totalprediction_correct
0Golden_retriever3228
1Labrador_retriever159
2Pembroke138
3Pomeranian98
4Pug87
5Chihuahua73
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" ], "text/plain": [ " prediction_name prediction_total prediction_correct\n", "0 Golden_retriever 32 28\n", "1 Labrador_retriever 15 9\n", "2 Pembroke 13 8\n", "3 Pomeranian 9 8\n", "4 Pug 8 7\n", "5 Chihuahua 7 3" ] }, "execution_count": 244, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# create a dataframe for the above 3 new variables\n", "eff_dict = {'prediction_name': prediction_names, 'prediction_total':total_predictions, 'prediction_correct':true_counts}\n", "eff_result = pd.DataFrame(eff_dict, columns=['prediction_name', 'prediction_total', 'prediction_correct'])\n", "eff_result" ] }, { "cell_type": "code", "execution_count": 245, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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prediction_nameprediction_totalprediction_correctprediction_efficiency(in %)
0Golden_retriever322887.500000
1Labrador_retriever15960.000000
2Pembroke13861.538462
3Pomeranian9888.888889
4Pug8787.500000
5Chihuahua7342.857143
\n", "
" ], "text/plain": [ " prediction_name prediction_total prediction_correct \\\n", "0 Golden_retriever 32 28 \n", "1 Labrador_retriever 15 9 \n", "2 Pembroke 13 8 \n", "3 Pomeranian 9 8 \n", "4 Pug 8 7 \n", "5 Chihuahua 7 3 \n", "\n", " prediction_efficiency(in %) \n", "0 87.500000 \n", "1 60.000000 \n", "2 61.538462 \n", "3 88.888889 \n", "4 87.500000 \n", "5 42.857143 " ] }, "execution_count": 245, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# calculate the prediction efficiency in a seperate column\n", "eff_result['prediction_efficiency(in %)'] = (eff_result['prediction_correct'] / eff_result['prediction_total'])*100\n", "eff_result" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Conclusion (Algorithm's prediction performance)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- prediction performance for the dog Golden_retriever and Pomeranian generally the best. \n", "- worst performance was against dog breed Chihuahua" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## 6. Report Wrangling" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The following two reports are standalone documents available:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**wrangle_report_PAUL_DZITSE.ipynb**: this is an internal report briefly describes the data wrangling and data cleaning efforts.\n", "\n", "**act_report_PAUL_DZITSE.ipynb**: this is an external report that communicates the insights and visalizations produced from the wrangled and cleaned data." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## 7. Resources" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " - https://stackoverflow.com/questions/10993612/python-removing-xa0-from-string\n", "\n", " - https://stackabuse.com/reading-and-writing-json-to-a-file-in-python/\n", "\n", " - https://stackoverflow.com/questions/5250744/difference-between-open-and-codecs-open-in-python/22288895#22288895\n", "\n", " - https://github.com/siznax/wptools/wiki/Usage#page-usage\n", "\n", " - https://www.tibco.com/blog/2014/01/23/api-data-exchange-xml-vs-json/\n", "\n", " - https://stackoverflow.com/questions/28056171/how-to-build-and-fill-pandas-dataframe-from-for-loop/28058264#28058264\n", "\n", " - https://www.reddit.com/r/Python/comments/1tqjt4/why_do_you_use_pandas_instead_of_sql/\n", "\n", " - https://chrisalbon.com/\n", "\n", " - https://stackoverflow.com/questions/18837262/convert-python-dict-into-a-dataframe\n", "\n", " - https://www.json.org/json-en.html\n", " \n", " - https://cmdlinetips.com/2019/10/how-to-make-a-plot-with-two-different-y-axis-in-python withmat plotlib/\n", " \n", " - https://www.youtube.com/watch?v=hxn2ZzvpZ0I\n", " \n", " - https://pythonprogramming.net/matplotlib-3d-scatterplot-tutorial/\n", " \n", " - https://stackabuse.com/reading-and-writing-json-to-a-file-in-python/\n" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.7" } }, "nbformat": 4, "nbformat_minor": 4 }